3.89.79 \(\int \frac {-37500000+53750000 x-32000000 x^2+9800000 x^3-1400000 x^4-28000 x^5+44800 x^6-7360 x^7+544 x^8-16 x^9+(-3125000 x+3750000 x^2-1750000 x^3+350000 x^4-14000 x^6+2800 x^7-240 x^8+8 x^9+(-3125000+3750000 x-1750000 x^2+350000 x^3-14000 x^5+2800 x^6-240 x^7+8 x^8) \log (5+x)) \log (\frac {1}{4} (x^2+2 x \log (5+x)+\log ^2(5+x)))+(9000000-9300000 x+3600000 x^2-540000 x^3-24000 x^4+18720 x^5-2304 x^6+96 x^7) \log ^2(\frac {1}{4} (x^2+2 x \log (5+x)+\log ^2(5+x)))+(750000 x-600000 x^2+150000 x^3-6000 x^5+960 x^6-48 x^7+(750000-600000 x+150000 x^2-6000 x^4+960 x^5-48 x^6) \log (5+x)) \log ^3(\frac {1}{4} (x^2+2 x \log (5+x)+\log ^2(5+x)))+(-720000+456000 x-76800 x^2-5760 x^3+2688 x^4-192 x^5) \log ^4(\frac {1}{4} (x^2+2 x \log (5+x)+\log ^2(5+x)))+(-60000 x+24000 x^2-960 x^4+96 x^5+(-60000+24000 x-960 x^3+96 x^4) \log (5+x)) \log ^5(\frac {1}{4} (x^2+2 x \log (5+x)+\log ^2(5+x)))+(19200-4480 x-512 x^2+128 x^3) \log ^6(\frac {1}{4} (x^2+2 x \log (5+x)+\log ^2(5+x)))+(1600 x-64 x^3+(1600-64 x^2) \log (5+x)) \log ^7(\frac {1}{4} (x^2+2 x \log (5+x)+\log ^2(5+x)))}{(5 x+x^2+(5+x) \log (5+x)) \log ^9(\frac {1}{4} (x^2+2 x \log (5+x)+\log ^2(5+x)))} \, dx\)
Optimal. Leaf size=26 \[ \left (2-\frac {(-5+x)^2}{\log ^2\left (\frac {1}{4} (x+\log (5+x))^2\right )}\right )^4 \]
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Rubi [A] time = 7.40, antiderivative size = 28, normalized size of antiderivative = 1.08,
number of steps used = 4, number of rules used = 4, integrand size = 533, \(\frac {\text {number of rules}}{\text {integrand size}}\) = 0.008, Rules used
= {6688, 12, 6712, 32} \begin {gather*} \left (2-\frac {(5-x)^2}{\log ^2\left (\frac {1}{4} (x+\log (x+5))^2\right )}\right )^4 \end {gather*}
Antiderivative was successfully verified.
[In]
Int[(-37500000 + 53750000*x - 32000000*x^2 + 9800000*x^3 - 1400000*x^4 - 28000*x^5 + 44800*x^6 - 7360*x^7 + 54
4*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])*Lo
g[(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]
[Out]
(2 - (5 - x)^2/Log[(x + Log[5 + x])^2/4]^2)^4
Rule 12
Int[(a_)*(u_), x_Symbol] :> Dist[a, Int[u, x], x] /; FreeQ[a, x] && !MatchQ[u, (b_)*(v_) /; FreeQ[b, x]]
Rule 32
Int[((a_.) + (b_.)*(x_))^(m_), x_Symbol] :> Simp[(a + b*x)^(m + 1)/(b*(m + 1)), x] /; FreeQ[{a, b, m}, x] && N
eQ[m, -1]
Rule 6688
Int[u_, x_Symbol] :> With[{v = SimplifyIntegrand[u, x]}, Int[v, x] /; SimplerIntegrandQ[v, u, x]]
Rule 6712
Int[(u_)*(v_)^(r_.)*((a_.)*(v_)^(p_.) + (b_.)*(w_)^(q_.))^(m_.), x_Symbol] :> With[{c = Simplify[u/(p*w*D[v, x
] - q*v*D[w, x])]}, -Dist[c*q, Subst[Int[(a + b*x^q)^m, x], x, v^(m*p + r + 1)*w], x] /; FreeQ[c, x]] /; FreeQ
[{a, b, m, p, q, r}, x] && EqQ[p + q*(m*p + r + 1), 0] && IntegerQ[q] && IntegerQ[m]
Rubi steps
\begin {gather*} \begin {aligned} \text {integral} &=\int \frac {8 (5-x) \left (2 \left (-30+x+x^2\right )-(5+x) (x+\log (5+x)) \log \left (\frac {1}{4} (x+\log (5+x))^2\right )\right ) \left ((-5+x)^2-2 \log ^2\left (\frac {1}{4} (x+\log (5+x))^2\right )\right )^3}{(5+x) (x+\log (5+x)) \log ^9\left (\frac {1}{4} (x+\log (5+x))^2\right )} \, dx\\ &=8 \int \frac {(5-x) \left (2 \left (-30+x+x^2\right )-(5+x) (x+\log (5+x)) \log \left (\frac {1}{4} (x+\log (5+x))^2\right )\right ) \left ((-5+x)^2-2 \log ^2\left (\frac {1}{4} (x+\log (5+x))^2\right )\right )^3}{(5+x) (x+\log (5+x)) \log ^9\left (\frac {1}{4} (x+\log (5+x))^2\right )} \, dx\\ &=4 \operatorname {Subst}\left (\int (-2+x)^3 \, dx,x,\frac {(-5+x)^2}{\log ^2\left (\frac {1}{4} (x+\log (5+x))^2\right )}\right )\\ &=\left (2-\frac {(5-x)^2}{\log ^2\left (\frac {1}{4} (x+\log (5+x))^2\right )}\right )^4\\ \end {aligned} \end {gather*}
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Mathematica [B] time = 0.22, size = 93, normalized size = 3.58 \begin {gather*} 8 \left (\frac {(-5+x)^8}{8 \log ^8\left (\frac {1}{4} (x+\log (5+x))^2\right )}-\frac {(-5+x)^6}{\log ^6\left (\frac {1}{4} (x+\log (5+x))^2\right )}+\frac {3 (-5+x)^4}{\log ^4\left (\frac {1}{4} (x+\log (5+x))^2\right )}-\frac {4 (-5+x)^2}{\log ^2\left (\frac {1}{4} (x+\log (5+x))^2\right )}\right ) \end {gather*}
Antiderivative was successfully verified.
[In]
Integrate[(-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 + 1500
00*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 - 1
92*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]
[Out]
8*((-5 + x)^8/(8*Log[(x + Log[5 + x])^2/4]^8) - (-5 + x)^6/Log[(x + Log[5 + x])^2/4]^6 + (3*(-5 + x)^4)/Log[(x
+ Log[5 + x])^2/4]^4 - (4*(-5 + x)^2)/Log[(x + Log[5 + x])^2/4]^2)
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fricas [B] time = 0.60, size = 195, normalized size = 7.50 \begin {gather*} \frac {x^{8} - 40 \, x^{7} - 32 \, {\left (x^{2} - 10 \, x + 25\right )} \log \left (\frac {1}{4} \, x^{2} + \frac {1}{2} \, x \log \left (x + 5\right ) + \frac {1}{4} \, \log \left (x + 5\right )^{2}\right )^{6} + 700 \, x^{6} - 7000 \, x^{5} + 24 \, {\left (x^{4} - 20 \, x^{3} + 150 \, x^{2} - 500 \, x + 625\right )} \log \left (\frac {1}{4} \, x^{2} + \frac {1}{2} \, x \log \left (x + 5\right ) + \frac {1}{4} \, \log \left (x + 5\right )^{2}\right )^{4} + 43750 \, x^{4} - 175000 \, x^{3} - 8 \, {\left (x^{6} - 30 \, x^{5} + 375 \, x^{4} - 2500 \, x^{3} + 9375 \, x^{2} - 18750 \, x + 15625\right )} \log \left (\frac {1}{4} \, x^{2} + \frac {1}{2} \, x \log \left (x + 5\right ) + \frac {1}{4} \, \log \left (x + 5\right )^{2}\right )^{2} + 437500 \, x^{2} - 625000 \, x + 390625}{\log \left (\frac {1}{4} \, x^{2} + \frac {1}{2} \, x \log \left (x + 5\right ) + \frac {1}{4} \, \log \left (x + 5\right )^{2}\right )^{8}} \end {gather*}
Verification of antiderivative is not currently implemented for this CAS.
[In]
integrate((((-64*x^2+1600)*log(5+x)-64*x^3+1600*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^7+(128*x^3-512*x
^2-4480*x+19200)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^6+((96*x^4-960*x^3+24000*x-60000)*log(5+x)+96*x^5-
960*x^4+24000*x^2-60000*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^5+(-192*x^5+2688*x^4-5760*x^3-76800*x^2+
456000*x-720000)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^4+((-48*x^6+960*x^5-6000*x^4+150000*x^2-600000*x+7
50000)*log(5+x)-48*x^7+960*x^6-6000*x^5+150000*x^3-600000*x^2+750000*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*
x^2)^3+(96*x^7-2304*x^6+18720*x^5-24000*x^4-540000*x^3+3600000*x^2-9300000*x+9000000)*log(1/4*log(5+x)^2+1/2*x
*log(5+x)+1/4*x^2)^2+((8*x^8-240*x^7+2800*x^6-14000*x^5+350000*x^3-1750000*x^2+3750000*x-3125000)*log(5+x)+8*x
^9-240*x^8+2800*x^7-14000*x^6+350000*x^4-1750000*x^3+3750000*x^2-3125000*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+
1/4*x^2)-16*x^9+544*x^8-7360*x^7+44800*x^6-28000*x^5-1400000*x^4+9800000*x^3-32000000*x^2+53750000*x-37500000)
/((5+x)*log(5+x)+x^2+5*x)/log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^9,x, algorithm="fricas")
[Out]
(x^8 - 40*x^7 - 32*(x^2 - 10*x + 25)*log(1/4*x^2 + 1/2*x*log(x + 5) + 1/4*log(x + 5)^2)^6 + 700*x^6 - 7000*x^5
+ 24*(x^4 - 20*x^3 + 150*x^2 - 500*x + 625)*log(1/4*x^2 + 1/2*x*log(x + 5) + 1/4*log(x + 5)^2)^4 + 43750*x^4
- 175000*x^3 - 8*(x^6 - 30*x^5 + 375*x^4 - 2500*x^3 + 9375*x^2 - 18750*x + 15625)*log(1/4*x^2 + 1/2*x*log(x +
5) + 1/4*log(x + 5)^2)^2 + 437500*x^2 - 625000*x + 390625)/log(1/4*x^2 + 1/2*x*log(x + 5) + 1/4*log(x + 5)^2)^
8
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giac [F(-1)] time = 0.00, size = 0, normalized size = 0.00 \begin {gather*} \text {Timed out} \end {gather*}
Verification of antiderivative is not currently implemented for this CAS.
[In]
integrate((((-64*x^2+1600)*log(5+x)-64*x^3+1600*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^7+(128*x^3-512*x
^2-4480*x+19200)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^6+((96*x^4-960*x^3+24000*x-60000)*log(5+x)+96*x^5-
960*x^4+24000*x^2-60000*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^5+(-192*x^5+2688*x^4-5760*x^3-76800*x^2+
456000*x-720000)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^4+((-48*x^6+960*x^5-6000*x^4+150000*x^2-600000*x+7
50000)*log(5+x)-48*x^7+960*x^6-6000*x^5+150000*x^3-600000*x^2+750000*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*
x^2)^3+(96*x^7-2304*x^6+18720*x^5-24000*x^4-540000*x^3+3600000*x^2-9300000*x+9000000)*log(1/4*log(5+x)^2+1/2*x
*log(5+x)+1/4*x^2)^2+((8*x^8-240*x^7+2800*x^6-14000*x^5+350000*x^3-1750000*x^2+3750000*x-3125000)*log(5+x)+8*x
^9-240*x^8+2800*x^7-14000*x^6+350000*x^4-1750000*x^3+3750000*x^2-3125000*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+
1/4*x^2)-16*x^9+544*x^8-7360*x^7+44800*x^6-28000*x^5-1400000*x^4+9800000*x^3-32000000*x^2+53750000*x-37500000)
/((5+x)*log(5+x)+x^2+5*x)/log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^9,x, algorithm="giac")
[Out]
Timed out
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maple [C] time = 17.54, size = 27279, normalized size = 1049.19
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Verification of antiderivative is not currently implemented for this CAS.
[In]
int((((-64*x^2+1600)*ln(5+x)-64*x^3+1600*x)*ln(1/4*ln(5+x)^2+1/2*x*ln(5+x)+1/4*x^2)^7+(128*x^3-512*x^2-4480*x+
19200)*ln(1/4*ln(5+x)^2+1/2*x*ln(5+x)+1/4*x^2)^6+((96*x^4-960*x^3+24000*x-60000)*ln(5+x)+96*x^5-960*x^4+24000*
x^2-60000*x)*ln(1/4*ln(5+x)^2+1/2*x*ln(5+x)+1/4*x^2)^5+(-192*x^5+2688*x^4-5760*x^3-76800*x^2+456000*x-720000)*
ln(1/4*ln(5+x)^2+1/2*x*ln(5+x)+1/4*x^2)^4+((-48*x^6+960*x^5-6000*x^4+150000*x^2-600000*x+750000)*ln(5+x)-48*x^
7+960*x^6-6000*x^5+150000*x^3-600000*x^2+750000*x)*ln(1/4*ln(5+x)^2+1/2*x*ln(5+x)+1/4*x^2)^3+(96*x^7-2304*x^6+
18720*x^5-24000*x^4-540000*x^3+3600000*x^2-9300000*x+9000000)*ln(1/4*ln(5+x)^2+1/2*x*ln(5+x)+1/4*x^2)^2+((8*x^
8-240*x^7+2800*x^6-14000*x^5+350000*x^3-1750000*x^2+3750000*x-3125000)*ln(5+x)+8*x^9-240*x^8+2800*x^7-14000*x^
6+350000*x^4-1750000*x^3+3750000*x^2-3125000*x)*ln(1/4*ln(5+x)^2+1/2*x*ln(5+x)+1/4*x^2)-16*x^9+544*x^8-7360*x^
7+44800*x^6-28000*x^5-1400000*x^4+9800000*x^3-32000000*x^2+53750000*x-37500000)/((5+x)*ln(5+x)+x^2+5*x)/ln(1/4
*ln(5+x)^2+1/2*x*ln(5+x)+1/4*x^2)^9,x,method=_RETURNVERBOSE)
[Out]
result too large to display
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maxima [B] time = 1.21, size = 630, normalized size = 24.23 result too large to
display
Verification of antiderivative is not currently implemented for this CAS.
[In]
integrate((((-64*x^2+1600)*log(5+x)-64*x^3+1600*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^7+(128*x^3-512*x
^2-4480*x+19200)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^6+((96*x^4-960*x^3+24000*x-60000)*log(5+x)+96*x^5-
960*x^4+24000*x^2-60000*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^5+(-192*x^5+2688*x^4-5760*x^3-76800*x^2+
456000*x-720000)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^4+((-48*x^6+960*x^5-6000*x^4+150000*x^2-600000*x+7
50000)*log(5+x)-48*x^7+960*x^6-6000*x^5+150000*x^3-600000*x^2+750000*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*
x^2)^3+(96*x^7-2304*x^6+18720*x^5-24000*x^4-540000*x^3+3600000*x^2-9300000*x+9000000)*log(1/4*log(5+x)^2+1/2*x
*log(5+x)+1/4*x^2)^2+((8*x^8-240*x^7+2800*x^6-14000*x^5+350000*x^3-1750000*x^2+3750000*x-3125000)*log(5+x)+8*x
^9-240*x^8+2800*x^7-14000*x^6+350000*x^4-1750000*x^3+3750000*x^2-3125000*x)*log(1/4*log(5+x)^2+1/2*x*log(5+x)+
1/4*x^2)-16*x^9+544*x^8-7360*x^7+44800*x^6-28000*x^5-1400000*x^4+9800000*x^3-32000000*x^2+53750000*x-37500000)
/((5+x)*log(5+x)+x^2+5*x)/log(1/4*log(5+x)^2+1/2*x*log(5+x)+1/4*x^2)^9,x, algorithm="maxima")
[Out]
1/256*(x^8 - 4*(8*log(2)^2 - 175)*x^6 - 40*x^7 - 2048*(x^2 - 10*x + 25)*log(x + log(x + 5))^6 + 40*(24*log(2)^
2 - 175)*x^5 - 51200*log(2)^6 + 12288*(x^2*log(2) - 10*x*log(2) + 25*log(2))*log(x + log(x + 5))^5 + 2*(192*lo
g(2)^4 - 6000*log(2)^2 + 21875)*x^4 + 384*(x^4 - 10*(8*log(2)^2 - 15)*x^2 - 20*x^3 + 100*(8*log(2)^2 - 5)*x -
2000*log(2)^2 + 625)*log(x + log(x + 5))^4 - 40*(192*log(2)^4 - 2000*log(2)^2 + 4375)*x^3 + 240000*log(2)^4 -
512*(3*x^4*log(2) - 60*x^3*log(2) - 10*(8*log(2)^3 - 45*log(2))*x^2 - 2000*log(2)^3 + 100*(8*log(2)^3 - 15*log
(2))*x + 1875*log(2))*log(x + log(x + 5))^3 - 4*(512*log(2)^6 - 14400*log(2)^4 + 75000*log(2)^2 - 109375)*x^2
- 32*(x^6 - 3*(24*log(2)^2 - 125)*x^4 - 30*x^5 + 20*(72*log(2)^2 - 125)*x^3 + 24000*log(2)^4 + 15*(64*log(2)^4
- 720*log(2)^2 + 625)*x^2 - 150*(64*log(2)^4 - 240*log(2)^2 + 125)*x - 45000*log(2)^2 + 15625)*log(x + log(x
+ 5))^2 + 40*(512*log(2)^6 - 4800*log(2)^4 + 15000*log(2)^2 - 15625)*x - 500000*log(2)^2 + 64*(x^6*log(2) - 30
*x^5*log(2) - 3*(8*log(2)^3 - 125*log(2))*x^4 + 4800*log(2)^5 + 20*(24*log(2)^3 - 125*log(2))*x^3 + 3*(64*log(
2)^5 - 1200*log(2)^3 + 3125*log(2))*x^2 - 15000*log(2)^3 - 30*(64*log(2)^5 - 400*log(2)^3 + 625*log(2))*x + 15
625*log(2))*log(x + log(x + 5)) + 390625)/(log(2)^8 - 8*log(2)^7*log(x + log(x + 5)) + 28*log(2)^6*log(x + log
(x + 5))^2 - 56*log(2)^5*log(x + log(x + 5))^3 + 70*log(2)^4*log(x + log(x + 5))^4 - 56*log(2)^3*log(x + log(x
+ 5))^5 + 28*log(2)^2*log(x + log(x + 5))^6 - 8*log(2)*log(x + log(x + 5))^7 + log(x + log(x + 5))^8)
________________________________________________________________________________________
mupad [B] time = 62.94, size = 132776, normalized size = 5106.77 result too large to
display
Verification of antiderivative is not currently implemented for this CAS.
[In]
int(-(log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^2*(9300000*x - 3600000*x^2 + 540000*x^3 + 24000*x^4 - 187
20*x^5 + 2304*x^6 - 96*x^7 - 9000000) - log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^5*(log(x + 5)*(24000*x
- 960*x^3 + 96*x^4 - 60000) - 60000*x + 24000*x^2 - 960*x^4 + 96*x^5) - log((x*log(x + 5))/2 + log(x + 5)^2/4
+ x^2/4)*(log(x + 5)*(3750000*x - 1750000*x^2 + 350000*x^3 - 14000*x^5 + 2800*x^6 - 240*x^7 + 8*x^8 - 3125000)
- 3125000*x + 3750000*x^2 - 1750000*x^3 + 350000*x^4 - 14000*x^6 + 2800*x^7 - 240*x^8 + 8*x^9) - 53750000*x +
log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^6*(4480*x + 512*x^2 - 128*x^3 - 19200) + log((x*log(x + 5))/2
+ log(x + 5)^2/4 + x^2/4)^7*(log(x + 5)*(64*x^2 - 1600) - 1600*x + 64*x^3) + 32000000*x^2 - 9800000*x^3 + 1400
000*x^4 + 28000*x^5 - 44800*x^6 + 7360*x^7 - 544*x^8 + 16*x^9 + log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)
^3*(log(x + 5)*(600000*x - 150000*x^2 + 6000*x^4 - 960*x^5 + 48*x^6 - 750000) - 750000*x + 600000*x^2 - 150000
*x^3 + 6000*x^5 - 960*x^6 + 48*x^7) + log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^4*(76800*x^2 - 456000*x +
5760*x^3 - 2688*x^4 + 192*x^5 + 720000) + 37500000)/(log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^9*(5*x +
log(x + 5)*(x + 5) + x^2)),x)
[Out]
(((x + log(x + 5))*(x + 5)*(55288627410240000*x*log(x + 5) - 8482988787840000*log(x + 5) - 12611376211092480*x
+ 156074108417136000*x*log(x + 5)^2 + 241862097005020800*x^2*log(x + 5) + 12988535943600000*x*log(x + 5)^3 +
219135555377746560*x^3*log(x + 5) - 17507453317987500*x*log(x + 5)^4 + 19466522946388980*x^4*log(x + 5) + 7291
21375968750*x*log(x + 5)^5 - 60344061522890850*x^5*log(x + 5) + 39741494343750*x*log(x + 5)^6 - 28649456555375
295*x^6*log(x + 5) - 1313381299352676*x^7*log(x + 5) + 2445280974950892*x^8*log(x + 5) + 697746384595466*x^9*l
og(x + 5) + 15680466699259*x^10*log(x + 5) - 27297800938912*x^11*log(x + 5) - 5542567190600*x^12*log(x + 5) -
222496240678*x^13*log(x + 5) + 77733390619*x^14*log(x + 5) + 15162170468*x^15*log(x + 5) + 1284414472*x^16*log
(x + 5) + 55729694*x^17*log(x + 5) + 1011465*x^18*log(x + 5) + 22571107060320000*log(x + 5)^2 + 33304821354000
000*log(x + 5)^3 - 7272248898600000*log(x + 5)^4 - 290759903437500*log(x + 5)^5 + 41697089296875*log(x + 5)^6
+ 41535961272656640*x^2 + 130170253695868800*x^3 + 113007583910675520*x^4 + 25148133338317092*x^5 - 1539663477
9859881*x^6 - 9899427748529457*x^7 - 1219881546528954*x^8 + 552233673573928*x^9 + 209267584170743*x^10 + 14293
906627893*x^11 - 5903632467837*x^12 - 1487104303273*x^13 - 91140964848*x^14 + 15380571264*x^15 + 3573331363*x^
16 + 318512409*x^17 + 14195254*x^18 + 262144*x^19 + 132121766566137600*x^2*log(x + 5)^2 - 53776497040875000*x^
2*log(x + 5)^3 - 40686820173067320*x^3*log(x + 5)^2 - 9308170433109375*x^2*log(x + 5)^4 - 48980321192227500*x^
3*log(x + 5)^3 - 83767094561874915*x^4*log(x + 5)^2 + 1239318661303125*x^2*log(x + 5)^5 + 1814561618619375*x^3
*log(x + 5)^4 - 9190433077215750*x^4*log(x + 5)^3 - 28586791150914420*x^5*log(x + 5)^2 + 2873005706250*x^2*log
(x + 5)^6 + 632382409012500*x^3*log(x + 5)^5 + 3219178738615050*x^4*log(x + 5)^4 + 5499781204260720*x^5*log(x
+ 5)^3 + 2801845098969750*x^6*log(x + 5)^2 - 11100325550000*x^3*log(x + 5)^6 + 93141158366250*x^4*log(x + 5)^5
+ 1033961584376202*x^5*log(x + 5)^4 + 3060039041255918*x^6*log(x + 5)^3 + 4020951913790706*x^7*log(x + 5)^2 -
6284174547500*x^4*log(x + 5)^6 - 34740639476400*x^5*log(x + 5)^5 + 25332401375684*x^6*log(x + 5)^4 + 40980267
9829896*x^7*log(x + 5)^3 + 844344418574619*x^8*log(x + 5)^2 - 1518428323200*x^5*log(x + 5)^6 - 18415281663060*
x^6*log(x + 5)^5 - 65769779274148*x^7*log(x + 5)^4 - 94482093218872*x^8*log(x + 5)^3 - 44209391300450*x^9*log(
x + 5)^2 - 125135260390*x^6*log(x + 5)^6 - 3242859291252*x^7*log(x + 5)^5 - 17881219224330*x^8*log(x + 5)^4 -
41916599054400*x^9*log(x + 5)^3 - 48543894115556*x^10*log(x + 5)^2 + 27869941784*x^7*log(x + 5)^6 - 5495874779
4*x^8*log(x + 5)^5 - 1468009329410*x^9*log(x + 5)^4 - 5225031281700*x^10*log(x + 5)^3 - 7895051508156*x^11*log
(x + 5)^2 + 10539948165*x^8*log(x + 5)^6 + 86745320790*x^9*log(x + 5)^5 + 230022129307*x^10*log(x + 5)^4 + 200
907498388*x^11*log(x + 5)^3 - 84260482357*x^12*log(x + 5)^2 + 1680654658*x^9*log(x + 5)^6 + 19027167183*x^10*l
og(x + 5)^5 + 77180408589*x^11*log(x + 5)^4 + 150867344946*x^12*log(x + 5)^3 + 153385529504*x^13*log(x + 5)^2
+ 160939684*x^10*log(x + 5)^6 + 2120019864*x^11*log(x + 5)^5 + 9849466112*x^12*log(x + 5)^4 + 21994333008*x^13
*log(x + 5)^3 + 25692736590*x^14*log(x + 5)^2 + 9582624*x^11*log(x + 5)^6 + 139189692*x^12*log(x + 5)^5 + 6983
77220*x^13*log(x + 5)^4 + 1665074990*x^14*log(x + 5)^3 + 2062206274*x^15*log(x + 5)^2 + 329652*x^12*log(x + 5)
^6 + 5143284*x^13*log(x + 5)^5 + 27206880*x^14*log(x + 5)^4 + 67659920*x^15*log(x + 5)^3 + 86801149*x^16*log(x
+ 5)^2 + 5040*x^13*log(x + 5)^6 + 83160*x^14*log(x + 5)^5 + 457800*x^15*log(x + 5)^4 + 1173900*x^16*log(x + 5
)^3 + 1543542*x^17*log(x + 5)^2 - 9111412243353600))/(645120*(x + 6)^13) + (log((x*log(x + 5))/2 + log(x + 5)^
2/4 + x^2/4)^2*(x + log(x + 5))*(x + 5)*(3496598752106880*x*log(x + 5)^2 - 2992418142336000*log(x + 5) - 10317
190480289280*x*log(x + 5) - 5778928094561280*x - 2900875740497280*x^2*log(x + 5) + 4589712200304000*x*log(x +
5)^3 + 11563154454902400*x^3*log(x + 5) - 431922535209900*x*log(x + 5)^4 + 11511875532819060*x^4*log(x + 5) -
50852531531250*x*log(x + 5)^5 + 3765818428055550*x^5*log(x + 5) + 2246637656250*x*log(x + 5)^6 - 2068887605582
43*x^6*log(x + 5) - 528846913485366*x^7*log(x + 5) - 165706969793283*x^8*log(x + 5) - 18272572093030*x^9*log(x
+ 5) + 2507094783530*x^10*log(x + 5) + 1236715322372*x^11*log(x + 5) + 216042611284*x^12*log(x + 5) + 2198642
9892*x^13*log(x + 5) + 1372430965*x^14*log(x + 5) + 49087670*x^15*log(x + 5) + 775775*x^16*log(x + 5) - 252232
8769900800*log(x + 5)^2 + 2043304477200000*log(x + 5)^3 + 105371139384000*log(x + 5)^4 - 49871087437500*log(x
+ 5)^5 + 1513694671875*log(x + 5)^6 - 10281021049877760*x^2 - 5630188856234112*x^3 + 2581826910152256*x^4 + 42
50478783664548*x^5 + 1796569876513215*x^6 + 171327528302103*x^7 - 120604069236993*x^8 - 51182672202475*x^9 - 7
733842487574*x^10 + 186884421810*x^11 + 290250401743*x^12 + 57446260969*x^13 + 6170456569*x^14 + 397586053*x^1
5 + 14529440*x^16 + 233280*x^17 + 13065202467394560*x^2*log(x + 5)^2 + 2143029021323400*x^2*log(x + 5)^3 + 971
6316706845000*x^3*log(x + 5)^2 - 700085841212295*x^2*log(x + 5)^4 - 927651442652460*x^3*log(x + 5)^3 + 1687549
882640805*x^4*log(x + 5)^2 - 9776999109375*x^2*log(x + 5)^5 - 393683127693057*x^3*log(x + 5)^4 - 1233824376711
438*x^4*log(x + 5)^3 - 1227889777836672*x^5*log(x + 5)^2 + 1354210396875*x^2*log(x + 5)^6 + 9257919221250*x^3*
log(x + 5)^5 - 91882900986639*x^4*log(x + 5)^4 - 480398442682956*x^5*log(x + 5)^3 - 788146005501099*x^6*log(x
+ 5)^2 + 436795700000*x^3*log(x + 5)^6 + 6916930761375*x^4*log(x + 5)^5 + 4333112458803*x^5*log(x + 5)^4 - 724
61212273928*x^6*log(x + 5)^3 - 184737085564932*x^7*log(x + 5)^2 + 83675962625*x^4*log(x + 5)^6 + 2344763925480
*x^5*log(x + 5)^5 + 9159732930365*x^6*log(x + 5)^4 + 8744502170240*x^7*log(x + 5)^3 - 8685158882670*x^8*log(x
+ 5)^2 + 10139084430*x^5*log(x + 5)^6 + 503413868805*x^6*log(x + 5)^5 + 2967877573975*x^7*log(x + 5)^4 + 65646
46070620*x^8*log(x + 5)^3 + 6410352520340*x^9*log(x + 5)^2 + 832359705*x^6*log(x + 5)^6 + 75196110330*x^7*log(
x + 5)^5 + 554836581063*x^8*log(x + 5)^4 + 1539319637392*x^9*log(x + 5)^3 + 2005271241598*x^10*log(x + 5)^2 +
49225460*x^7*log(x + 5)^6 + 8010898185*x^8*log(x + 5)^5 + 68533690201*x^9*log(x + 5)^4 + 214169677704*x^10*log
(x + 5)^3 + 312190018536*x^11*log(x + 5)^2 + 2007600*x^8*log(x + 5)^6 + 599679150*x^9*log(x + 5)^5 + 571199897
8*x^10*log(x + 5)^4 + 19285250572*x^11*log(x + 5)^3 + 29986754833*x^12*log(x + 5)^2 + 50740*x^9*log(x + 5)^6 +
30087270*x^10*log(x + 5)^5 + 311257650*x^11*log(x + 5)^4 + 1111235730*x^12*log(x + 5)^3 + 1804860740*x^13*log
(x + 5)^2 + 600*x^10*log(x + 5)^6 + 910800*x^11*log(x + 5)^5 + 10065200*x^12*log(x + 5)^4 + 37510300*x^13*log(
x + 5)^3 + 62913765*x^14*log(x + 5)^2 + 12600*x^12*log(x + 5)^5 + 147000*x^13*log(x + 5)^4 + 567000*x^14*log(x
+ 5)^3 + 975100*x^15*log(x + 5)^2 - 1387100124057600))/(35840*(x + 6)^13) - (log((x*log(x + 5))/2 + log(x + 5
)^2/4 + x^2/4)^5*(x + log(x + 5))*(x + 5)*(1368126325117440*x*log(x + 5)^3 - 3002490295603200*log(x + 5) - 130
89081434443776*x*log(x + 5) - 5418751869377280*x*log(x + 5)^2 - 20303277477477120*x^2*log(x + 5) - 12407071583
96928*x - 15351602822705664*x^3*log(x + 5) + 253962847061280*x*log(x + 5)^4 - 5808328965562464*x^4*log(x + 5)
- 35543781546336*x*log(x + 5)^5 - 422793767547360*x^5*log(x + 5) + 2060769820725*x*log(x + 5)^6 + 700775648397
909*x^6*log(x + 5) - 37504260900*x*log(x + 5)^7 + 418256233055820*x^7*log(x + 5) + 135190521193500*x^8*log(x +
5) + 29864761734112*x^9*log(x + 5) + 4798598553200*x^10*log(x + 5) + 570519926856*x^11*log(x + 5) + 499315959
65*x^12*log(x + 5) + 3138468424*x^13*log(x + 5) + 134425751*x^14*log(x + 5) + 3520240*x^15*log(x + 5) + 42591*
x^16*log(x + 5) - 2680462558771200*log(x + 5)^2 + 107165841350400*log(x + 5)^3 + 206849182377600*log(x + 5)^4
- 24136785842400*log(x + 5)^5 + 1178932482000*log(x + 5)^6 - 16028938125*log(x + 5)^7 - 8702297975605248*x^2 -
13798105934729472*x^3 - 11091911595852672*x^4 - 5216206828014432*x^5 - 1392332805945360*x^6 - 106563023448237
*x^7 + 73945409784408*x^8 + 36611970676272*x^9 + 9385054015882*x^10 + 1624634254952*x^11 + 201848504890*x^12 +
18181962945*x^13 + 1166078689*x^14 + 50687524*x^15 + 1342339*x^16 + 16384*x^17 - 2735880237377280*x^2*log(x +
5)^2 + 2123302725472320*x^2*log(x + 5)^3 + 1339182854726976*x^3*log(x + 5)^2 + 108844896137040*x^2*log(x + 5)
^4 + 1555368649418304*x^3*log(x + 5)^3 + 2390180307557616*x^4*log(x + 5)^2 - 20106889121025*x^2*log(x + 5)^5 +
14240676298905*x^3*log(x + 5)^4 + 703859643587961*x^4*log(x + 5)^3 + 1474278929788959*x^5*log(x + 5)^2 + 1393
260757560*x^2*log(x + 5)^6 - 5354087847948*x^3*log(x + 5)^5 - 2727444084120*x^4*log(x + 5)^4 + 224575752657060
*x^5*log(x + 5)^3 + 564274519731720*x^6*log(x + 5)^2 - 30658644450*x^2*log(x + 5)^7 + 475574410458*x^3*log(x +
5)^6 - 574308126504*x^4*log(x + 5)^5 - 958753027260*x^5*log(x + 5)^4 + 54400859995230*x^6*log(x + 5)^3 + 1527
24306290850*x^7*log(x + 5)^2 - 12441809096*x^3*log(x + 5)^7 + 86435476120*x^4*log(x + 5)^6 + 22030407336*x^5*l
og(x + 5)^5 - 54442312750*x^6*log(x + 5)^4 + 10274641583360*x^7*log(x + 5)^3 + 30712484740476*x^8*log(x + 5)^2
- 2793898179*x^4*log(x + 5)^7 + 7610035195*x^5*log(x + 5)^6 + 9628473841*x^6*log(x + 5)^5 + 9240042035*x^7*lo
g(x + 5)^4 + 1501148014758*x^8*log(x + 5)^3 + 4663166788798*x^9*log(x + 5)^2 - 352224720*x^5*log(x + 5)^7 + 16
4765580*x^6*log(x + 5)^6 + 496236720*x^7*log(x + 5)^5 + 1217640480*x^8*log(x + 5)^4 + 166398972292*x^9*log(x +
5)^3 + 533701140378*x^10*log(x + 5)^2 - 23669870*x^6*log(x + 5)^7 - 13493690*x^7*log(x + 5)^6 - 13376608*x^8*
log(x + 5)^5 + 43885380*x^9*log(x + 5)^4 + 13747624660*x^10*log(x + 5)^3 + 45424095080*x^11*log(x + 5)^2 - 778
920*x^7*log(x + 5)^7 - 349832*x^8*log(x + 5)^6 - 672784*x^9*log(x + 5)^5 + 1510390*x^10*log(x + 5)^4 + 8257054
40*x^11*log(x + 5)^3 + 2795350460*x^12*log(x + 5)^2 - 15516*x^8*log(x + 5)^7 - 3780*x^9*log(x + 5)^6 - 16044*x
^10*log(x + 5)^5 + 36120*x^11*log(x + 5)^4 + 34086465*x^12*log(x + 5)^3 + 117760755*x^13*log(x + 5)^2 - 144*x^
9*log(x + 5)^7 - 168*x^11*log(x + 5)^5 + 420*x^12*log(x + 5)^4 + 865704*x^13*log(x + 5)^3 + 3042942*x^14*log(x
+ 5)^2 + 10206*x^14*log(x + 5)^3 + 36414*x^15*log(x + 5)^2 + 823999185469440))/(107520*(x + 6)^15) + (47*log(
(x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^6*(x + log(x + 5))*(x + 5)*(75643186176*x + 95234227200*log(x + 5)
+ 340938533376*x*log(x + 5) + 32503089024*x*log(x + 5)^2 + 339733408896*x^2*log(x + 5) - 21364560000*x*log(x +
5)^3 + 173032142976*x^3*log(x + 5) + 4384168740*x*log(x + 5)^4 + 57476325060*x^4*log(x + 5) - 353436858*x*log
(x + 5)^5 + 14419598454*x^5*log(x + 5) + 9234234*x*log(x + 5)^6 + 2844007353*x^6*log(x + 5) + 418715382*x^7*lo
g(x + 5) + 43375371*x^8*log(x + 5) + 3112172*x^9*log(x + 5) + 153835*x^10*log(x + 5) + 4598*x^11*log(x + 5) +
63*x^12*log(x + 5) + 68251196160*log(x + 5)^2 - 25229232000*log(x + 5)^3 + 4036132800*log(x + 5)^4 - 273350700
*log(x + 5)^5 + 5902335*log(x + 5)^6 + 257087063808*x^2 + 274906389888*x^3 + 157493222208*x^4 + 58118953140*x^
5 + 15155163531*x^6 + 2912043267*x^7 + 414339465*x^8 + 42902323*x^9 + 3142877*x^10 + 155481*x^11 + 4660*x^12 +
64*x^13 - 11801728512*x^2*log(x + 5)^2 - 4138487640*x^2*log(x + 5)^3 - 9715771800*x^3*log(x + 5)^2 + 16323739
65*x^2*log(x + 5)^4 + 1079973540*x^3*log(x + 5)^3 - 1641146103*x^4*log(x + 5)^2 - 169204275*x^2*log(x + 5)^5 +
187496955*x^3*log(x + 5)^4 + 491431050*x^4*log(x + 5)^3 + 69776856*x^5*log(x + 5)^2 + 5298453*x^2*log(x + 5)^
6 - 36334962*x^3*log(x + 5)^5 - 24130905*x^4*log(x + 5)^4 + 47904060*x^5*log(x + 5)^3 + 37728459*x^6*log(x + 5
)^2 + 1453000*x^3*log(x + 5)^6 - 2863395*x^4*log(x + 5)^5 - 6934575*x^5*log(x + 5)^4 - 1795300*x^6*log(x + 5)^
3 + 1699848*x^7*log(x + 5)^2 + 196672*x^4*log(x + 5)^6 + 108402*x^5*log(x + 5)^5 - 324730*x^6*log(x + 5)^4 - 3
38100*x^7*log(x + 5)^3 - 96705*x^8*log(x + 5)^2 + 11316*x^5*log(x + 5)^6 + 21738*x^6*log(x + 5)^5 + 13430*x^7*
log(x + 5)^4 + 2810*x^8*log(x + 5)^3 + 172*x^9*log(x + 5)^2 + 120*x^6*log(x + 5)^6 + 216*x^7*log(x + 5)^5 + 12
0*x^8*log(x + 5)^4 + 20*x^9*log(x + 5)^3 + x^10*log(x + 5)^2 - 10883911680))/(80640*(x + 6)^13) + (log((x*log(
x + 5))/2 + log(x + 5)^2/4 + x^2/4)^3*(x + log(x + 5))*(x + 5)*(86395130426880000*x*log(x + 5) - 1576134623093
76000*log(x + 5) - 490580183414476800*x + 726032350058400000*x*log(x + 5)^2 + 1072537086382168320*x^2*log(x +
5) + 169262087617728000*x*log(x + 5)^3 + 1666343542071366144*x^3*log(x + 5) - 42976064124252000*x*log(x + 5)^4
+ 1165631244490914336*x^4*log(x + 5) - 4740170025276000*x*log(x + 5)^5 + 369404191648641312*x^5*log(x + 5) +
523970035115625*x*log(x + 5)^6 - 15723018801421911*x^6*log(x + 5) - 8950063950000*x*log(x + 5)^7 - 61719132093
544584*x^7*log(x + 5) - 25736364347282757*x^8*log(x + 5) - 5266389846133178*x^9*log(x + 5) - 348041121392938*x
^10*log(x + 5) + 114395477258524*x^11*log(x + 5) + 41009502165917*x^12*log(x + 5) + 6993570748444*x^13*log(x +
5) + 764074717026*x^14*log(x + 5) + 56076912740*x^15*log(x + 5) + 2698168280*x^16*log(x + 5) + 77425846*x^17*
log(x + 5) + 1009055*x^18*log(x + 5) + 165036154026240000*log(x + 5)^2 + 89853471318240000*log(x + 5)^3 - 1758
868156080000*log(x + 5)^4 - 4315423249116000*log(x + 5)^5 + 305160845850000*log(x + 5)^6 - 4381771190625*log(x
+ 5)^7 - 410468667159767040*x^2 + 239920858622774016*x^3 + 692787134773680768*x^4 + 560555013207559968*x^5 +
225781139838677040*x^6 + 34781931859829535*x^7 - 10126585636804404*x^8 - 7053306034918167*x^9 - 18124025192727
68*x^10 - 213367533695962*x^11 + 9384886955776*x^12 + 8447954252925*x^13 + 1667316211591*x^14 + 194053082849*x
^15 + 14763961738*x^16 + 727224276*x^17 + 21216435*x^18 + 279936*x^19 + 1069288030943596800*x^2*log(x + 5)^2 +
12459370941864000*x^2*log(x + 5)^3 + 637546532772421440*x^3*log(x + 5)^2 - 65104271900463600*x^2*log(x + 5)^4
- 154973811225723840*x^3*log(x + 5)^3 + 46185143101781040*x^4*log(x + 5)^2 - 517406625428805*x^2*log(x + 5)^5
- 40464300502813635*x^3*log(x + 5)^4 - 145420093436494275*x^4*log(x + 5)^3 - 156438982089963909*x^5*log(x + 5
)^2 + 369809109022500*x^2*log(x + 5)^6 + 1790786648125944*x^3*log(x + 5)^5 - 11125660554687420*x^4*log(x + 5)^
4 - 63229550437960704*x^5*log(x + 5)^3 - 102165598692699444*x^6*log(x + 5)^2 - 7101437180625*x^2*log(x + 5)^7
+ 141932062400625*x^3*log(x + 5)^6 + 1407132816326181*x^4*log(x + 5)^5 + 440272805116095*x^5*log(x + 5)^4 - 13
648208002686495*x^6*log(x + 5)^3 - 31483553697462825*x^7*log(x + 5)^2 - 2971535330750*x^3*log(x + 5)^7 + 33004
576012450*x^4*log(x + 5)^6 + 569208031650426*x^5*log(x + 5)^5 + 1519564468955540*x^6*log(x + 5)^4 - 9232750152
4930*x^7*log(x + 5)^3 - 4528241523895110*x^8*log(x + 5)^2 - 733087614975*x^4*log(x + 5)^7 + 4981506724663*x^5*
log(x + 5)^6 + 153450798543763*x^6*log(x + 5)^5 + 634545777319685*x^7*log(x + 5)^4 + 912475364395770*x^8*log(x
+ 5)^3 + 291412302291250*x^9*log(x + 5)^2 - 112027858364*x^5*log(x + 5)^7 + 533540572376*x^6*log(x + 5)^6 + 3
0153473696136*x^7*log(x + 5)^5 + 157622967132890*x^8*log(x + 5)^4 + 322370822293380*x^9*log(x + 5)^3 + 2992902
68717118*x^10*log(x + 5)^2 - 10961945295*x^6*log(x + 5)^7 + 45903680655*x^7*log(x + 5)^6 + 4468648433879*x^8*l
og(x + 5)^5 + 27173786674405*x^9*log(x + 5)^4 + 65167118775542*x^10*log(x + 5)^3 + 74967059121122*x^11*log(x +
5)^2 - 725255190*x^7*log(x + 5)^7 + 3297111090*x^8*log(x + 5)^6 + 501141513866*x^9*log(x + 5)^5 + 33911157200
20*x^10*log(x + 5)^4 + 8943930942240*x^11*log(x + 5)^3 + 11376135390410*x^12*log(x + 5)^2 - 34841420*x^8*log(x
+ 5)^7 + 176912540*x^9*log(x + 5)^6 + 41922404286*x^10*log(x + 5)^5 + 307658907290*x^11*log(x + 5)^4 + 865943
085245*x^12*log(x + 5)^3 + 1170011807055*x^13*log(x + 5)^2 - 1164160*x^9*log(x + 5)^7 + 6624128*x^10*log(x + 5
)^6 + 2541028028*x^11*log(x + 5)^5 + 19886986910*x^12*log(x + 5)^4 + 58730306460*x^13*log(x + 5)^3 + 826893567
50*x^14*log(x + 5)^2 - 24324*x^10*log(x + 5)^7 + 154196*x^11*log(x + 5)^6 + 105613816*x^12*log(x + 5)^5 + 8711
78000*x^13*log(x + 5)^4 + 2670819305*x^14*log(x + 5)^3 + 3876019567*x^15*log(x + 5)^2 - 240*x^11*log(x + 5)^7
+ 1680*x^12*log(x + 5)^6 + 2696400*x^13*log(x + 5)^5 + 23240700*x^14*log(x + 5)^4 + 73433346*x^15*log(x + 5)^3
+ 109096596*x^16*log(x + 5)^2 + 31920*x^14*log(x + 5)^5 + 285600*x^15*log(x + 5)^4 + 925260*x^16*log(x + 5)^3
+ 1400700*x^17*log(x + 5)^2 - 151644453046272000))/(215040*(x + 6)^15) - (log((x*log(x + 5))/2 + log(x + 5)^2
/4 + x^2/4)^4*(x + log(x + 5))*(x + 5)*(189052638888960*x - 117296823168000*log(x + 5) - 1155841943155200*x*lo
g(x + 5) - 880163692732800*x*log(x + 5)^2 - 2138813276826240*x^2*log(x + 5) + 120668629737600*x*log(x + 5)^3 -
1563990049093248*x^3*log(x + 5) + 31307767395660*x*log(x + 5)^4 - 467896967059284*x^4*log(x + 5) - 2229168498
750*x*log(x + 5)^5 + 42188093093394*x^5*log(x + 5) + 54741906450*x*log(x + 5)^6 + 88063801789887*x^6*log(x + 5
) + 36517066996992*x^7*log(x + 5) + 8895307016034*x^8*log(x + 5) + 1460165231464*x^9*log(x + 5) + 167135519690
*x^10*log(x + 5) + 13243229548*x^11*log(x + 5) + 695997614*x^12*log(x + 5) + 21901562*x^13*log(x + 5) + 313131
*x^14*log(x + 5) - 391796256096000*log(x + 5)^2 - 32904062352000*log(x + 5)^3 + 27084810715200*log(x + 5)^4 -
1708668958500*log(x + 5)^5 + 36256852125*log(x + 5)^6 - 517051637349120*x^2 - 1177605379638144*x^3 - 956333527
373376*x^4 - 383540103622404*x^5 - 60983764264143*x^6 + 13693575686841*x^7 + 10371727618332*x^8 + 296053440717
4*x^9 + 523905174044*x^10 + 62671438178*x^11 + 5113168037*x^12 + 274401183*x^13 + 8772070*x^14 + 126976*x^15 -
482355527834880*x^2*log(x + 5)^2 + 215215261322040*x^2*log(x + 5)^3 + 102509330539896*x^3*log(x + 5)^2 + 1376
5797938295*x^2*log(x + 5)^4 + 147127485691980*x^3*log(x + 5)^3 + 234198650842587*x^4*log(x + 5)^2 - 1128623242
005*x^2*log(x + 5)^5 + 2796452138025*x^3*log(x + 5)^4 + 58090525431750*x^4*log(x + 5)^3 + 128279948598396*x^5*
log(x + 5)^2 + 31667694120*x^2*log(x + 5)^6 - 280309811256*x^3*log(x + 5)^5 + 238948487700*x^4*log(x + 5)^4 +
15381869996760*x^5*log(x + 5)^3 + 40927018880376*x^6*log(x + 5)^2 + 9149418616*x^3*log(x + 5)^6 - 34704844596*
x^4*log(x + 5)^5 + 4993581420*x^5*log(x + 5)^4 + 2943206229710*x^6*log(x + 5)^3 + 8822351396322*x^7*log(x + 5)
^2 + 1407214527*x^4*log(x + 5)^6 - 1838945358*x^5*log(x + 5)^5 + 840662065*x^6*log(x + 5)^4 + 417341211380*x^7
*log(x + 5)^3 + 1348929539802*x^8*log(x + 5)^2 + 112280946*x^5*log(x + 5)^6 - 27978399*x^6*log(x + 5)^5 + 1957
70135*x^7*log(x + 5)^4 + 43313447750*x^8*log(x + 5)^3 + 147411795462*x^9*log(x + 5)^2 + 4377076*x^6*log(x + 5)
^6 - 1873764*x^7*log(x + 5)^5 + 9728940*x^8*log(x + 5)^4 + 3184257520*x^9*log(x + 5)^3 + 11297782976*x^10*log(
x + 5)^2 + 102672*x^7*log(x + 5)^6 - 71424*x^8*log(x + 5)^5 + 281480*x^9*log(x + 5)^4 + 157800850*x^10*log(x +
5)^3 + 578967966*x^11*log(x + 5)^2 + 1116*x^8*log(x + 5)^6 - 1116*x^9*log(x + 5)^5 + 3720*x^10*log(x + 5)^4 +
4735560*x^11*log(x + 5)^3 + 17860867*x^12*log(x + 5)^2 + 65100*x^12*log(x + 5)^3 + 251286*x^13*log(x + 5)^2 +
168319694131200))/(53760*(x + 6)^13) - (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)*(x + log(x + 5))*(x +
5)*(7848692623913840640*x*log(x + 5) - 197053493064192000*log(x + 5) - 455012387221524480*x + 2371723499325801
6000*x*log(x + 5)^2 + 35063393730808147200*x^2*log(x + 5) - 384013588658112000*x*log(x + 5)^3 + 34227049983729
477120*x^3*log(x + 5) - 5521384297075500000*x*log(x + 5)^4 - 1190368725760798560*x^4*log(x + 5) + 452843183312
100000*x*log(x + 5)^5 - 18240703541411878368*x^5*log(x + 5) + 45194464234828125*x*log(x + 5)^6 - 9912810456577
203651*x^6*log(x + 5) - 2235576457687500*x*log(x + 5)^7 - 944029752482546892*x^7*log(x + 5) + 1009180476354791
214*x^8*log(x + 5) + 433575383369906236*x^9*log(x + 5) + 49898546170588237*x^10*log(x + 5) - 12875291007534632
*x^11*log(x + 5) - 5508185709124307*x^12*log(x + 5) - 752776349880184*x^13*log(x + 5) + 7235990423913*x^14*log
(x + 5) + 19188343152368*x^15*log(x + 5) + 3410757572254*x^16*log(x + 5) + 326279731620*x^17*log(x + 5) + 1877
5881077*x^18*log(x + 5) + 615701052*x^19*log(x + 5) + 8915263*x^20*log(x + 5) + 3242568299685120000*log(x + 5)
^2 + 5148988289071200000*log(x + 5)^3 - 2011663315494000000*log(x + 5)^4 - 115351068149100000*log(x + 5)^5 + 4
2030666011250000*log(x + 5)^6 - 1267883438203125*log(x + 5)^7 + 4864936136124856320*x^2 + 16995627905414342400
*x^3 + 16989651316140808320*x^4 + 3633102712684082592*x^5 - 4258138979308882320*x^6 - 3110924887840629333*x^7
- 593216709750066960*x^8 + 171924376250405358*x^9 + 109321463229324454*x^10 + 18102789466208811*x^11 - 1637463
289904326*x^12 - 1195868397042955*x^13 - 197103470187401*x^14 - 5007430107942*x^15 + 3554029911343*x^16 + 7192
58463497*x^17 + 72253653015*x^18 + 4275215556*x^19 + 142845571*x^20 + 2097152*x^21 + 19213184529642297600*x^2*
log(x + 5)^2 - 17641897630030296000*x^2*log(x + 5)^3 - 16923496894285705920*x^3*log(x + 5)^2 - 301769977831875
0000*x^2*log(x + 5)^4 - 16608806268470700480*x^3*log(x + 5)^3 - 27132528287025317520*x^4*log(x + 5)^2 + 838725
462137784375*x^2*log(x + 5)^5 + 1391956873927790625*x^3*log(x + 5)^4 - 3235377424490168895*x^4*log(x + 5)^3 -
10634549868348309225*x^5*log(x + 5)^2 + 1767615147900000*x^2*log(x + 5)^6 + 499120496872483500*x^3*log(x + 5)^
5 + 2073894723766782000*x^4*log(x + 5)^4 + 2887132510321457580*x^5*log(x + 5)^3 + 956799357342675840*x^6*log(x
+ 5)^2 - 1542486948412500*x^2*log(x + 5)^7 - 19908445034362500*x^3*log(x + 5)^6 + 90572074147349550*x^4*log(x
+ 5)^5 + 814122132531460830*x^5*log(x + 5)^4 + 1942691909065989480*x^6*log(x + 5)^3 + 2074468444029359784*x^7
*log(x + 5)^2 - 494222538462500*x^3*log(x + 5)^7 - 13443270938142500*x^4*log(x + 5)^6 - 37999031318081988*x^5*
log(x + 5)^5 + 64356918403157030*x^6*log(x + 5)^4 + 405462627440002412*x^7*log(x + 5)^3 + 640260572267765064*x
^8*log(x + 5)^2 - 33598700317500*x^4*log(x + 5)^7 - 4188058415368100*x^5*log(x + 5)^6 - 26598202106364616*x^6*
log(x + 5)^5 - 57764614709036900*x^7*log(x + 5)^4 - 38586894356729285*x^8*log(x + 5)^3 + 28526017765345457*x^9
*log(x + 5)^2 + 33822762802600*x^5*log(x + 5)^7 - 575525806780120*x^6*log(x + 5)^6 - 6769510575781800*x^7*log(
x + 5)^5 - 24023038303736080*x^8*log(x + 5)^4 - 39778550854039340*x^9*log(x + 5)^3 - 33153370262762610*x^10*lo
g(x + 5)^2 + 15605739214310*x^6*log(x + 5)^7 + 52771635277802*x^7*log(x + 5)^6 - 624057517437130*x^8*log(x + 5
)^5 - 3910126859404150*x^9*log(x + 5)^4 - 8926862266543830*x^10*log(x + 5)^3 - 9990212945454070*x^11*log(x + 5
)^2 + 3782058074052*x^7*log(x + 5)^7 + 42959187417188*x^8*log(x + 5)^6 + 121947562849588*x^9*log(x + 5)^5 - 17
856656074180*x^10*log(x + 5)^4 - 606961072239760*x^11*log(x + 5)^3 - 1062000194019380*x^12*log(x + 5)^2 + 6200
85545525*x^8*log(x + 5)^7 + 10356479667331*x^9*log(x + 5)^6 + 53801737391325*x^10*log(x + 5)^5 + 1266709739355
55*x^11*log(x + 5)^4 + 147490800591239*x^12*log(x + 5)^3 + 77128874504913*x^13*log(x + 5)^2 + 73348298860*x^9*
log(x + 5)^7 + 1535483807200*x^10*log(x + 5)^6 + 9846711223804*x^11*log(x + 5)^5 + 29475760495300*x^12*log(x +
5)^4 + 47262252877980*x^13*log(x + 5)^3 + 41805374740864*x^14*log(x + 5)^2 + 6328225830*x^10*log(x + 5)^7 + 1
55090930050*x^11*log(x + 5)^6 + 1123257556820*x^12*log(x + 5)^5 + 3752503491520*x^13*log(x + 5)^4 + 6695899104
580*x^14*log(x + 5)^3 + 6609388218020*x^15*log(x + 5)^2 + 390918040*x^11*log(x + 5)^7 + 10794788312*x^12*log(x
+ 5)^6 + 85032349080*x^13*log(x + 5)^5 + 304220158550*x^14*log(x + 5)^4 + 576337878340*x^15*log(x + 5)^3 + 60
0772221420*x^16*log(x + 5)^2 + 16447572*x^12*log(x + 5)^7 + 499289868*x^13*log(x + 5)^6 + 4190277308*x^14*log(
x + 5)^5 + 15743980840*x^15*log(x + 5)^4 + 31058312285*x^16*log(x + 5)^3 + 33522431831*x^17*log(x + 5)^2 + 423
360*x^13*log(x + 5)^7 + 13887216*x^14*log(x + 5)^6 + 122571288*x^15*log(x + 5)^5 + 478214100*x^16*log(x + 5)^4
+ 972203652*x^17*log(x + 5)^3 + 1075952514*x^18*log(x + 5)^2 + 5040*x^14*log(x + 5)^7 + 176400*x^15*log(x + 5
)^6 + 1622880*x^16*log(x + 5)^5 + 6526800*x^17*log(x + 5)^4 + 13587210*x^18*log(x + 5)^3 + 15330042*x^19*log(x
+ 5)^2 - 328010840760729600))/(1290240*(x + 6)^15) + (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^7*(x + l
og(x + 5))*(x + 5)*(6075399499776*x + 6911283916800*log(x + 5) + 32910772137984*x*log(x + 5) + 1885955145984*x
*log(x + 5)^2 + 36596200681728*x^2*log(x + 5) - 3674935982592*x*log(x + 5)^3 + 20381391051264*x^3*log(x + 5) +
1292761360800*x*log(x + 5)^4 + 7745240531232*x^4*log(x + 5) - 183167980128*x*log(x + 5)^5 + 2465735657760*x^5
*log(x + 5) + 10792817217*x*log(x + 5)^6 + 667149331905*x^6*log(x + 5) - 196164072*x*log(x + 5)^7 + 1373983970
40*x^7*log(x + 5) + 20127105153*x^8*log(x + 5) + 2121739114*x^9*log(x + 5) + 170127715*x^10*log(x + 5) + 10363
576*x^11*log(x + 5) + 426002*x^12*log(x + 5) + 10794*x^13*log(x + 5) + 127*x^14*log(x + 5) + 7885394012160*log
(x + 5)^2 - 4414106430720*log(x + 5)^3 + 1089755856000*log(x + 5)^4 - 124647919200*log(x + 5)^5 + 5949553680*l
og(x + 5)^6 - 71210745*log(x + 5)^7 + 24217791879168*x^2 + 29833935655680*x^3 + 19784395898496*x^4 + 865628459
1648*x^5 + 2780008308144*x^6 + 687080674503*x^7 + 131299472340*x^8 + 19146823443*x^9 + 2105957476*x^10 + 17313
7833*x^11 + 10389500*x^12 + 428340*x^13 + 10867*x^14 + 128*x^15 - 4338271768320*x^2*log(x + 5)^2 - 16316046432
0*x^2*log(x + 5)^3 - 2531964899520*x^3*log(x + 5)^2 + 484555977360*x^2*log(x + 5)^4 + 690611987520*x^3*log(x +
5)^3 - 302378060880*x^4*log(x + 5)^2 - 98737458813*x^2*log(x + 5)^5 + 15436980405*x^3*log(x + 5)^4 + 24443077
1445*x^4*log(x + 5)^3 + 99701146755*x^5*log(x + 5)^2 + 7235660124*x^2*log(x + 5)^6 - 22598019360*x^3*log(x + 5
)^5 - 32751586980*x^4*log(x + 5)^4 + 20944670040*x^5*log(x + 5)^3 + 30025538676*x^6*log(x + 5)^2 - 166849335*x
^2*log(x + 5)^7 + 2335517415*x^3*log(x + 5)^6 - 964334889*x^4*log(x + 5)^5 - 7694162595*x^5*log(x + 5)^4 - 346
3497009*x^6*log(x + 5)^3 + 1806515865*x^7*log(x + 5)^2 - 67161890*x^3*log(x + 5)^7 + 364676830*x^4*log(x + 5)^
6 + 486500070*x^5*log(x + 5)^5 - 422195200*x^6*log(x + 5)^4 - 670693870*x^7*log(x + 5)^3 - 168974610*x^8*log(x
+ 5)^2 - 14329680*x^4*log(x + 5)^7 + 17864560*x^5*log(x + 5)^6 + 77477162*x^6*log(x + 5)^5 + 44319310*x^7*log
(x + 5)^4 - 13588505*x^8*log(x + 5)^3 - 14730835*x^9*log(x + 5)^2 - 1597040*x^5*log(x + 5)^7 - 1749328*x^6*log
(x + 5)^6 + 2222052*x^7*log(x + 5)^5 + 4008830*x^8*log(x + 5)^4 + 1933120*x^9*log(x + 5)^3 + 334950*x^10*log(x
+ 5)^2 - 78372*x^6*log(x + 5)^7 - 191436*x^7*log(x + 5)^6 - 164080*x^8*log(x + 5)^5 - 57680*x^9*log(x + 5)^4
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9926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^1
1 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) - 211941907097/18432) - log(x + 5)^7*(((4896183573
5022729*x)/3584 + (115709213330307201*x^2)/7168 + (84333084703754541*x^3)/7168 + (23835170975287117*x^4)/4032
+ (349786053381824341*x^5)/161280 + (1383031383138703*x^6)/2304 + (1029240907619437*x^7)/8064 + (3388879738247
981*x^8)/161280 + (10787277239093*x^9)/4032 + (84083638265843*x^10)/322560 + (1225246328479*x^11)/64512 + (319
56383441*x^12)/32256 + (130234523*x^13)/3840 + (1086541*x^14)/1792 - (9*x^16)/64 + 6889897265659497/1280)/(117
5462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 50438868480*x^6 +
10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*
x^14 + x^15 + 470184984576) - 15097/1280) - log(x + 5)^6*(((1252373643881065161*x)/256 + (5842712991644531793*
x^2)/1024 + (1054969211007554697*x^3)/256 + (4221220170415007163*x^4)/2048 + (69685963133701199057*x^5)/92160
+ (9684104391082843643*x^6)/46080 + (2076006884274046361*x^7)/46080 + (86490975629960543*x^8)/11520 + (2239546
1752156633*x^9)/23040 + (2231326078893317*x^10)/23040 + (67014003468203*x^11)/9216 + (36440875526477*x^12)/921
60 + (1324867256779*x^13)/92160 + (722603887*x^14)/2560 - (288601*x^16)/2560 - (357*x^17)/256 + 12531234325615
07661/640)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 504
38868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 +
3780*x^13 + 90*x^14 + x^15 + 470184984576) - 47962673/11520) + ((log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4
)*(127462500*x + 14062500*log(x + 5) - 44218750*x*log(x + 5) + 9921875*x*log(x + 5)^2 + 22484375*x^2*log(x + 5
) + 143750*x^3*log(x + 5) - 2318750*x^4*log(x + 5) + 369250*x^5*log(x + 5) + 57400*x^6*log(x + 5) - 17470*x^7*
log(x + 5) + 314*x^8*log(x + 5) + 212*x^9*log(x + 5) - 15*x^10*log(x + 5) - 16015625*log(x + 5)^2 - 41703125*x
^2 + 5332500*x^3 + 2234500*x^4 - 1235460*x^5 + 135402*x^6 + 35636*x^7 - 8844*x^8 + 96*x^9 + 115*x^10 - 8*x^11
- 218750*x^2*log(x + 5)^2 - 1006250*x^3*log(x + 5)^2 + 175000*x^4*log(x + 5)^2 + 24500*x^5*log(x + 5)^2 - 8050
*x^6*log(x + 5)^2 + 170*x^7*log(x + 5)^2 + 97*x^8*log(x + 5)^2 - 7*x^9*log(x + 5)^2 - 162000000))/(28*(x + 6)^
3) - (3*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^5*(22750*x*log(x + 5) - 22500*log(x + 5) - 13860*x + 21
25*x*log(x + 5)^2 + 6625*x^2*log(x + 5) - 1910*x^3*log(x + 5) - 404*x^4*log(x + 5) + 40*x^5*log(x + 5) + 7*x^6
*log(x + 5) + 10625*log(x + 5)^2 + 5501*x^2 + 3748*x^3 - 882*x^4 - 228*x^5 + 21*x^6 + 4*x^7 - 900*x^2*log(x +
5)^2 - 160*x^3*log(x + 5)^2 + 19*x^4*log(x + 5)^2 + 3*x^5*log(x + 5)^2 + 86400))/(7*(x + 6)^3) + (3*log((x*log
(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^3*(1168750*x*log(x + 5) - 562500*log(x + 5) - 1858500*x - 96875*x*log(x +
5)^2 - 171875*x^2*log(x + 5) - 131250*x^3*log(x + 5) + 25125*x^4*log(x + 5) + 4530*x^5*log(x + 5) - 969*x^6*l
og(x + 5) - 46*x^7*log(x + 5) + 11*x^8*log(x + 5) + 453125*log(x + 5)^2 + 384425*x^2 + 37160*x^3 - 69933*x^4 +
9986*x^5 + 2591*x^6 - 492*x^7 - 27*x^8 + 6*x^9 - 53125*x^2*log(x + 5)^2 + 11875*x^3*log(x + 5)^2 + 1875*x^4*l
og(x + 5)^2 - 445*x^5*log(x + 5)^2 - 19*x^6*log(x + 5)^2 + 5*x^7*log(x + 5)^2 + 4320000))/(14*(x + 6)^3) + ((x
+ log(x + 5))*(x + 5)*(109375*x - 65625*x^2 + 21875*x^3 - 4375*x^4 + 525*x^5 - 35*x^6 + x^7 - 78125))/(2*(x +
6)) - (6*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^4*(x + log(x + 5))*(x + 5)*(75*x - 15*x^2 + x^3 - 125
))/(7*(x + 6)) + (2*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^7*(x + log(x + 5))*(x + 5)*(x + 25*log(x +
5) + 12*x*log(x + 5) + x^2*log(x + 5) + 19*x^2 + 2*x^3 - 180))/(7*(x + 6)^3) - (9*log((x*log(x + 5))/2 + log(x
+ 5)^2/4 + x^2/4)^2*(x + log(x + 5))*(x + 5)*(3125*x - 1250*x^2 + 250*x^3 - 25*x^4 + x^5 - 3125))/(7*(x + 6))
+ (20*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^6*(x + log(x + 5))*(x - 5)*(x + 5))/(7*(x + 6)))/log((x*
log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^7 - (6*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^2*(x - 5)^6 - 12
*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^4*(x - 5)^4 + 8*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)
^6*(x - 5)^2 - (x - 5)^8 - (3*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^3*(x + log(x + 5))*(x - 5)^5*(x +
5))/(x + 6) + (6*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^5*(x + log(x + 5))*(x - 5)^3*(x + 5))/(x + 6)
+ (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)*(x + log(x + 5))*(x - 5)^7*(x + 5))/(2*(x + 6)) - (4*log((x
*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^7*(x + log(x + 5))*(x - 5)*(x + 5))/(x + 6))/log((x*log(x + 5))/2 + l
og(x + 5)^2/4 + x^2/4)^8 - log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^5*(((1041850867916467751265919472053
*x)/72177979268947571712000000 + (42467898791402324388534944917*x^2)/3007415802872815488000000 + (137341765385
9576725923773*x^3)/224084231917056000000 + (392543179544727442608523*x^4)/268901078300467200000 + (27639248044
512859919*x^5)/136615901184000000 + (33325881006857*x^6)/2084593218750 + (78080807*x^7)/121500000 + (144*x^8)/
15625 + 37583717383942363828526943090171053/19354962218731642203757056000000)/(28298170368*x + 28298170368*x^2
+ 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^
9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((99624403990028583*x)/26950 + (11847629094635562
3*x^2)/26950 + (15850247209826607*x^3)/4900 + (6456221395526853*x^4)/3920 + (963838081224999*x^5)/1568 + (6810
35287715523*x^6)/3920 + (296866861530129*x^7)/7840 + (50305486106493*x^8)/7840 + (39765569133281*x^9)/47040 +
(15150009397463*x^10)/176400 + (2849363188467*x^11)/431200 + (120539729179*x^12)/323400 + (40781646361*x^13)/2
802800 + (590551*x^14)/1680 + (416*x^15)/105 + 253998177473855349/175175)/(28298170368*x + 28298170368*x^2 + 1
7293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 +
61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((898466909184*x)/5 + (1946678303232*x^2)/5 + (194667
8303232*x^3)/5 + (1189636740864*x^4)/5 + 99136395072*x^5 + (148704592608*x^6)/5 + (33045465024*x^7)/5 + (55075
77504*x^8)/5 + (688447188*x^9)/5 + 12749022*x^10 + (4249674*x^11)/5 + (193167*x^12)/5 + (21463*x^13)/20 + (165
1*x^14)/120)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*
x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((20
60509643759258558726291*x)/33064421662863360000 - (330623031230547356027401*x^2)/1377684235952640000 - (311634
197208044331259*x^3)/1129172244480000 - (151079655835580730749*x^4)/1355006693376000 - (1100584866112598057*x^
5)/55761592320000 - (10709470675661*x^6)/13613670000 + (2419729459*x^7)/9720000 + (42003817*x^8)/1080000 + (22
87*x^9)/1152 + (2*x^10)/81 + 221141961361731926443891939/52464052617391134720000)/(28298170368*x + 28298170368
*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 92664
0*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((257610644272264501615695667147*x)/144355958
537895143424000000 + (4717746773059955916820059223*x^2)/6014831605745630976000000 + (83784383624596596455567*x
^3)/448168463834112000000 + (4455646287234724613*x^4)/172096690112299008 + (35925584143373*x^5)/17486835351552
+ (5613623*x^6)/66706983 + (5*x^7)/3888 + 66060807265943024326025832103114067/3870992443746328440751411200000
0)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 8006
1696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + log(x + 5)^4*(
((337021651637273*x)/31046400 + (3974955814037*x^2)/1293600 - (393456376697*x^3)/1411200 - (543879161479*x^4)/
1693440 - (39895798003*x^5)/627200 - (116563973*x^6)/29400 + (629683*x^7)/3600 + (3689*x^8)/150 + x^9/4 + 2478
34459203301/22422400)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 4
80370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 1306069401
6) - ((8549670447*x)/112 + (1367662887*x^2)/112 - (1917715563*x^3)/224 - (1769618307*x^4)/448 - (479520549*x^5
)/896 + (464217*x^6)/56 + (1060573*x^7)/144 + (8905*x^8)/24 - (59*x^9)/6 - x^10/12 + 4767246657/56)/(282981703
68*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10
007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((751578616843*x^4)/1600300
80 - (3673792797293*x^2)/7640325 - (306711012161*x^3)/4167450 - (13837587446064293*x)/11735539200 + (209020363
19*x^5)/6585600 + (21490159*x^6)/51450 + (75767*x^7)/3600 + (6*x^8)/25 - 117555388790150413/110183673600)/(282
98170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^
7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((820823154630299*x)/
11735539200 + (8798261836033*x^2)/244490400 + (2634620014937*x^3)/266716800 + (98740342853*x^4)/64012032 + (70
354013*x^5)/526848 + (11477*x^6)/2058 + (5*x^7)/72 + 6205885690128499/110183673600)/(28298170368*x + 282981703
68*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926
640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016)) + ((2779206847488*x)/5 + (6282828716544*x^2)
/5 + (6587578243584*x^3)/5 + (4245839140608*x^4)/5 + 375829616448*x^5 + (604095519456*x^6)/5 + (145452086208*x
^7)/5 + (26643865248*x^8)/5 + (3730791636*x^9)/5 + 79467102*x^10 + (31678218*x^11)/5 + (1833039*x^12)/5 + (291
031*x^13)/20 + (42547*x^14)/120 + 4*x^15)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4
+ 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12
+ x^13 + 13060694016) - ((340374006773402911*x)/95622912000 + (39921603631127279*x^2)/3984288000 + (269177275
4693381*x^3)/395136000 + (476534891456611*x^4)/474163200 - (771096955611737*x^5)/1580544000 - (5133272835389*x
^6)/24696000 - (22957417391*x^7)/864000 - (29638949*x^8)/288000 + (120811*x^9)/512 + (29867*x^10)/2160 - (19*x
^11)/960 + 2787886409705302551/897792896000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x
^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x
^12 + x^13 + 13060694016) - ((967579748352*x)/5 + (2096422788096*x^2)/5 + (2096422788096*x^3)/5 + (12811472593
92*x^4)/5 + 106762271616*x^5 + (160143407424*x^6)/5 + (35587423872*x^7)/5 + (5931237312*x^8)/5 + (741404664*x^
9)/5 + 13729716*x^10 + (4576572*x^11)/5 + (208026*x^12)/5 + (11557*x^13)/10 + (889*x^14)/60)/(28298170368*x +
28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*
x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + log(x + 5)^2*(((109493929606745906
40733*x)/375732064350720000 + (213489156130340461447*x^2)/15655502681280000 + (484713994260476423*x^3)/1411465
30560000 + (674000597711237*x^4)/1355006693376 + (50348733173*x^5)/1239146496 + (251176*x^6)/151263 + (5*x^7)/
216 + 15505299211306220501990477/596182416106717440000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7
205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*
x^11 + 78*x^12 + x^13 + 13060694016) + ((289731456121*x^4)/94080 - (13219282734423*x^2)/215600 - (127750378453
9*x^3)/78400 - (69802222620329*x)/1724800 + (675387858861*x^5)/313600 + (6673794513*x^6)/19600 + (5866209*x^7)
/800 - (6350551*x^8)/2400 - (52099*x^9)/320 + (1549*x^10)/720 + (3*x^11)/160 + 40691927565711/862400)/(2829817
0368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 +
10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((2304570327172671221*x^3
)/70573265280000 - (29842177043931351851*x^2)/7827751340640000 - (1125353249628612975457*x)/5870813505480000 +
(1084521305424625603*x^4)/84687918336000 + (878962195014431*x^5)/387233280000 + (19589270963*x^6)/94539375 +
(2397887*x^7)/270000 + (72*x^8)/625 - 1306737668708228245001209/4657675125833730000)/(28298170368*x + 28298170
368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 92
6640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((48402979531865099167*x)/397600068096000
- (17155758699962771381*x^2)/16566669504000 - (87525510513692917*x^3)/149361408000 - (110789379578000479*x^4)/
896168448000 - (689014108608841*x^5)/110638080000 + (22861293241*x^6)/13505625 + (79057213*x^7)/270000 + (7859
9*x^8)/5000 + (3*x^9)/16 + 16546062836837784434287/9705859440076800)/(28298170368*x + 28298170368*x^2 + 172933
26336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776
*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((69798941649*x)/280 + (95992763121*x^2)/280 + (3698612217
9*x^3)/560 - (15804235935*x^4)/448 - (74290757661*x^5)/4480 - (1140473391*x^6)/560 + (2755373*x^7)/32 + (10612
93*x^8)/32 + (231989*x^9)/192 - (5247*x^10)/80 + (19*x^11)/480 - 34439949441/140)/(28298170368*x + 28298170368
*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 92664
0*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((392509428507674327*x)/86060620800 + (349227
23083426823*x^2)/3585859200 + (1322909573585837*x^3)/355622400 + (91652617055611*x^4)/426746880 - (26781206032
793*x^5)/158054400 - (3204679153*x^6)/77175 - (34498453*x^7)/10800 + (12493*x^8)/600 + (167*x^9)/16 + x^10/9 -
7252653866221317233/808013606400)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 21616
65792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13
+ 13060694016) + 3/80) + ((7942455500171355970783*x^3)/2371261713408000000 - (1457871765550074559778724313*x^
2)/31824505850505984000000 - (71407394723027195059835170477*x)/763788140412143616000000 + (2493235405984615161
1961*x^4)/2845514056089600000 + (116227009524176605991*x^5)/39033114624000000 + (1160027583417617*x^6)/2382392
250000 + (10217866211*x^7)/243000000 + (1746959*x^8)/1000000 + (3*x^9)/128 - 540016411109626278858523748911289
/15754955001002557756416000000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 21616657
92*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 +
13060694016) + log(x + 5)^6*(((119675441*x)/2240 + (17997911*x^2)/560 + (102252133*x^3)/10080 + (13557197*x^4)
/7560 + (289439*x^5)/1680 + (1073*x^6)/140 + x^7/12 + 40330131/1120)/(28298170368*x + 28298170368*x^2 + 172933
26336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776
*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((2801039861*x)/2240 + (400459487*x^2)/560 + (1993167649*x
^3)/10080 + (36991075*x^4)/1512 + (10904*x^5)/105 - (114367*x^6)/420 - (2471*x^7)/120 - x^8/5 + 951499131/1120
)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061
696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016)) + (3*((509668767
83427622513*x)/83243160 + (2110953861122888854*x^2)/3468465 + (699506750174662153*x^3)/1891890 + (869295915599
319707*x^4)/5675670 + (288099361746796883*x^5)/6306300 + (31829136826083007*x^6)/3153150 + (63300642803016889*
x^7)/37837800 + (238443081604691*x^8)/1146600 + (10734407286761*x^9)/560560 + (12010555612511*x^10)/9459450 +
(7963961261819*x^11)/138738600 + (1320259306909*x^12)/832431600 + (1313299956049*x^13)/64929664800 + 341844431
3774875993/12024012))/(80*(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5
+ 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 130606
94016)) + log(x + 5)*(((1353250044466699*x^3)/296352000 - (16561890010703759*x^2)/2988216000 - (10005202399097
64731*x)/71717184000 + (1195250667042149*x^4)/355622400 + (294715259445739*x^5)/395136000 + (195664115233*x^6)
/6174000 - (2528379323*x^7)/216000 - (122005697*x^8)/72000 - (20155*x^9)/384 + (251*x^10)/135 + (3*x^11)/160 +
117685318544643233/51795744000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665
792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 +
13060694016) + (3*((62512544690983*x)/330 + (10371666390628*x^2)/55 + (1720890743753*x^3)/15 + (856647031819*
x^4)/18 + (284302790357*x^5)/20 + (15726432764*x^6)/5 + (54807544619*x^7)/105 + (2274002951*x^8)/35 + (8387034
3*x^9)/14 + (41761708*x^10)/105 + (6931783*x^11)/385 + (1150613*x^12)/2310 + (1145993*x^13)/180180 + 627998799
59313/715))/(80*(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 4803701
76*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016)) +
((663089564097749*x)/10348800 + (5423490858251*x^2)/431200 - (17262692288501*x^3)/470400 - (11826800585839*x^4
)/564480 - (2156437738817*x^5)/627200 + (5074296917*x^6)/19600 + (682051571*x^7)/4800 + (20979829*x^8)/1600 -
(136649*x^9)/1920 - (7709*x^10)/180 + (19*x^11)/480 - 355230858431661/22422400)/(28298170368*x + 28298170368*x
^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*
x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((720396687266793*x)/3850 + (776878935886953*x^
2)/3850 + (93708039107457*x^3)/700 + (34244303596011*x^4)/560 + (113930580664737*x^5)/5600 + (2031165020439*x^
6)/400 + (337686804201*x^7)/350 + (196289334783*x^8)/1400 + (17382491881*x^9)/1120 + (32492269067*x^10)/25200
+ (3601125901*x^11)/46200 + (85486537*x^12)/26400 + (397782233*x^13)/4804800 + (1651*x^14)/1680 + 200757294511
1739/25025)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x
^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((999
3217002497473*x^3)/448084224000 - (101495131730777241343*x^2)/49700008512000 - (3595295480022121294147*x)/1192
800204288000 + (189843373931729831*x^4)/537701068800 + (7813082779424449*x^5)/66382848000 + (495347165429*x^6)
/32413500 + (17185967*x^7)/40500 - (1462391*x^8)/18000 - (613*x^9)/96 - (2*x^10)/27 + 38717169362318184803809/
145587891601152000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480
370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016)
+ ((53747285906951758558783751*x)/5207646411900979200000 + (1012437634690622148132959*x^2)/216985267162540800
000 + (202667358131231964221*x^3)/177844628505600000 + (54943522017823675*x^4)/341461686730752 + (134452927132
1*x^5)/104088305664 + (1675126*x^6)/3176523 + (5*x^7)/648 + 1027461356636370963148314213547/107420147734108348
339200000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^
6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((3721
902689391966502683131*x)/2603823205950489600000 + (4111466661220814805066989*x^2)/108492633581270400000 + (205
0956672079878131111*x^3)/88922314252800000 + (685315863193283479537*x^4)/106706777103360000 + (158879544628633
783*x^5)/162637977600000 + (811794146071*x^6)/9926634375 + (13637947*x^7)/4050000 + (144*x^8)/3125 - 274646721
0157077694918336581233/53710073867054174169600000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 720555
2640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11
+ 78*x^12 + x^13 + 13060694016) + ((251476402148899087*x^5)/46467993600000 - (558642055840373093178833*x^2)/11
48070196627200000 - (150802546617983349587*x^3)/940976870400000 - (12964718711326989541*x^4)/1129172244480000
- (13049687929421366771669717*x)/27553684719052800000 + (8595727845113*x^6)/5672362500 + (327102889*x^7)/20250
00 + (368771*x^8)/50000 + (3*x^9)/32 + 4202957140896490324513641467/43720043847825945600000)/(28298170368*x +
28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*
x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((69112839168*x)/5 + (149744484864
*x^2)/5 + (149744484864*x^3)/5 + (91510518528*x^4)/5 + 7625876544*x^5 + (11438814816*x^6)/5 + (2541958848*x^7)
/5 + (423659808*x^8)/5 + (52957476*x^9)/5 + 980694*x^10 + (326898*x^11)/5 + (14859*x^12)/5 + (1651*x^13)/20 +
(127*x^14)/120)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 4803701
76*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + 9
893/1680) + ((31909711180373927*x)/15840 + (1469430344283929*x^2)/660 + (1089614695315273*x^3)/720 + (30534906
39167671*x^4)/4320 + (230372175578197*x^5)/960 + (3664414352767*x^6)/60 + (59659099321771*x^7)/5040 + (5899314
39515*x^8)/336 + (222133042017*x^9)/1120 + (21163340579*x^10)/1260 + (3822026011*x^11)/3696 + (4851488773*x^12
)/110880 + (9849692137*x^13)/8648640 + (1651*x^14)/120 + 1935125095533407/2288)/(28298170368*x + 28298170368*x
^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*
x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((23327477469901576272577*x)/9513504000 + (1048
909974562229116783*x^2)/396396000 + (759924486654844371407*x^3)/432432000 + (416374741767156055981*x^4)/518918
400 + (21947463321491951189*x^5)/82368000 + (341641419542928107*x^6)/5148000 + (38120406534354068591*x^7)/3027
024000 + (167832487704642949*x^8)/91728000 + (27249145031785669*x^9)/134534400 + (12726120533688643*x^10)/7567
56000 + (3756930547192099*x^11)/3699696000 + (103978907817321*x^12)/2466464000 + (621612793088743*x^13)/577152
576000 + (21463*x^14)/1680 + 7248437644148180611949/6870864000)/(28298170368*x + 28298170368*x^2 + 17293326336
*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10
+ 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((158156378261596614169*x)/397600068096000 + (29827331792245863
637*x^2)/16566669504000 + (42948927441674449*x^3)/29872281600 + (328275174914033471*x^4)/896168448000 - (19637
54168269591*x^5)/110638080000 - (22650379612951*x^6)/864360000 - (21636978467*x^7)/4320000 - (1526215339*x^8)/
4320000 - (4529*x^9)/23040 + (5393*x^10)/6480 + (3*x^11)/320 + 1468275474152744416097/3733022861568000)/(28298
170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7
+ 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + log(x + 5)^5*(((4480472
7189*x)/2800 + (19364729949*x^2)/2800 + (1345822169*x^3)/1400 - (537346111*x^4)/3360 - (751642753*x^5)/11200 -
(28852169*x^6)/4200 - (9379*x^7)/200 + (1627*x^8)/75 + x^9/5 + 18329803659/1400)/(28298170368*x + 28298170368
*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 92664
0*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((6072259281527*x)/4233600 + (30914723057*x^2
)/44100 + (165917339311*x^3)/1058400 + (3488643623*x^4)/317520 - (70245003*x^5)/39200 - (946839*x^6)/2450 - (1
3627*x^7)/600 - (6*x^8)/25 + 3462753113299/3057600)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 72055
52640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11
+ 78*x^12 + x^13 + 13060694016) + ((294873731759*x)/4233600 + (422423801*x^2)/11025 + (11828098957*x^3)/10584
00 + (233969327*x^4)/127008 + (2615161*x^5)/15680 + (3499*x^6)/490 + x^7/12 + 159270402043/3057600)/(282981703
68*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10
007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016)) + log(x + 5)^3*(((8726747595
94155439*x)/215151552000 - (1243404133470929*x^2)/8964648000 - (735541219365131*x^3)/889056000 - (298722143693
101*x^4)/1066867200 - (14040480605537*x^5)/395136000 - (274525483*x^6)/771750 + (8444723*x^7)/27000 + (16931*x
^8)/750 + x^9/4 + 12025556080802908199/2020034016000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 720
5552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^
11 + 78*x^12 + x^13 + 13060694016) + ((2709298638*x)/35 - (3670798554*x^2)/35 - (2432108913*x^3)/35 - (3311113
13*x^4)/28 + (291691833*x^5)/224 + (213589889*x^6)/336 + (40940297*x^7)/720 - (290267*x^8)/240 - (12565*x^9)/4
8 + (1243*x^10)/720 + x^11/80 + 8324334036/35)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640
*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78
*x^12 + x^13 + 13060694016) + ((838650320615*x^2)/77616 - (34637270616691*x)/1862784 + (790181625379*x^3)/8467
2 + (1104395642113*x^4)/508032 + (37361174639*x^5)/564480 - (206235191*x^6)/4410 - (7022603*x^7)/1080 - (821*x
^8)/5 + (139*x^9)/12 + x^10/9 - 53833141621943/1345344)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7
205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*
x^11 + 78*x^12 + x^13 + 13060694016) + ((1081536110127546457*x)/20331821664000 + (43997861543062151*x^2)/16943
18472000 + (1141699037037149*x^3)/168031584000 + (8203744027195*x^4)/8065516032 + (1884220001*x^5)/22127616 +
(75722*x^6)/21609 + (5*x^7)/108 + 112534675365147011741/2481611788656000)/(28298170368*x + 28298170368*x^2 + 1
7293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 +
61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((39327553005271*x^3)/16803158400 - (3252162921444166
7*x^2)/169431847200 - (5281126248733629757*x)/8132728665600 + (1388942058935257*x^4)/100818950400 + (455815079
6167*x^5)/1382976000 + (930220028*x^6)/2701125 + (424627*x^7)/27000 + (24*x^8)/125 - 27541587552178602857/3970
5788618496)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x
^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016)) + (989
3*((62512544690983*x)/660 + (5185833195314*x^2)/55 + (1720890743753*x^3)/30 + (856647031819*x^4)/36 + (2843027
90357*x^5)/40 + (7863216382*x^6)/5 + (54807544619*x^7)/210 + (2274002951*x^8)/70 + (83870343*x^9)/28 + (208808
54*x^10)/105 + (6931783*x^11)/770 + (1150613*x^12)/4620 + (1145993*x^13)/360360 + 62799879959313/1430))/(1680*
(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 8006169
6*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016)) + (log(x + 5)^7*((
3471567*x)/112 + (11908833*x^2)/560 + (1794779*x^3)/240 + (20303*x^4)/14 + (63313*x^5)/420 + (993*x^6)/140 + x
^7/14 + 1967445/112))/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 4
80370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 1306069401
6) + 178781/1680) + ((log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^3*(2070360000*log(x + 5) - 11665166400*x
+ 7111476000*x*log(x + 5) - 5571639000*x*log(x + 5)^2 - 4675347000*x^2*log(x + 5) - 1125862500*x*log(x + 5)^3
- 5787485940*x^3*log(x + 5) + 160184375*x*log(x + 5)^4 - 411359146*x^4*log(x + 5) + 708259376*x^5*log(x + 5) +
152923143*x^6*log(x + 5) - 19846532*x^7*log(x + 5) - 8669529*x^8*log(x + 5) - 421360*x^9*log(x + 5) + 123413*
x^10*log(x + 5) + 17368*x^11*log(x + 5) + 671*x^12*log(x + 5) + 2788830000*log(x + 5)^2 - 2095875000*log(x + 5
)^3 + 117796875*log(x + 5)^4 + 1515821040*x^2 - 758320920*x^3 - 2020111725*x^4 - 274336531*x^5 + 220985340*x^6
+ 57600097*x^7 - 4736658*x^8 - 2812745*x^9 - 173044*x^10 + 35643*x^11 + 5447*x^12 + 216*x^13 - 4751695350*x^2
*log(x + 5)^2 + 475418750*x^2*log(x + 5)^3 + 207242160*x^3*log(x + 5)^2 + 58234375*x^2*log(x + 5)^4 + 37835125
0*x^3*log(x + 5)^3 + 804702911*x^4*log(x + 5)^2 - 221875*x^3*log(x + 5)^4 + 37198250*x^4*log(x + 5)^3 + 131819
011*x^5*log(x + 5)^2 - 4120625*x^4*log(x + 5)^4 - 18600770*x^5*log(x + 5)^3 - 29671939*x^6*log(x + 5)^2 - 7135
95*x^5*log(x + 5)^4 - 4496214*x^6*log(x + 5)^3 - 9641963*x^7*log(x + 5)^2 + 19961*x^6*log(x + 5)^4 - 39826*x^7
*log(x + 5)^3 - 308103*x^8*log(x + 5)^2 + 17147*x^7*log(x + 5)^4 + 86270*x^8*log(x + 5)^3 + 156893*x^9*log(x +
5)^2 + 1766*x^8*log(x + 5)^4 + 10022*x^9*log(x + 5)^3 + 20177*x^10*log(x + 5)^2 + 60*x^9*log(x + 5)^4 + 360*x
^10*log(x + 5)^3 + 755*x^11*log(x + 5)^2 - 17915904000))/(560*(x + 6)^7) - (log((x*log(x + 5))/2 + log(x + 5)^
2/4 + x^2/4)*(738630900000*x*log(x + 5) - 333153000000*log(x + 5) - 628765416000*x - 226811475000*x*log(x + 5)
^2 - 43262775000*x^2*log(x + 5) + 16662187500*x*log(x + 5)^3 - 161498662500*x^3*log(x + 5) + 9338984375*x*log(
x + 5)^4 + 58037027750*x^4*log(x + 5) + 24714740660*x^5*log(x + 5) - 7472806803*x^6*log(x + 5) - 2321284194*x^
7*log(x + 5) + 353172742*x^8*log(x + 5) + 116368902*x^9*log(x + 5) - 5423796*x^10*log(x + 5) - 2880994*x^11*lo
g(x + 5) - 55020*x^12*log(x + 5) + 27854*x^13*log(x + 5) + 1695*x^14*log(x + 5) + 398985750000*log(x + 5)^2 -
116184375000*log(x + 5)^3 + 13590234375*log(x + 5)^4 + 428328874800*x^2 + 113020020360*x^3 - 70769672193*x^4 +
4245533549*x^5 + 8616652917*x^6 - 1471927618*x^7 - 724326536*x^8 + 79598696*x^9 + 34795108*x^10 - 1129798*x^1
1 - 846911*x^12 - 20629*x^13 + 8127*x^14 + 512*x^15 - 88981818750*x^2*log(x + 5)^2 + 58650218750*x^2*log(x + 5
)^3 + 100535280000*x^3*log(x + 5)^2 - 634437500*x^2*log(x + 5)^4 + 4879393750*x^3*log(x + 5)^3 + 21435220625*x
^4*log(x + 5)^2 - 1410662500*x^3*log(x + 5)^4 - 7084675000*x^4*log(x + 5)^3 - 11615840165*x^5*log(x + 5)^2 - 1
15937500*x^4*log(x + 5)^4 - 1048883500*x^5*log(x + 5)^3 - 2521793578*x^6*log(x + 5)^2 + 76223000*x^5*log(x + 5
)^4 + 343943600*x^6*log(x + 5)^3 + 540990518*x^7*log(x + 5)^2 + 11329150*x^6*log(x + 5)^4 + 68453080*x^7*log(x
+ 5)^3 + 138596348*x^8*log(x + 5)^2 - 1586030*x^7*log(x + 5)^4 - 6353396*x^8*log(x + 5)^3 - 9065972*x^9*log(x
+ 5)^2 - 361403*x^8*log(x + 5)^4 - 1904096*x^9*log(x + 5)^3 - 3576776*x^10*log(x + 5)^2 + 2609*x^9*log(x + 5)
^4 - 8302*x^10*log(x + 5)^3 - 45302*x^11*log(x + 5)^2 + 3982*x^10*log(x + 5)^4 + 19570*x^11*log(x + 5)^3 + 353
15*x^12*log(x + 5)^2 + 210*x^11*log(x + 5)^4 + 1092*x^12*log(x + 5)^3 + 2065*x^13*log(x + 5)^2 - 806215680000)
)/(3360*(x + 6)^7) + ((x + log(x + 5))*(x + 5)*(225787500*x + 345937500*log(x + 5) - 383343750*x*log(x + 5) +
22468750*x*log(x + 5)^2 + 21471875*x^2*log(x + 5) + 57837500*x^3*log(x + 5) - 9213750*x^4*log(x + 5) - 2842700
*x^5*log(x + 5) + 578620*x^6*log(x + 5) + 54204*x^7*log(x + 5) - 13198*x^8*log(x + 5) - 358*x^9*log(x + 5) + 1
05*x^10*log(x + 5) - 107578125*log(x + 5)^2 - 341510625*x^2 + 14867125*x^3 + 43637225*x^4 - 5836199*x^5 - 2040
901*x^6 + 358447*x^7 + 38867*x^8 - 8105*x^9 - 262*x^10 + 64*x^11 + 17893750*x^2*log(x + 5)^2 - 4200000*x^3*log
(x + 5)^2 - 910000*x^4*log(x + 5)^2 + 240800*x^5*log(x + 5)^2 + 17010*x^6*log(x + 5)^2 - 5336*x^7*log(x + 5)^2
- 107*x^8*log(x + 5)^2 + 42*x^9*log(x + 5)^2 + 481950000))/(336*(x + 6)^5) + (log((x*log(x + 5))/2 + log(x +
5)^2/4 + x^2/4)^7*(x + log(x + 5))*(x + 5)*(40176*x + 226800*log(x + 5) + 318384*x*log(x + 5) + 12429*x*log(x
+ 5)^2 + 148941*x^2*log(x + 5) - 752*x*log(x + 5)^3 + 33084*x^3*log(x + 5) + 3958*x^4*log(x + 5) + 258*x^5*log
(x + 5) + 7*x^6*log(x + 5) + 29160*log(x + 5)^2 - 1545*log(x + 5)^3 + 238680*x^2 + 132807*x^3 + 32734*x^4 + 42
40*x^5 + 287*x^6 + 8*x^7 + 1218*x^2*log(x + 5)^2 - 99*x^2*log(x + 5)^3 - 21*x^3*log(x + 5)^2 - 2*x^3*log(x + 5
)^3 - 233280))/(420*(x + 6)^7) - (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^5*(x + log(x + 5))*(x + 5)*(5
3958960*x + 11502000*log(x + 5) - 4326480*x*log(x + 5) - 4892175*x*log(x + 5)^2 - 12035295*x^2*log(x + 5) + 78
100*x*log(x + 5)^3 - 4686552*x^3*log(x + 5) - 360815*x^4*log(x + 5) + 144576*x^5*log(x + 5) + 36975*x^6*log(x
+ 5) + 3352*x^7*log(x + 5) + 111*x^8*log(x + 5) - 4131000*log(x + 5)^2 - 88125*log(x + 5)^3 + 12304440*x^2 - 6
448029*x^3 - 3593966*x^4 - 482711*x^5 + 44587*x^6 + 18592*x^7 + 1855*x^8 + 64*x^9 - 1391730*x^2*log(x + 5)^2 +
80250*x^2*log(x + 5)^3 + 106386*x^3*log(x + 5)^2 + 23424*x^3*log(x + 5)^3 + 114768*x^4*log(x + 5)^2 + 3169*x^
4*log(x + 5)^3 + 21387*x^5*log(x + 5)^2 + 216*x^5*log(x + 5)^3 + 1734*x^6*log(x + 5)^2 + 6*x^6*log(x + 5)^3 +
54*x^7*log(x + 5)^2 + 50155200))/(280*(x + 6)^7) - (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^4*(x + log(
x + 5))*(x + 5)*(2647620*x + 2524500*log(x + 5) + 420750*x*log(x + 5) - 165550*x*log(x + 5)^2 - 474815*x^2*log
(x + 5) - 110088*x^3*log(x + 5) + 9240*x^4*log(x + 5) + 3718*x^5*log(x + 5) + 231*x^6*log(x + 5) - 210375*log(
x + 5)^2 + 850365*x^2 - 300049*x^3 - 97539*x^4 + 3385*x^5 + 2618*x^6 + 176*x^7 - 21780*x^2*log(x + 5)^2 + 5016
*x^3*log(x + 5)^2 + 1199*x^4*log(x + 5)^2 + 66*x^5*log(x + 5)^2 - 1263600))/(140*(x + 6)^5) + (19*log((x*log(x
+ 5))/2 + log(x + 5)^2/4 + x^2/4)^6*(x + log(x + 5))*(x + 5)*(2700*log(x + 5) - 324*x + 2466*x*log(x + 5) + 3
4*x*log(x + 5)^2 + 683*x^2*log(x + 5) + 74*x^3*log(x + 5) + 3*x^4*log(x + 5) + 135*log(x + 5)^2 + 2115*x^2 + 7
45*x^3 + 92*x^4 + 4*x^5 + x^2*log(x + 5)^2 - 6480))/(210*(x + 6)^5) + (3*log((x*log(x + 5))/2 + log(x + 5)^2/4
+ x^2/4)^2*(x + log(x + 5))*(x + 5)*(8718300*x + 9787500*log(x + 5) - 4668750*x*log(x + 5) - 443750*x*log(x +
5)^2 - 2303125*x^2*log(x + 5) + 632750*x^3*log(x + 5) + 164325*x^4*log(x + 5) - 26802*x^5*log(x + 5) - 4867*x
^6*log(x + 5) + 354*x^7*log(x + 5) + 55*x^8*log(x + 5) - 1940625*log(x + 5)^2 + 1789515*x^2 - 1671311*x^3 + 19
4326*x^4 + 110690*x^5 - 13097*x^6 - 3203*x^7 + 200*x^8 + 36*x^9 + 266875*x^2*log(x + 5)^2 + 45000*x^3*log(x +
5)^2 - 11475*x^4*log(x + 5)^2 - 1574*x^5*log(x + 5)^2 + 153*x^6*log(x + 5)^2 + 20*x^7*log(x + 5)^2 - 40338000)
)/(280*(x + 6)^5))/log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^5 + log((x*log(x + 5))/2 + log(x + 5)^2/4 +
x^2/4)^3*(((72228761915833956069*x)/440 + (9978322952148585489*x^2)/55 + (2466381471240836331*x^3)/20 + (23038
94752102076679*x^4)/40 + (1564366746644615277*x^5)/80 + (24883595186824647*x^6)/5 + (19291497888560391*x^7)/20
+ (572284592753445*x^8)/4 + (646464871878813*x^9)/40 + (6843424468959*x^10)/5 + (3707696272293*x^11)/44 + (15
68788105833*x^12)/440 + (81667132443*x^13)/880 + (11211291*x^14)/10 + 3032462922344661897/44)/(28298170368*x +
28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712
*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + log(x + 5)^5*(((6880584019721413*
x)/465696000 + (165196990856497*x^2)/19404000 + (56942920773593*x^3)/21168000 + (12915017205451*x^4)/25401600
+ (554532253207*x^5)/9408000 + (76677638*x^6)/18375 + (3223841*x^7)/18000 + (9333*x^8)/2000 + (9*x^9)/160 + 36
30254024698481/336336000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5
+ 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 130606
94016) + ((10255922583777*x)/2800 + (5140098291177*x^2)/2800 + (594684639827*x^3)/1400 + (57030063817*x^4)/168
0 - (18886645247*x^5)/5600 - (1927857873*x^6)/2800 - (887599*x^7)/150 + (291911*x^8)/75 + (5099*x^9)/30 + (257
*x^10)/60 + x^11/20 + 3961081655487/1400)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4
+ 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12
+ x^13 + 13060694016) - ((149434556854712053*x)/465696000 + (3335528059274857*x^2)/19404000 + (10004312060048
33*x^3)/21168000 + (171805138368091*x^4)/25401600 + (3686034231847*x^5)/9408000 - (219243127*x^6)/18375 - (517
8983*x^7)/2250 - (134107*x^8)/2000 - (27*x^9)/32 + 81705860150095361/336336000)/(28298170368*x + 28298170368*x
^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*
x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016)) + ((73213620637667328*x)/5 + (158629511381612544
*x^2)/5 + (158629511381612544*x^3)/5 + (96940256955429888*x^4)/5 + 8078354746285824*x^5 + (12117532119428736*x
^6)/5 + (2692784915428608*x^7)/5 + (448797485904768*x^8)/5 + (56099685738096*x^9)/5 + 1038883069224*x^10 + (34
6294356408*x^11)/5 + (15740652564*x^12)/5 + (437240349*x^13)/5 + (11211291*x^14)/10)/(28298170368*x + 28298170
368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 92
6640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + log(x + 5)^4*(((41385702076092417209*x)/25
81818624000 + (949048845710181101*x^2)/107575776000 + (28737535362593039*x^3)/10668672000 + (6398086372354969*
x^4)/12802406400 + (91966901732351*x^5)/1580544000 + (26384678093*x^6)/6174000 + (42500867*x^7)/216000 + (4385
7*x^8)/8000 + (9*x^9)/128 + 300094812584562096769/24240408192000)/(28298170368*x + 28298170368*x^2 + 172933263
36*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^
10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((13750314219189*x)/560 + (5605663244589*x^2)/560 + (18231422
23431*x^3)/1120 + (4003769997*x^4)/56 + (16590849123*x^5)/560 + (29179019057*x^6)/1680 + (542347469*x^7)/160 +
(12460597*x^8)/40 + (265871*x^9)/16 + (52189*x^10)/72 + (79*x^11)/4 + x^12/4 + 6138017557659/280)/(2829817036
8*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 100
07712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((787662889059171547049*x)/2
581818624000 + (15995150813922148061*x^2)/107575776000 + (390370236410414879*x^3)/10668672000 + (5644913298939
6649*x^4)/12802406400 + (203190922319471*x^5)/1580544000 - (157876126747*x^6)/6174000 - (562638343*x^7)/216000
- (634303*x^8)/8000 - (135*x^9)/128 + 6131069585919998861809/24240408192000)/(28298170368*x + 28298170368*x^2
+ 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^
9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((48729616767698917*x)/15523200 + (54771373061278
*x^2)/40425 + (176739894641087*x^3)/705600 + (7036246552129*x^4)/846720 - (967854327067*x^5)/313600 - (2681556
821*x^6)/19600 + (18521927*x^7)/300 + (1200967*x^8)/150 + (4405*x^9)/12 + (359*x^10)/36 + x^11/8 + 30883363388
338529/11211200)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370
176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) +
5/4) + ((212585419158202321231*x)/30 + (41565881040247049668*x^2)/5 + (90498109397010636139*x^3)/15 + (2726352
30631393985173*x^4)/90 + (22293612217305860431*x^5)/20 + (1552682307900327604*x^6)/5 + (1000444248155179399*x^
7)/15 + 11134808327334263*x^8 + (14449762367284959*x^9)/10 + (2168558471391884*x^10)/15 + 10951515747653*x^11
+ (18240782651507*x^12)/30 + (4204328468771*x^13)/180 + (2775728501*x^14)/5 + 6153966*x^15 + 28168090442275419
93)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 800
61696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((20071244700
24714449019*x)/26950 + (2987313754299664786299*x^2)/26950 + (502463624527048972131*x^3)/4900 + (25902708610240
1940993*x^4)/3920 + (49379712162010651899*x^5)/1568 + (45077776253966535399*x^6)/3920 + (25772908041524390877*
x^7)/7840 + (365088528414974079*x^8)/490 + (98996633612596184*x^9)/735 + (428303569554413083*x^10)/22050 + (14
37533032237084679*x^11)/646800 + (1547132789005847573*x^12)/7761600 + (638990007640704281*x^13)/46569600 + (16
8041586739*x^14)/240 + (2620940647*x^15)/105 + (2797966093*x^16)/5040 + (203008*x^17)/35 + 3153225531621474559
89/13475)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6
+ 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + (5*((84
237895008902418229474778705437*x)/1126031349102660000 + (13947319045468232038372677533797*x^2)/187671891517110
000 + (9237852523316669925720151454633*x^3)/204732972564120000 + (4589319218943541731566454585277*x^4)/2456795
67076944000 + (1520087708815409893817403897323*x^5)/272977296752160000 + (41960529985767417532080466723*x^6)/3
4122162094020000 + (83402259994350524303878975021*x^7)/409465945128240000 + (313987032927997839020003399*x^8)/
12408058943280000 + (14127518637480912843182789*x^9)/6066162150048000 + (15798474587786816224439039*x^10)/1023
66486282060000 + (10470048861757347127839131*x^11)/1501375132136880000 + (1734800226374003685498541*x^12)/9008
250792821280000 + (1724756774558305331690401*x^13)/702643561840059840000 + 28267689591319768205253172538369/81
3244863240810000))/(4*(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 4
80370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 1306069401
6)) - ((137561098760280574172901*x)/629200 + (9322042584270702122271*x^2)/39325 + (2261785654465384973283*x^3)
/14300 + (103750095186161174007*x^4)/1430 + (34611024409525071513*x^5)/1430 + (17319028455991342629*x^6)/2860
+ (13205516864871684897*x^7)/11440 + (175203622253413953*x^8)/1040 + (428587413998177367*x^9)/22880 + (2233814
8292546787*x^10)/14300 + (59609835331032429*x^11)/629200 + (4970864584845513*x^12)/1258400 + (3316113276675471
*x^13)/32718400 + (6036849*x^14)/5 + 382868424949097947562793/4089800)/(28298170368*x + 28298170368*x^2 + 1729
3326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 617
76*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((137561098760280574172901*x)/677600 + (9322042584270702
122271*x^2)/42350 + (2261785654465384973283*x^3)/15400 + (103750095186161174007*x^4)/1540 + (34611024409525071
513*x^5)/1540 + (17319028455991342629*x^6)/3080 + (13205516864871684897*x^7)/12320 + (175203622253413953*x^8)/
1120 + (428587413998177367*x^9)/24640 + (22338148292546787*x^10)/15400 + (59609835331032429*x^11)/677600 + (49
70864584845513*x^12)/1355200 + (3316113276675471*x^13)/35235200 + (11211291*x^14)/10 + 38286842494909794756279
3/4404400)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^
6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((3784
826444666681348119317611*x)/648648000 + (198898218255426611864979809*x^2)/27027000 + (170265633866883109568587
621*x^3)/29484000 + (111650014764753162478538507*x^4)/35380800 + (50056634294855607240870157*x^5)/39312000 + (
68874215243086772730569*x^6)/175500 + (38901426647489184477420383*x^7)/412776000 + (2452081329015138619703687*
x^8)/137592000 + (651278693627294689783*x^9)/244608 + (6464801564839574891357*x^10)/20638800 + (86914374370482
65891903*x^11)/302702400 + (3651307558785183660823*x^12)/1816214400 + (14724727972490270749243*x^13)/141664723
200 + (1047841743169*x^14)/280 + (35209208359*x^15)/420 + (4436292757*x^16)/5040 + 101584449489617742423419220
7/468468000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*
x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((91
787941117863040011979*x)/15840 + (4831645008229839101173*x^2)/660 + (4141952164242237696101*x^3)/720 + (135963
38285790411132827*x^4)/4320 + (1220343305663502111809*x^5)/960 + (23526360476907695939*x^6)/60 + (474883955791
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0000 + (420827804895786922039111923764357*x^7)/409465945128240000 + (1852396412475850414859828938303*x^8)/1240
8058943280000 + (100229912958420133262985926797*x^9)/6066162150048000 + (140399171442399405671942229547*x^10)/
102366486282060000 + (124315519672849288907697239863*x^11)/1501375132136880000 + (3095901582002083428261024254
3*x^12)/9008250792821280000 + (61680400911943675359491373323*x^13)/702643561840059840000 + (20820969*x^14)/20
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7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 280
8*x^11 + 78*x^12 + x^13 + 13060694016) - ((4957705357593311232*x)/5 + (11147434461915687936*x^2)/5 + (11620797
235789787136*x^3)/5 + (7443471425225052672*x^4)/5 + 654476596881883776*x^5 + (1044391632974673984*x^6)/5 + (24
9497234453218752*x^7)/5 + (45313630602432192*x^8)/5 + (6285996857564424*x^9)/5 + 132527909309796*x^10 + (52236
249817752*x^11)/5 + (2985002268066*x^12)/5 + (233680934487*x^13)/10 + (11210855383*x^14)/20 + (24852555*x^15)/
4)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 8006
1696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((101325780380
6682511579971631*x)/135907200 + (24577835350241849250336467*x^2)/2831400 + (19324681308987092381153773*x^3)/30
88800 + (723176329048911277237349*x^4)/231660 + (235209631819022082058393*x^5)/205920 + (651982727274530300971
81*x^6)/205920 + (167296030364644235674603*x^7)/2471040 + (168623152105493168581*x^8)/14976 + (266581610552780
873671*x^9)/183040 + (448873889602022867617*x^10)/3088800 + (497650142171805142213*x^11)/45302400 + (165514928
865927572483*x^12)/271814400 + (495432833812006799183*x^13)/21201523200 + (22204802347*x^14)/40 + 6153966*x^15
+ 293307884714337294150466787/98155200)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 +
2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12
+ x^13 + 13060694016) + ((4146816148864171426421068321*x^3)/17926738553364480000000 - (14913193218258797061623
36274083501*x^2)/2646525906528077629440000000 - (214310821202460061010875172290394609*x)/635166217566738631065
60000000 + (2697348495117549641556639431*x^4)/21512086264037376000000 + (850229905740302519995729*x^5)/3278781
6284160000000 + (23328699876694026967*x^6)/8004837960000000 + (21716758051573*x^7)/116640000000 + (1028882829*
x^8)/160000000 + (405*x^9)/4096 - 76796906026707871067501516594500196051209/1703236675248384513930620928000000
0)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 8006
1696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((300081626609
90925392106866667*x)/141081740800 + (4051704250429532862119577171*x^2)/17635217600 + (979371748575381599155899
009*x^3)/6412806400 + (895158988804447145546836389*x^4)/12825612800 + (2975276133993599786259810387*x^5)/12825
6128000 + (46355649730999438328279181*x^6)/8016008000 + (35218071424680634759761489*x^7)/32064032000 + (465584
566386912788373993*x^8)/2914912000 + (226978203371140238347683*x^9)/12825612800 + (11788667312855619757299*x^1
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31981118264308058447*x^13)/18340626304000 + (11211291*x^14)/10 + 83841211920512929683122876871/917031315200)/(
28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696
*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((2094206706435422
3949*x)/110 + (11572492891249247076*x^2)/55 + (715104686927816451*x^3)/5 + (667993152976341759*x^4)/10 + (4535
73790447255317*x^5)/20 + (28859080808388348*x^6)/5 + (5593392878931711*x^7)/5 + 165928668904845*x^8 + (1874365
60485573*x^9)/10 + (7936752638556*x^10)/5 + (1075012528653*x^11)/11 + (454855722993*x^12)/110 + (307822268439*
x^13)/2860 + (6501222*x^14)/5 + 11430052553452956381/143)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 +
7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 280
8*x^11 + 78*x^12 + x^13 + 13060694016) + (111421*((13046512950520145950027807*x)/2222037417600 + (162033075404
5911551468471*x^2)/277754677200 + (214673035136772278344571*x^3)/60601020480 + (2666595519768321730344649*x^4)
/1818030614400 + (2650086753768944846635781*x^5)/6060102048000 + (36581599132545227030003*x^6)/378756378000 +
(72720829003195375862861*x^7)/4545076536000 + (273811097062943901079*x^8)/137729592000 + (12321473324032037173
*x^9)/67334467200 + (13780610393792908423*x^10)/1136269134000 + (9133930752272083267*x^11)/16665280632000 + (1
513607874005317637*x^12)/99991683792000 + (1505032556532461657*x^13)/7799351335776000 + 1313204985967702307040
2393/4814414404800))/(240*(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5
+ 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 130606
94016)) + log(x + 5)^3*(((5554060130304*x)/5 + (12033796948992*x^2)/5 + (12033796948992*x^3)/5 + (735398702438
4*x^4)/5 + 612832252032*x^5 + (919248378048*x^6)/5 + (204277417344*x^7)/5 + (34046236224*x^8)/5 + (4255779528*
x^9)/5 + 78810732*x^10 + (26270244*x^11)/5 + (1194102*x^12)/5 + (66339*x^13)/10 + (1701*x^14)/20)/(28298170368
*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 1000
7712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((213897055551390060911*x)/10
7575776000 + (3448738661015732879*x^2)/4482324000 + (58631830911130781*x^3)/444528000 + (5570279994756811*x^4)
/533433600 + (443724349532407*x^5)/197568000 + (1348595375627*x^6)/1543500 + (2103579797*x^7)/13500 + (6209498
3*x^8)/4500 + (5287*x^9)/8 + (512*x^10)/27 + x^11/4 + 1954191440212887752551/1010017008000)/(28298170368*x + 2
8298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x
^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((48001405673718810684677*x)/357840
0612864000 + (1068660168086837229089*x^2)/149100025536000 + (2887436221518917473*x^3)/1344252672000 + (3202086
160575982051*x^4)/8065516032000 + (15596326413372343*x^5)/331914240000 + (2331843133937*x^6)/648270000 + (5709
09029*x^7)/3240000 + (208053*x^8)/40000 + (9*x^9)/128 + 940109964743197917603317/87352734960691200)/(282981703
68*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10
007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((1139646758499063*x)/77 +
(6182913870692091*x^2)/385 + (748675304605911*x^3)/70 + (1369527955629773*x^4)/280 + (1821558730789113*x^5)/11
20 + (340766286617497*x^6)/840 + (4857881748674*x^7)/63 + (4713006330829*x^8)/420 + (2089999703501*x^9)/1680 +
(8688092081*x^10)/84 + (9630856817*x^11)/1540 + (4804064767*x^12)/18480 + (2396322169*x^13)/360360 + (3159*x^
14)/40 + 31562233270476642/5005)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665
792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 +
13060694016) + (5*((62512544690983*x)/165 + (20743332781256*x^2)/55 + (3441781487506*x^3)/15 + (856647031819*
x^4)/9 + (284302790357*x^5)/10 + (31452865528*x^6)/5 + (109615089238*x^7)/105 + (4548005902*x^8)/35 + (8387034
3*x^9)/7 + (83523416*x^10)/105 + (13863566*x^11)/385 + (1150613*x^12)/1155 + (1145993*x^13)/90090 + 1255997599
18626/715))/(4*(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 48037017
6*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016)) - (
(55528619040493673*x)/2910600 + (4632074168714723*x^2)/485100 + (110643825538807*x^3)/33075 + (703706888221919
*x^4)/635040 + (228125233711009*x^5)/705600 + (2991258310417*x^6)/44100 + (101997036811*x^7)/10800 + (15798516
77*x^8)/1800 + (2745419*x^9)/48 + (143809*x^10)/54 + 76*x^11 + x^12 + 35524124349985501/2102100)/(28298170368*
x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007
712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) - ((762313410225384306583061*x)/
3578400612864000 + (2814173252965676445373*x^2)/29820005107200 + (27266829997829965297*x^3)/1344252672000 + (1
4401180918768849171*x^4)/8065516032000 - (26215606732737497*x^5)/331914240000 - (19601256152623*x^6)/648270000
- (7747482991*x^7)/3240000 - (3026587*x^8)/40000 - (135*x^9)/128 + 83732434908398342161439257/436763674803456
000)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80
061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + 111421/240)
+ ((5004072114358818816*x)/5 + (11251797109783872768*x^2)/5 + (11729711448791376768*x^3)/5 + (7513317352433483
136*x^4)/5 + 660625814964443328*x^5 + (1054218121037473392*x^6)/5 + (251848304283551976*x^7)/5 + (457413482490
92496*x^8)/5 + (6345440342553312*x^9)/5 + 133783719972903*x^10 + (105464712129777*x^11)/10 + (6026847936291*x^
12)/10 + (471824594787*x^13)/20 + (45273011441*x^14)/80 + (200732175*x^15)/32)/(28298170368*x + 28298170368*x^
2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x
^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + ((118894534783202304*x)/5 + (300770819070239232*
x^2)/5 + (357839603655985152*x^3)/5 + (265865418644085504*x^4)/5 + 27620962458628032*x^5 + (53196238879007328*
x^6)/5 + (15720070145798304*x^7)/5 + (3635827492755744*x^8)/5 + (665162019733068*x^9)/5 + 19314204245622*x^10
+ (11088124937604*x^11)/5 + (996047328627*x^12)/5 + (274423785493*x^13)/20 + (84036398911*x^14)/120 + (5992232
35*x^15)/24 + (4998019*x^16)/9 + (17408*x^17)/3)/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 72055526
40*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 +
78*x^12 + x^13 + 13060694016) - ((4959508644350926848*x)/5 + (11151341583223855104*x^2)/5 + (11624704357097954
304*x^3)/5 + (7445859110468932608*x^4)/5 + 654675570652207104*x^5 + (1044690093630158976*x^6)/5 + (24956355904
3326528*x^7)/5 + (45324684700783488*x^8)/5 + (6287378619858336*x^9)/5 + 132553497500424*x^10 + (52244779214628
*x^11)/5 + (2985389967924*x^12)/5 + (116851236684*x^13)/5 + (5605703831*x^14)/10 + (24852555*x^15)/4)/(2829817
0368*x + 28298170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 +
10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016) + (3564623*((62512544690983
*x)/660 + (5185833195314*x^2)/55 + (1720890743753*x^3)/30 + (856647031819*x^4)/36 + (284302790357*x^5)/40 + (7
863216382*x^6)/5 + (54807544619*x^7)/210 + (2274002951*x^8)/70 + (83870343*x^9)/28 + (20880854*x^10)/105 + (69
31783*x^11)/770 + (1150613*x^12)/4620 + (1145993*x^13)/360360 + 62799879959313/1430))/(8*(28298170368*x + 2829
8170368*x^2 + 17293326336*x^3 + 7205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8
+ 926640*x^9 + 61776*x^10 + 2808*x^11 + 78*x^12 + x^13 + 13060694016)) + (log(x + 5)^7*((666594375*x)/112 + (2
29118685*x^2)/56 + (31215640*x^3)/21 + (522112621*x^4)/1680 + (21167949*x^5)/560 + (309139*x^6)/120 + (39439*x
^7)/420 + (291*x^8)/140 + (3*x^9)/140 + 389858625/112))/(28298170368*x + 28298170368*x^2 + 17293326336*x^3 + 7
205552640*x^4 + 2161665792*x^5 + 480370176*x^6 + 80061696*x^7 + 10007712*x^8 + 926640*x^9 + 61776*x^10 + 2808*
x^11 + 78*x^12 + x^13 + 13060694016) + 2844768613/1680) + ((4695118911000000*x*log(x + 5)^3 - 1955513923200000
*log(x + 5) - 6267006313920000*x*log(x + 5) - 2716482672720000*x*log(x + 5)^2 - 5964099290640000*x^2*log(x + 5
) - 4351715918668800*x + 4975867135972800*x^3*log(x + 5) + 799373868187500*x*log(x + 5)^4 + 8669385950468220*x
^4*log(x + 5) - 239686150781250*x*log(x + 5)^5 + 2795502266350110*x^5*log(x + 5) + 3423986953125*x*log(x + 5)^
6 - 829987524455895*x^6*log(x + 5) - 665281580320995*x^7*log(x + 5) - 79770219239444*x^8*log(x + 5) + 34956150
249516*x^9*log(x + 5) + 11464275495737*x^10*log(x + 5) + 371016783590*x^11*log(x + 5) - 351055651512*x^12*log(
x + 5) - 61692680966*x^13*log(x + 5) - 961649393*x^14*log(x + 5) + 869353317*x^15*log(x + 5) + 117511664*x^16*
log(x + 5) + 6601620*x^17*log(x + 5) + 144495*x^18*log(x + 5) - 1768409949600000*log(x + 5)^2 - 30292137000000
0*log(x + 5)^3 + 1034922723750000*log(x + 5)^4 - 105563882812500*log(x + 5)^5 - 1923015234375*log(x + 5)^6 - 5
893594580286720*x^2 - 3928543496507520*x^3 + 1028475597049200*x^4 + 2706405032854620*x^5 + 1026619818052905*x^
6 - 135841595125260*x^7 - 173676924778390*x^8 - 28361092488799*x^9 + 6828658244793*x^10 + 2842687620486*x^11 +
169964767070*x^12 - 71649307876*x^13 - 14593904283*x^14 - 437736026*x^15 + 174189376*x^16 + 25498439*x^17 + 1
473601*x^18 + 32768*x^19 + 7590560451012000*x^2*log(x + 5)^2 + 5275787529375000*x^2*log(x + 5)^3 + 10353695850
343800*x^3*log(x + 5)^2 - 680053213265625*x^2*log(x + 5)^4 + 146124130162500*x^3*log(x + 5)^3 + 23634453944312
55*x^4*log(x + 5)^2 - 141071196796875*x^2*log(x + 5)^5 - 821826709031250*x^3*log(x + 5)^4 - 1757523891108750*x
^4*log(x + 5)^3 - 1773660357350775*x^5*log(x + 5)^2 + 6165113656250*x^2*log(x + 5)^6 - 4099825921875*x^3*log(x
+ 5)^5 - 203346885243750*x^4*log(x + 5)^4 - 688342587778850*x^5*log(x + 5)^3 - 986903398811670*x^6*log(x + 5)
^2 + 3242168256250*x^3*log(x + 5)^6 + 24064041881250*x^4*log(x + 5)^5 + 53551382483275*x^5*log(x + 5)^4 + 2443
4679762030*x^6*log(x + 5)^3 - 59726218016490*x^7*log(x + 5)^2 + 618209187500*x^4*log(x + 5)^6 + 8588570092500*
x^5*log(x + 5)^5 + 36063161507780*x^6*log(x + 5)^4 + 70082938635090*x^7*log(x + 5)^3 + 70114406280233*x^8*log(
x + 5)^2 - 65223674500*x^5*log(x + 5)^6 + 480694729500*x^6*log(x + 5)^5 + 4836006916180*x^7*log(x + 5)^4 + 137
48988959120*x^8*log(x + 5)^3 + 18080240411791*x^9*log(x + 5)^2 - 53049176950*x^6*log(x + 5)^6 - 372724556400*x
^7*log(x + 5)^5 - 917089211570*x^8*log(x + 5)^4 - 896136861700*x^9*log(x + 5)^3 - 97681334980*x^10*log(x + 5)^
2 - 9294789170*x^7*log(x + 5)^6 - 97388569830*x^8*log(x + 5)^5 - 370889933720*x^9*log(x + 5)^4 - 694443160380*
x^10*log(x + 5)^3 - 691053535276*x^11*log(x + 5)^2 - 193941977*x^8*log(x + 5)^6 - 6414732612*x^9*log(x + 5)^5
- 36117123655*x^10*log(x + 5)^4 - 86267892680*x^11*log(x + 5)^3 - 103470336343*x^12*log(x + 5)^2 + 184409671*x
^9*log(x + 5)^6 + 1211250951*x^10*log(x + 5)^5 + 2848985420*x^11*log(x + 5)^4 + 2715312610*x^12*log(x + 5)^3 +
369255103*x^13*log(x + 5)^2 + 34157900*x^10*log(x + 5)^6 + 303323475*x^11*log(x + 5)^5 + 1050220280*x^12*log(
x + 5)^4 + 1848044070*x^13*log(x + 5)^3 + 1762153306*x^14*log(x + 5)^2 + 2956024*x^11*log(x + 5)^6 + 29188344*
x^12*log(x + 5)^5 + 110888065*x^13*log(x + 5)^4 + 212549430*x^14*log(x + 5)^3 + 219906910*x^15*log(x + 5)^2 +
133092*x^12*log(x + 5)^6 + 1399842*x^13*log(x + 5)^5 + 5589260*x^14*log(x + 5)^4 + 11165810*x^15*log(x + 5)^3
+ 11971319*x^16*log(x + 5)^2 + 2520*x^13*log(x + 5)^6 + 27720*x^14*log(x + 5)^5 + 114450*x^15*log(x + 5)^4 + 2
34780*x^16*log(x + 5)^3 + 257257*x^17*log(x + 5)^2 - 1671768834048000)/(161280*(x + 6)^11) - (log((x*log(x + 5
))/2 + log(x + 5)^2/4 + x^2/4)*(x + log(x + 5))*(x + 5)*(114306553149552000*x*log(x + 5)^2 - 32188148426880000
*log(x + 5) - 85843055344320000*x*log(x + 5) - 56684949381964800*x + 81435645395625600*x^2*log(x + 5) + 270708
00404400000*x*log(x + 5)^3 + 165788736856801920*x^3*log(x + 5) - 17635309420387500*x*log(x + 5)^4 + 3683817614
4079860*x^4*log(x + 5) + 729121375968750*x*log(x + 5)^5 - 41573074117077090*x^5*log(x + 5) + 39741494343750*x*
log(x + 5)^6 - 23367984210617535*x^6*log(x + 5) - 1211783017876836*x^7*log(x + 5) + 2135267925727596*x^8*log(x
+ 5) + 615686081236874*x^9*log(x + 5) + 8851718196283*x^10*log(x + 5) - 26346719006752*x^11*log(x + 5) - 5214
601560200*x^12*log(x + 5) - 180635582374*x^13*log(x + 5) + 80694850267*x^14*log(x + 5) + 15277263332*x^15*log(
x + 5) + 1286346952*x^16*log(x + 5) + 55729694*x^17*log(x + 5) + 1011465*x^18*log(x + 5) - 18444914105760000*l
og(x + 5)^2 + 39636133866000000*log(x + 5)^3 - 7170331199400000*log(x + 5)^4 - 290759903437500*log(x + 5)^5 +
41697089296875*log(x + 5)^6 - 90722590716960000*x^2 - 5621534480269440*x^3 + 55309893914802240*x^4 + 224022261
44086308*x^5 - 8376145138715049*x^6 - 7196317522241841*x^7 - 956717401284474*x^8 + 463768860198184*x^9 + 17718
2751645047*x^10 + 10682593028853*x^11 - 5728171516605*x^12 - 1380865244713*x^13 - 76280697072*x^14 + 164768392
32*x^15 + 3617025571*x^16 + 319258905*x^17 + 14195254*x^18 + 262144*x^19 + 140825497375123200*x^2*log(x + 5)^2
- 42645285232875000*x^2*log(x + 5)^3 - 11512756016733240*x^3*log(x + 5)^2 - 9642058265109375*x^2*log(x + 5)^4
- 45352818125347500*x^3*log(x + 5)^3 - 68222421157597155*x^4*log(x + 5)^2 + 1239318661303125*x^2*log(x + 5)^5
+ 1563759931899375*x^3*log(x + 5)^4 - 9245039254431750*x^4*log(x + 5)^3 - 25755092825377140*x^5*log(x + 5)^2
+ 2873005706250*x^2*log(x + 5)^6 + 632382409012500*x^3*log(x + 5)^5 + 3123380514981450*x^4*log(x + 5)^4 + 5056
415355488880*x^5*log(x + 5)^3 + 2313857874725910*x^6*log(x + 5)^2 - 11100325550000*x^3*log(x + 5)^6 + 93141158
366250*x^4*log(x + 5)^5 + 1014636397019658*x^5*log(x + 5)^4 + 2907111856211822*x^6*log(x + 5)^3 + 366902534733
7842*x^7*log(x + 5)^2 - 6284174547500*x^4*log(x + 5)^6 - 34740639476400*x^5*log(x + 5)^5 + 24272652917636*x^6*
log(x + 5)^4 + 388657306024584*x^7*log(x + 5)^3 + 774490452266331*x^8*log(x + 5)^2 - 1518428323200*x^5*log(x +
5)^6 - 18415281663060*x^6*log(x + 5)^5 - 65272563266212*x^7*log(x + 5)^4 - 93705177936568*x^8*log(x + 5)^3 -
47157798007394*x^9*log(x + 5)^2 - 125135260390*x^6*log(x + 5)^6 - 3242859291252*x^7*log(x + 5)^5 - 17723725718
730*x^8*log(x + 5)^4 - 41077807579200*x^9*log(x + 5)^3 - 47090271367076*x^10*log(x + 5)^2 + 27869941784*x^7*lo
g(x + 5)^6 - 54958747794*x^8*log(x + 5)^5 - 1443966231170*x^9*log(x + 5)^4 - 5064437545380*x^10*log(x + 5)^3 -
7537045245756*x^11*log(x + 5)^2 + 10539948165*x^8*log(x + 5)^6 + 86745320790*x^9*log(x + 5)^5 + 232279831003*
x^10*log(x + 5)^4 + 217859042452*x^11*log(x + 5)^3 - 42573950581*x^12*log(x + 5)^2 + 1680654658*x^9*log(x + 5)
^6 + 19027167183*x^10*log(x + 5)^5 + 77313367821*x^11*log(x + 5)^4 + 151946341554*x^12*log(x + 5)^3 + 15619705
0016*x^13*log(x + 5)^2 + 160939684*x^10*log(x + 5)^6 + 2120019864*x^11*log(x + 5)^5 + 9854008448*x^12*log(x +
5)^4 + 22033388112*x^13*log(x + 5)^3 + 25798675086*x^14*log(x + 5)^2 + 9582624*x^11*log(x + 5)^6 + 139189692*x
^12*log(x + 5)^5 + 698446340*x^13*log(x + 5)^4 + 1665697070*x^14*log(x + 5)^3 + 2063945794*x^15*log(x + 5)^2 +
329652*x^12*log(x + 5)^6 + 5143284*x^13*log(x + 5)^5 + 27206880*x^14*log(x + 5)^4 + 67659920*x^15*log(x + 5)^
3 + 86801149*x^16*log(x + 5)^2 + 5040*x^13*log(x + 5)^6 + 83160*x^14*log(x + 5)^5 + 457800*x^15*log(x + 5)^4 +
1173900*x^16*log(x + 5)^3 + 1543542*x^17*log(x + 5)^2 - 11023497847296000))/(645120*(x + 6)^13) + (log((x*log
(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^3*(x + log(x + 5))*(x + 5)*(2661589700553600*x*log(x + 5)^2 - 20456085254
40000*log(x + 5) - 2455533674841600*x*log(x + 5) - 4690671161472000*x + 2061048584476800*x^2*log(x + 5) + 8961
97658544000*x*log(x + 5)^3 + 5481476302308480*x^3*log(x + 5) - 96183567603900*x*log(x + 5)^4 + 392548964480586
0*x^4*log(x + 5) - 10170506306250*x*log(x + 5)^5 + 1151117177427558*x^5*log(x + 5) + 449327531250*x*log(x + 5)
^6 - 33779197541511*x^6*log(x + 5) - 133023084335934*x^7*log(x + 5) - 42942881355879*x^8*log(x + 5) - 55702665
10510*x^9*log(x + 5) + 258326523938*x^10*log(x + 5) + 226693998900*x^11*log(x + 5) + 42066772548*x^12*log(x +
5) + 4359926516*x^13*log(x + 5) + 273935153*x^14*log(x + 5) + 9817534*x^15*log(x + 5) + 155155*x^16*log(x + 5)
+ 367224313824000*log(x + 5)^2 + 451815829200000*log(x + 5)^3 + 14410718424000*log(x + 5)^4 - 9974217487500*l
og(x + 5)^5 + 302738934375*log(x + 5)^6 - 5085702811480320*x^2 - 1261798264190592*x^3 + 1782339263297856*x^4 +
1736826617241684*x^5 + 643829014363635*x^6 + 72281362889835*x^7 - 29206811699277*x^8 - 13666683403823*x^9 - 2
325215009566*x^10 - 68703412726*x^11 + 48641960387*x^12 + 10953495317*x^13 + 1216176741*x^14 + 79248513*x^15 +
2905888*x^16 + 46656*x^17 + 4247315392435200*x^2*log(x + 5)^2 + 329846571527400*x^2*log(x + 5)^3 + 2549854022
149800*x^3*log(x + 5)^2 - 146271263539995*x^2*log(x + 5)^4 - 273255841920060*x^3*log(x + 5)^3 + 36922471526326
5*x^4*log(x + 5)^2 - 1955399821875*x^2*log(x + 5)^5 - 81009143190477*x^3*log(x + 5)^4 - 288293752433718*x^4*lo
g(x + 5)^3 - 313655310619776*x^5*log(x + 5)^2 + 270842079375*x^2*log(x + 5)^6 + 1851583844250*x^3*log(x + 5)^5
- 18894852206979*x^4*log(x + 5)^4 - 108638014186716*x^5*log(x + 5)^3 - 191416870292463*x^6*log(x + 5)^2 + 873
59140000*x^3*log(x + 5)^6 + 1383386152275*x^4*log(x + 5)^5 + 789439729623*x^5*log(x + 5)^4 - 17101834694248*x^
6*log(x + 5)^3 - 45792430243380*x^7*log(x + 5)^2 + 16735192525*x^4*log(x + 5)^6 + 468952785096*x^5*log(x + 5)^
5 + 1824356267225*x^6*log(x + 5)^4 + 1363930581120*x^7*log(x + 5)^3 - 3246984476310*x^8*log(x + 5)^2 + 2027816
886*x^5*log(x + 5)^6 + 100682773761*x^6*log(x + 5)^5 + 593084931755*x^7*log(x + 5)^4 + 1272294013100*x^8*log(x
+ 5)^3 + 1105066957188*x^9*log(x + 5)^2 + 166471941*x^6*log(x + 5)^6 + 15039222066*x^7*log(x + 5)^5 + 1109467
95483*x^8*log(x + 5)^4 + 304842250832*x^9*log(x + 5)^3 + 386802648294*x^10*log(x + 5)^2 + 9845092*x^7*log(x +
5)^6 + 1602179637*x^8*log(x + 5)^5 + 13706211141*x^9*log(x + 5)^4 + 42682942184*x^10*log(x + 5)^3 + 6168023239
2*x^11*log(x + 5)^2 + 401520*x^8*log(x + 5)^6 + 119935830*x^9*log(x + 5)^5 + 1142393498*x^10*log(x + 5)^4 + 38
52490652*x^11*log(x + 5)^3 + 5973293085*x^12*log(x + 5)^2 + 10148*x^9*log(x + 5)^6 + 6017454*x^10*log(x + 5)^5
+ 62251530*x^11*log(x + 5)^4 + 222184170*x^12*log(x + 5)^3 + 360625780*x^13*log(x + 5)^2 + 120*x^10*log(x + 5
)^6 + 182160*x^11*log(x + 5)^5 + 2013040*x^12*log(x + 5)^4 + 7502060*x^13*log(x + 5)^3 + 12582753*x^14*log(x +
5)^2 + 2520*x^12*log(x + 5)^5 + 29400*x^13*log(x + 5)^4 + 113400*x^14*log(x + 5)^3 + 195020*x^15*log(x + 5)^2
- 1373821751808000))/(107520*(x + 6)^13) - (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^4*(x + log(x + 5))
*(x + 5)*(1991310739200*x + 145076832000*log(x + 5) - 2847886905600*x*log(x + 5) - 2336780631600*x*log(x + 5)^
2 - 5298918283440*x^2*log(x + 5) + 168905638800*x*log(x + 5)^3 - 3396360252528*x^3*log(x + 5) + 34368179625*x*
log(x + 5)^4 - 842136042555*x^4*log(x + 5) - 1041261000*x*log(x + 5)^5 + 71862525708*x^5*log(x + 5) + 10648475
1989*x^6*log(x + 5) + 33136212564*x^7*log(x + 5) + 5787893612*x^8*log(x + 5) + 635640920*x^9*log(x + 5) + 4375
9843*x^10*log(x + 5) + 1736644*x^11*log(x + 5) + 30459*x^12*log(x + 5) - 1210268304000*log(x + 5)^2 - 87697242
000*log(x + 5)^3 + 34388347500*log(x + 5)^4 - 947802375*log(x + 5)^5 - 454572673920*x^2 - 2643127636752*x^3 -
2014068588948*x^4 - 666041751315*x^5 - 68754537717*x^6 + 24492411529*x^7 + 11223892992*x^8 + 2206669172*x^9 +
257035648*x^10 + 18339442*x^11 + 745693*x^12 + 13312*x^13 - 1176627238200*x^2*log(x + 5)^2 + 280660504050*x^2*
log(x + 5)^3 + 70050847770*x^3*log(x + 5)^2 + 13078218075*x^2*log(x + 5)^4 + 160699746180*x^3*log(x + 5)^3 + 2
84557261890*x^4*log(x + 5)^2 - 434827640*x^2*log(x + 5)^5 + 2372482970*x^3*log(x + 5)^4 + 50754571855*x^4*log(
x + 5)^3 + 129280831945*x^5*log(x + 5)^2 - 87018828*x^3*log(x + 5)^5 + 216106410*x^4*log(x + 5)^4 + 1026926034
0*x^5*log(x + 5)^3 + 31795089150*x^6*log(x + 5)^2 - 8617245*x^4*log(x + 5)^5 + 11868675*x^5*log(x + 5)^4 + 141
9817800*x^6*log(x + 5)^3 + 4974714000*x^7*log(x + 5)^2 - 413972*x^5*log(x + 5)^5 + 694265*x^6*log(x + 5)^4 + 1
34790980*x^7*log(x + 5)^3 + 512123950*x^8*log(x + 5)^2 - 11856*x^6*log(x + 5)^5 + 24570*x^7*log(x + 5)^4 + 837
0245*x^8*log(x + 5)^3 + 33760155*x^9*log(x + 5)^2 - 156*x^7*log(x + 5)^5 + 390*x^8*log(x + 5)^4 + 307320*x^9*l
og(x + 5)^3 + 1298310*x^10*log(x + 5)^2 + 5070*x^10*log(x + 5)^3 + 22230*x^11*log(x + 5)^2 + 1231998336000))/(
13440*(x + 6)^11) + (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^6*(x + log(x + 5))*(x + 5)*(858283776*x +
1301702400*log(x + 5) + 3494161152*x*log(x + 5) + 319185360*x*log(x + 5)^2 + 2926415952*x^2*log(x + 5) - 10206
6480*x*log(x + 5)^3 + 1256898384*x^3*log(x + 5) + 11303865*x*log(x + 5)^4 + 338989365*x^4*log(x + 5) - 393828*
x*log(x + 5)^5 + 64329936*x^5*log(x + 5) + 8870642*x^6*log(x + 5) + 847242*x^7*log(x + 5) + 51864*x^8*log(x +
5) + 1890*x^9*log(x + 5) + 31*x^10*log(x + 5) + 566870400*log(x + 5)^2 - 130150800*log(x + 5)^3 + 12012300*log
(x + 5)^4 - 361575*log(x + 5)^5 + 2650154112*x^2 + 2384700912*x^3 + 1122533964*x^4 + 329454765*x^5 + 65336475*
x^6 + 9014434*x^7 + 854411*x^8 + 52934*x^9 + 1941*x^10 + 32*x^11 + 4889160*x^2*log(x + 5)^2 - 23432670*x^2*log
(x + 5)^3 - 25563510*x^3*log(x + 5)^2 + 3707835*x^2*log(x + 5)^4 + 73020*x^3*log(x + 5)^3 - 4436430*x^4*log(x
+ 5)^2 - 155783*x^2*log(x + 5)^5 + 452735*x^3*log(x + 5)^4 + 592945*x^4*log(x + 5)^3 - 16805*x^5*log(x + 5)^2
- 27246*x^3*log(x + 5)^5 + 945*x^4*log(x + 5)^4 + 44840*x^5*log(x + 5)^3 + 27300*x^6*log(x + 5)^2 - 1910*x^4*l
og(x + 5)^5 - 2650*x^5*log(x + 5)^4 - 1055*x^6*log(x + 5)^3 - 65*x^7*log(x + 5)^2 - 24*x^5*log(x + 5)^5 - 30*x
^6*log(x + 5)^4 - 10*x^7*log(x + 5)^3 - 302330880))/(1008*(x + 6)^11) + (log((x*log(x + 5))/2 + log(x + 5)^2/4
+ x^2/4)^2*(x + log(x + 5))*(x + 5)*(3911828418000*x*log(x + 5)^3 - 2953814688000*log(x + 5) - 18607287133440
*x*log(x + 5) - 887139054000*x*log(x + 5)^2 - 12004862145840*x^2*log(x + 5) - 3905350744320*x + 6028694030160*
x^3*log(x + 5) - 183030609375*x*log(x + 5)^4 + 7698658260285*x^4*log(x + 5) - 11457937500*x*log(x + 5)^5 + 210
6455048376*x^5*log(x + 5) - 216554609932*x^6*log(x + 5) - 235899156882*x^7*log(x + 5) - 46701608639*x^8*log(x
+ 5) - 558454110*x^9*log(x + 5) + 1315227421*x^10*log(x + 5) + 257582418*x^11*log(x + 5) + 23917018*x^12*log(x
+ 5) + 1152646*x^13*log(x + 5) + 23255*x^14*log(x + 5) - 6435553680000*log(x + 5)^2 + 2021188950000*log(x + 5
)^3 + 73725187500*log(x + 5)^4 - 13193409375*log(x + 5)^5 - 13402094163840*x^2 - 9791550844560*x^3 + 273870174
060*x^4 + 2771645170581*x^5 + 1015405392531*x^6 + 22740805948*x^7 - 69133264107*x^8 - 17292844149*x^9 - 890123
402*x^10 + 332084854*x^11 + 77112081*x^12 + 7587534*x^13 + 377461*x^14 + 7776*x^15 + 9394487454600*x^2*log(x +
5)^2 + 1737135263250*x^2*log(x + 5)^3 + 6813218780730*x^3*log(x + 5)^2 - 261844078125*x^2*log(x + 5)^4 - 3097
40985780*x^3*log(x + 5)^3 + 1036065272610*x^4*log(x + 5)^2 - 1966803125*x^2*log(x + 5)^5 - 119822284375*x^3*lo
g(x + 5)^4 - 462351359075*x^4*log(x + 5)^3 - 581915631785*x^5*log(x + 5)^2 + 1273521750*x^3*log(x + 5)^5 - 205
86052125*x^4*log(x + 5)^4 - 139218311280*x^5*log(x + 5)^3 - 283851467400*x^6*log(x + 5)^2 + 766675525*x^4*log(
x + 5)^5 + 1893714065*x^5*log(x + 5)^4 - 10957861475*x^6*log(x + 5)^3 - 41481358145*x^7*log(x + 5)^2 + 1965548
16*x^5*log(x + 5)^5 + 1611440955*x^6*log(x + 5)^4 + 3728421110*x^7*log(x + 5)^3 + 2643503190*x^8*log(x + 5)^2
+ 30269673*x^6*log(x + 5)^5 + 355348215*x^7*log(x + 5)^4 + 1258472275*x^8*log(x + 5)^3 + 1916246865*x^9*log(x
+ 5)^2 + 3022198*x^7*log(x + 5)^5 + 43575665*x^8*log(x + 5)^4 + 181339180*x^9*log(x + 5)^3 + 321240820*x^10*lo
g(x + 5)^2 + 192926*x^8*log(x + 5)^5 + 3202030*x^9*log(x + 5)^4 + 14644405*x^10*log(x + 5)^3 + 27964835*x^11*l
og(x + 5)^2 + 7200*x^9*log(x + 5)^5 + 132690*x^10*log(x + 5)^4 + 647650*x^11*log(x + 5)^3 + 1297380*x^12*log(x
+ 5)^2 + 120*x^10*log(x + 5)^5 + 2400*x^11*log(x + 5)^4 + 12300*x^12*log(x + 5)^3 + 25500*x^13*log(x + 5)^2 -
92210918400))/(4480*(x + 6)^11) + (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^7*(x + log(x + 5))*(x + 5)*
(75643186176*x + 95234227200*log(x + 5) + 340938533376*x*log(x + 5) + 32503089024*x*log(x + 5)^2 + 33973340889
6*x^2*log(x + 5) - 21364560000*x*log(x + 5)^3 + 173032142976*x^3*log(x + 5) + 4384168740*x*log(x + 5)^4 + 5747
6325060*x^4*log(x + 5) - 353436858*x*log(x + 5)^5 + 14419598454*x^5*log(x + 5) + 9234234*x*log(x + 5)^6 + 2844
007353*x^6*log(x + 5) + 418715382*x^7*log(x + 5) + 43375371*x^8*log(x + 5) + 3112172*x^9*log(x + 5) + 153835*x
^10*log(x + 5) + 4598*x^11*log(x + 5) + 63*x^12*log(x + 5) + 68251196160*log(x + 5)^2 - 25229232000*log(x + 5)
^3 + 4036132800*log(x + 5)^4 - 273350700*log(x + 5)^5 + 5902335*log(x + 5)^6 + 257087063808*x^2 + 274906389888
*x^3 + 157493222208*x^4 + 58118953140*x^5 + 15155163531*x^6 + 2912043267*x^7 + 414339465*x^8 + 42902323*x^9 +
3142877*x^10 + 155481*x^11 + 4660*x^12 + 64*x^13 - 11801728512*x^2*log(x + 5)^2 - 4138487640*x^2*log(x + 5)^3
- 9715771800*x^3*log(x + 5)^2 + 1632373965*x^2*log(x + 5)^4 + 1079973540*x^3*log(x + 5)^3 - 1641146103*x^4*log
(x + 5)^2 - 169204275*x^2*log(x + 5)^5 + 187496955*x^3*log(x + 5)^4 + 491431050*x^4*log(x + 5)^3 + 69776856*x^
5*log(x + 5)^2 + 5298453*x^2*log(x + 5)^6 - 36334962*x^3*log(x + 5)^5 - 24130905*x^4*log(x + 5)^4 + 47904060*x
^5*log(x + 5)^3 + 37728459*x^6*log(x + 5)^2 + 1453000*x^3*log(x + 5)^6 - 2863395*x^4*log(x + 5)^5 - 6934575*x^
5*log(x + 5)^4 - 1795300*x^6*log(x + 5)^3 + 1699848*x^7*log(x + 5)^2 + 196672*x^4*log(x + 5)^6 + 108402*x^5*lo
g(x + 5)^5 - 324730*x^6*log(x + 5)^4 - 338100*x^7*log(x + 5)^3 - 96705*x^8*log(x + 5)^2 + 11316*x^5*log(x + 5)
^6 + 21738*x^6*log(x + 5)^5 + 13430*x^7*log(x + 5)^4 + 2810*x^8*log(x + 5)^3 + 172*x^9*log(x + 5)^2 + 120*x^6*
log(x + 5)^6 + 216*x^7*log(x + 5)^5 + 120*x^8*log(x + 5)^4 + 20*x^9*log(x + 5)^3 + x^10*log(x + 5)^2 - 1088391
1680))/(80640*(x + 6)^13) - (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^5*(x + log(x + 5))*(x + 5)*(312531
5238912*x - 25645216896000*log(x + 5) - 95145190755840*x*log(x + 5) - 34971053788800*x*log(x + 5)^2 - 12992669
1480960*x^2*log(x + 5) + 4814600757120*x*log(x + 5)^3 - 86435490883968*x^3*log(x + 5) + 970323472692*x*log(x +
5)^4 - 28782913111596*x^4*log(x + 5) - 71908661250*x*log(x + 5)^5 - 2244705855570*x^5*log(x + 5) + 1765867950
*x*log(x + 5)^6 + 2156378083425*x^6*log(x + 5) + 1082589100032*x^7*log(x + 5) + 277198014174*x^8*log(x + 5) +
46389329432*x^9*log(x + 5) + 5356207286*x^10*log(x + 5) + 426146196*x^11*log(x + 5) + 22437074*x^12*log(x + 5)
+ 706502*x^13*log(x + 5) + 10101*x^14*log(x + 5) - 18103951008000*log(x + 5)^2 - 366443222400*log(x + 5)^3 +
845908194240*log(x + 5)^4 - 55118353500*log(x + 5)^5 + 1169575875*log(x + 5)^6 - 54033013253376*x^2 - 84806126
070912*x^3 - 60819801310656*x^4 - 24478958102652*x^5 - 5324613007185*x^6 - 223760736729*x^7 + 238722896676*x^8
+ 85491657274*x^9 + 16158909796*x^10 + 1984672414*x^11 + 163824443*x^12 + 8836225*x^13 + 282970*x^14 + 4096*x
^15 - 18753493973760*x^2*log(x + 5)^2 + 7456384239048*x^2*log(x + 5)^3 + 2544743175048*x^3*log(x + 5)^2 + 4200
36769449*x^2*log(x + 5)^4 + 4900689933876*x^3*log(x + 5)^3 + 7479303468741*x^4*log(x + 5)^2 - 36407201355*x^2*
log(x + 5)^5 + 82136776887*x^3*log(x + 5)^4 + 1900422190458*x^4*log(x + 5)^3 + 4141892401668*x^5*log(x + 5)^2
+ 1021538520*x^2*log(x + 5)^6 - 9042251976*x^3*log(x + 5)^5 + 6075740460*x^4*log(x + 5)^4 + 498609877800*x^5*l
og(x + 5)^3 + 1321902235656*x^6*log(x + 5)^2 + 295142536*x^3*log(x + 5)^6 - 1119511116*x^4*log(x + 5)^5 - 3985
0860*x^5*log(x + 5)^4 + 95013028850*x^6*log(x + 5)^3 + 284736455262*x^7*log(x + 5)^2 + 45394017*x^4*log(x + 5)
^6 - 59320818*x^5*log(x + 5)^5 + 12770927*x^6*log(x + 5)^4 + 13457255308*x^7*log(x + 5)^3 + 43516959654*x^8*lo
g(x + 5)^2 + 3621966*x^5*log(x + 5)^6 - 902529*x^6*log(x + 5)^5 + 5802249*x^7*log(x + 5)^4 + 1396804986*x^8*lo
g(x + 5)^3 + 4755111226*x^9*log(x + 5)^2 + 141196*x^6*log(x + 5)^6 - 60444*x^7*log(x + 5)^5 + 308052*x^8*log(x
+ 5)^4 + 102714128*x^9*log(x + 5)^3 + 364443648*x^10*log(x + 5)^2 + 3312*x^7*log(x + 5)^6 - 2304*x^8*log(x +
5)^5 + 9080*x^9*log(x + 5)^4 + 5090350*x^10*log(x + 5)^3 + 18676386*x^11*log(x + 5)^2 + 36*x^8*log(x + 5)^6 -
36*x^9*log(x + 5)^5 + 120*x^10*log(x + 5)^4 + 152760*x^11*log(x + 5)^3 + 576157*x^12*log(x + 5)^2 + 2100*x^12*
log(x + 5)^3 + 8106*x^13*log(x + 5)^2 + 15923162787840))/(53760*(x + 6)^13))/log((x*log(x + 5))/2 + log(x + 5)
^2/4 + x^2/4)^2 - log(x + 5)^2*(((4784074247749251907899*x)/14 + (22325669615261013948063*x^2)/56 + (322481853
48658710902319*x^3)/112 + (128992920776815486557321*x^4)/896 + (67567975674313608298251*x^5)/1280 + (525531022
786109244660219*x^6)/35840 + (56306708830674817916109*x^7)/17920 + (37536678498311588454351*x^8)/71680 + (4378
9356244712904119411*x^9)/645120 + (4378595300554132541899*x^10)/645120 + (165921917486349927037*x^11)/322560 +
(5284206418956742673*x^12)/184320 + (481075454505276143*x^13)/430080 + (1960346620534943*x^14)/71680 - (61159
29160797*x^16)/71680 - (811589156969*x^17)/71680 - (296811310031*x^18)/322560 - (4338585647*x^19)/92160 - (181
2880091*x^20)/1290240 - (692723*x^21)/36864 + 4784075259947633392929/35)/(1175462461440*x + 1371372871680*x^2
+ 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8
+ 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) - 625
14460234951/215040) - ((27458867769394491828*x)/35 + (28947670537182324957*x^2)/35 + (7522390037130548283*x^3)
/14 + (134536003670737805517*x^4)/560 + (2502173998381818447*x^5)/32 + (85589331746651285067*x^6)/4480 + (3189
7368884165274891*x^7)/8960 + (72884060484078965553*x^8)/143360 + (1587338402609389977*x^9)/28672 + (6484370999
0142801*x^10)/14336 + (86688957565692901*x^11)/322560 + (14167026221338931*x^12)/1290240 + (356592078743267*x^
13)/1290240 + (1389781841519*x^14)/430080 + 346134922106632560)/(1175462461440*x + 1371372871680*x^2 + 9904359
62880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 2335132
80*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) - log((x*log(x
+ 5))/2 + log(x + 5)^2/4 + x^2/4)^2*((32504314678458371008554240*x + 89438306208140944202006880*x^2 + (813136
460873671123521270480*x^3)/7 + (662514449925893332925030400*x^4)/7 + (379562431849970836783406400*x^5)/7 + 232
03442441381363889324120*x^6 + 7688671898426506982056140*x^7 + 2017894282928920377488520*x^8 + 4253960593138732
61263650*x^9 + (2032867479487630401834075*x^10)/28 + (563340057792359389393995*x^11)/56 + (7905539971950519519
855*x^12)/7 + (408026917381145719605*x^13)/4 + (234058570228410860775*x^14)/32 + (26066951999454850175*x^15)/6
4 + (4895172510761166445*x^16)/288 + (8073141430409515015*x^17)/16128 + (1197575957913539885*x^18)/129024 + (2
337484941453125*x^19)/28672)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 1815
79926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^
11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) + (2206054237235361382656000*x + 5694529909090018
428000000*x^2 + 6882810648607174794480000*x^3 + 5170245819551420653080000*x^4 + 2701397003480460770940000*x^5
+ 1040897675214894141918000*x^6 + 305933389983712325835000*x^7 + 69955883938250343247500*x^8 + 125757158525710
07028750*x^9 + 1782919032106677733125*x^10 + (397312778104118501625*x^11)/2 + (68838384615153733125*x^12)/4 +
(9088622541984155625*x^13)/8 + (883729059678320625*x^14)/16 + (59663693199583125*x^15)/32 + (2497950317174625*
x^16)/64 + (48837102845625*x^17)/128)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x
^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1
769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) + ((346276213366134641760845480582850525
*x)/1026049024 + (69903583518448227585116619983859825*x^2)/146578432 + (9535464844061858963388322913203595*x^3
)/22550528 + (92886254314650909899309989630695*x^4)/352352 + (314460690496544812109841313831713*x^5)/2562560 +
(33981352326307047774022167091829*x^6)/768768 + (45195271895575111942708806587139*x^7)/3587584 + (10331408727
904088899757503783359*x^8)/3587584 + (1090546962346586713929529584369*x^9)/2050048 + (148340996161034181013272
66165*x^10)/186368 + (434052759772440807836976170343*x^11)/45101056 + (10523730474337613370204018339*x^12)/112
75264 + (10497675623983250757849830907*x^13)/146578432 + (17452883133418366319277183363*x^14)/4104196096 + (77
37699397259436295856647679*x^15)/41041960960 + (752268543583868325*x^16)/128 + (58856428458015075*x^17)/512 +
(8494218897125*x^18)/8 + 144645647852040076913421803436847189/1282561280)/(1175462461440*x + 1371372871680*x^2
+ 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8
+ 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) - (2
256165263409415742029824*x + 5823823617722709558558720*x^2 + 7039008166275388089630720*x^3 + 52875175191979694
01937920*x^4 + 2762635909079928351375360*x^5 + 1064479931437715977347072*x^6 + 312860013657724076544000*x^7 +
71538635830299323811840*x^8 + 12860023540928135869440*x^9 + 1823193016840762744320*x^10 + 20313969211100031667
2*x^11 + 17597593841567725440*x^12 + 1161662704567485120*x^13 + 56475399038375520*x^14 + 1906369703166960*x^15
+ 39905797094424*x^16 + 390081489660*x^17)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 49521798
1440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^
10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) - (2222347038569318010470400*x + 5
736590759210107145472000*x^2 + 6933653436127541162112000*x^3 + 5208442106966348749632000*x^4 + 272135643677092
2970656000*x^5 + 1048589359574029480771200*x^6 + 308194377467682986280000*x^7 + 70472964433590282564000*x^8 +
12668684097074794074000*x^9 + 1796101831533542247000*x^10 + 200125517038015268700*x^11 + 17336892763374297750*
x^12 + 1144483104521586375*x^13 + (111283622840793375*x^14)/2 + (7513168797610875*x^15)/4 + (314555884102575*x
^16)/8 + (6149857395375*x^17)/16)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 +
181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 17690
40*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) - ((1947758288030208318843243843705*x)/5824
+ (393921899195736965188347407835*x^2)/832 + (53820599242998547687203632385*x^3)/128 + (8399999390603620718129
930145*x^4)/32 + (3914808774941398676050502307*x^5)/32 + (5646209537292646839802130595*x^6)/128 + (22547105221
816695648531296925*x^7)/1792 + (322352696653722216210557565*x^8)/112 + (34044795292036400425994715*x^9)/64 + (
5096150509975257315064977*x^10)/64 + (1232748181771701358067235*x^11)/128 + (29894999157998931856545*x^12)/32
+ (29825407823908385121255*x^13)/416 + (49590540726116277942945*x^14)/11648 + (4397364667481229666897*x^15)/23
296 + (11768641427000745*x^16)/2 + (7366087812166965*x^17)/64 + 1063080156450*x^18 + 1623826014738515851026040
71309/1456)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 50
438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 +
3780*x^13 + 90*x^14 + x^15 + 470184984576) - (10*(1228469235861159936000*x + 3071173089652899840000*x^2 + 358
3035271261716480000*x^3 + 2587747695911239680000*x^4 + 1293873847955619840000*x^5 + 474420410917060608000*x^6
+ 131783447476961280000*x^7 + 28239310173634560000*x^8 + 4706551695605760000*x^9 + 610108553134080000*x^10 + 6
1010855313408000*x^11 + 4622034493440000*x^12 + 256779694080000*x^13 + 9876142080000*x^14 + 235146240000*x^15
+ 2612736000*x^16))/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*
x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 9828
0*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) - ((227575505363999649488704512*x)/7 + 8945626686397283956
6719360*x^2 + (813301283427509067585705792*x^3)/7 + (662650112928539908430331840*x^4)/7 + (3796410159744255416
15814240*x^5)/7 + 23208303952735498606246128*x^6 + 7690303527359321774557080*x^7 + (14128298731560529895411916
*x^8)/7 + 425488909236999478646490*x^9 + (508329501299633758117230*x^10)/7 + (70433363722469657304681*x^11)/7
+ (31629398876509910526765*x^12)/28 + (816243833027718022239*x^13)/8 + (117057004936245895545*x^14)/16 + (9125
6319475630539555*x^15)/224 + (3264248566547343557*x^16)/192 + (1345859230464616205*x^17)/2688 + (9982332009056
8877*x^18)/10752 + (584522040843375*x^19)/7168)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 4952
17981440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 2335132
8*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) + ((11381129095690853245291438
08*x)/35 + (3131621796071766843871197696*x^2)/35 + (581051521432119093609376512*x^3)/5 + (66279053203263945605
4096384*x^4)/7 + (379722227702605775812364544*x^5)/7 + (116066597414440415296211712*x^6)/5 + (3845991881879556
7729394304*x^7)/5 + (70657109305758015584967072*x^8)/35 + (2979088963874488037182896*x^9)/7 + 7263496606908822
4228284*x^10 + (352247763990544504018794*x^11)/35 + (39545964827876244026718*x^12)/35 + (510273041639432396481
*x^13)/5 + 7317818494039941300*x^14 + (2852454493071344019*x^15)/7 + (14284616959329571957*x^16)/840 + (300490
34305382651*x^17)/60 + (41603631903527137*x^18)/4480 + (146168221310253*x^19)/1792)/(1175462461440*x + 1371372
871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801
388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 47018498
4576) + ((390550738439243592441860344110*x)/20469449 + (487018285670019447045489689910*x^2)/20469449 + (290683
67178965843856842209185*x^3)/1574573 + (15708011730862502524587044820*x^4)/1574573 + (407037213263855945492115
036*x^5)/102245 + (521137430242851744948482999*x^6)/429429 + (577688035084297951437721859*x^7)/2004002 + (5403
2255759607047683913912*x^8)/1002001 + (3422675498273507500118134*x^9)/429429 + (60362386791163245651634*x^10)/
65065 + (132492548831846108032951*x^11)/1574573 + (27539563021236556137076*x^12)/4723719 + (610598495065912132
5596*x^13)/20469449 + (1523039703196579430591*x^14)/143286143 + (3039211439291302373827*x^15)/12895752870 + 24
49440000*x^16 + 104864485984672847760532965832/14621035)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x
^3 + 495217981440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9
+ 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) - ((91199735828478455
35702558874278285208508575154451873*x)/480151009554363664957440000 + (1732208370816610722487336187372005781196
079753542983*x^2)/68593001364909094993920000 + (664347972648293859436740786224404062256585045090111*x^3)/31658
308322265736151040000 + (32203488433492398487924703147571060286165962674399*x^4)/2638192360188811345920000 + (
6325239550144137571123529124914141695646485543481*x^5)/1199178345540368793600000 + (15137902533689159411434624
274875689533916213511199*x^6)/8634084087890655313920000 + (6149997140334521213939447659925463068061586023353*x
^7)/13430797470052130488320000 + (39927006501467859102231810183225814775100032729*x^8)/41971242093912907776000
0 + (11375866459092363732614044508088489395653996597*x^9)/719507007324221276160000 + (229175272249620442079486
269278233729030316823*x^10)/109016213230942617600000 + (234632594466014119372492807488257076196364869*x^11)/10
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150 + (241989393308145303452139327056*x^6)/135135 + (49165015496576858527357404341*x^7)/105105 + (204315011217
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10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90
*x^14 + x^15 + 470184984576) + (2238938676271240263106560*x + 5779408543559629903872000*x^2 + 6985392437994940
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680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388
160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 47018498457
6) - ((616716552540668222599041914413765*x)/32064032 + (117169621551950113958456422012265*x^2)/4580576 + (4494
9481116543681705687981885145*x^3)/2114112 + (272425373848969136128029691975*x^4)/22022 + (42816248061964230951
5225788457*x^5)/80080 + (16014223567078961513435396021*x^6)/9009 + (26028863048255623880592538273*x^7)/56056 +
(10816799138770693250227519951*x^8)/112112 + (3082335866517534043729855523*x^9)/192192 + (1242076785796959870
3602149*x^10)/5824 + (317947980390135674530782007*x^11)/1409408 + (19818406224321562895277433*x^12)/1057056 +
(5490265674113385103631243*x^13)/4580576 + (7300519117049413589649587*x^14)/128256128 + (218419377321485236880
65639*x^15)/11543051520 + (157253378350725*x^16)/4 + (6149857395375*x^17)/16 + 8183229309441727757170491918513
83/120240120)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 +
50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12
+ 3780*x^13 + 90*x^14 + x^15 + 470184984576) - (log(x + 5)^8*((467924675625*x)/2048 + (2963816656875*x^2)/143
36 + (4391822766875*x^3)/43008 + (1327394681125*x^4)/43008 + (258645381359*x^5)/43008 + (166837584839*x^6)/215
040 + (972548083*x^7)/14336 + (89946229*x^8)/21504 + (2033111*x^9)/10752 + (64289*x^10)/10752 + (2127*x^11)/17
920 + x^12/896 + 1460590396875/14336))/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*
x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 +
1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) + 103037727785/1344) + (log((x*log(x +
5))/2 + log(x + 5)^2/4 + x^2/4)^2*((3600*x^2)/7 - (12000*x)/7 - (480*x^3)/7 + (24*x^4)/7 + 15000/7) - (1406250
0*log(x + 5) - 4837500*x - 44218750*x*log(x + 5) + 9921875*x*log(x + 5)^2 + 22484375*x^2*log(x + 5) + 143750*x
^3*log(x + 5) - 2318750*x^4*log(x + 5) + 369250*x^5*log(x + 5) + 57400*x^6*log(x + 5) - 17470*x^7*log(x + 5) +
314*x^8*log(x + 5) + 212*x^9*log(x + 5) - 15*x^10*log(x + 5) - 16015625*log(x + 5)^2 - 25953125*x^2 + 1376750
0*x^3 + 50500*x^4 - 1325340*x^5 + 204058*x^6 + 32444*x^7 - 9516*x^8 + 152*x^9 + 115*x^10 - 8*x^11 - 218750*x^2
*log(x + 5)^2 - 1006250*x^3*log(x + 5)^2 + 175000*x^4*log(x + 5)^2 + 24500*x^5*log(x + 5)^2 - 8050*x^6*log(x +
5)^2 + 170*x^7*log(x + 5)^2 + 97*x^8*log(x + 5)^2 - 7*x^9*log(x + 5)^2 + 27000000)/(28*(x + 6)^3) - (log((x*l
og(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^4*(68250*x*log(x + 5) - 67500*log(x + 5) - 45900*x + 6375*x*log(x + 5)^
2 + 19875*x^2*log(x + 5) - 5730*x^3*log(x + 5) - 1212*x^4*log(x + 5) + 120*x^5*log(x + 5) + 21*x^6*log(x + 5)
+ 31875*log(x + 5)^2 + 19815*x^2 + 11620*x^3 - 2710*x^4 - 692*x^5 + 63*x^6 + 12*x^7 - 2700*x^2*log(x + 5)^2 -
480*x^3*log(x + 5)^2 + 57*x^4*log(x + 5)^2 + 9*x^5*log(x + 5)^2 + 216000))/(7*(x + 6)^3) + (log((x*log(x + 5))
/2 + log(x + 5)^2/4 + x^2/4)*(x + log(x + 5))*(x + 5)*(383343750*x*log(x + 5) - 345937500*log(x + 5) - 1003387
500*x - 22468750*x*log(x + 5)^2 - 21471875*x^2*log(x + 5) - 57837500*x^3*log(x + 5) + 9213750*x^4*log(x + 5) +
2842700*x^5*log(x + 5) - 578620*x^6*log(x + 5) - 54204*x^7*log(x + 5) + 13198*x^8*log(x + 5) + 358*x^9*log(x
+ 5) - 105*x^10*log(x + 5) + 107578125*log(x + 5)^2 + 108230625*x^2 + 74988875*x^3 - 35270825*x^4 + 1907303*x^
5 + 1917637*x^6 - 281263*x^7 - 38291*x^8 + 7529*x^9 + 262*x^10 - 64*x^11 - 17893750*x^2*log(x + 5)^2 + 4200000
*x^3*log(x + 5)^2 + 910000*x^4*log(x + 5)^2 - 240800*x^5*log(x + 5)^2 - 17010*x^6*log(x + 5)^2 + 5336*x^7*log(
x + 5)^2 + 107*x^8*log(x + 5)^2 - 42*x^9*log(x + 5)^2 + 1850850000))/(336*(x + 6)^5) + (4*log((x*log(x + 5))/2
+ log(x + 5)^2/4 + x^2/4)^6*(x + log(x + 5))*(x + 5)*(x + 25*log(x + 5) + 12*x*log(x + 5) + x^2*log(x + 5) +
19*x^2 + 2*x^3 - 180))/(7*(x + 6)^3) - (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^5*(x + log(x + 5))*(x +
5)*(363852*x + 229500*log(x + 5) + 38250*x*log(x + 5) - 15050*x*log(x + 5)^2 - 43165*x^2*log(x + 5) - 10008*x
^3*log(x + 5) + 840*x^4*log(x + 5) + 338*x^5*log(x + 5) + 21*x^6*log(x + 5) - 19125*log(x + 5)^2 + 86103*x^2 -
31187*x^3 - 9641*x^4 + 267*x^5 + 238*x^6 + 16*x^7 - 1980*x^2*log(x + 5)^2 + 456*x^3*log(x + 5)^2 + 109*x^4*lo
g(x + 5)^2 + 6*x^5*log(x + 5)^2 + 149040))/(28*(x + 6)^5) + (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^7*
(x + log(x + 5))*(x + 5)*(2700*log(x + 5) - 324*x + 2466*x*log(x + 5) + 34*x*log(x + 5)^2 + 683*x^2*log(x + 5)
+ 74*x^3*log(x + 5) + 3*x^4*log(x + 5) + 135*log(x + 5)^2 + 2115*x^2 + 745*x^3 + 92*x^4 + 4*x^5 + x^2*log(x +
5)^2 - 6480))/(42*(x + 6)^5) + (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^3*(x + log(x + 5))*(x + 5)*(10
100700*x + 9787500*log(x + 5) - 4668750*x*log(x + 5) - 443750*x*log(x + 5)^2 - 2303125*x^2*log(x + 5) + 632750
*x^3*log(x + 5) + 164325*x^4*log(x + 5) - 26802*x^5*log(x + 5) - 4867*x^6*log(x + 5) + 354*x^7*log(x + 5) + 55
*x^8*log(x + 5) - 1940625*log(x + 5)^2 - 560565*x^2 - 1867919*x^3 + 284054*x^4 + 119522*x^5 - 14249*x^6 - 3331
*x^7 + 200*x^8 + 36*x^9 + 266875*x^2*log(x + 5)^2 + 45000*x^3*log(x + 5)^2 - 11475*x^4*log(x + 5)^2 - 1574*x^5
*log(x + 5)^2 + 153*x^6*log(x + 5)^2 + 20*x^7*log(x + 5)^2 - 19602000))/(56*(x + 6)^5))/log((x*log(x + 5))/2 +
log(x + 5)^2/4 + x^2/4)^6 + ((265630104000*x + 191727000000*log(x + 5) - 2033100000*x*log(x + 5) - 4182954750
00*x*log(x + 5)^2 - 522458775000*x^2*log(x + 5) + 16662187500*x*log(x + 5)^3 - 104150662500*x^3*log(x + 5) + 9
338984375*x*log(x + 5)^4 + 123179387750*x^4*log(x + 5) + 27398447060*x^5*log(x + 5) - 10902325923*x^6*log(x +
5) - 2719730754*x^7*log(x + 5) + 425854582*x^8*log(x + 5) + 130162662*x^9*log(x + 5) - 5641956*x^10*log(x + 5)
- 3037954*x^11*log(x + 5) - 62940*x^12*log(x + 5) + 27854*x^13*log(x + 5) + 1695*x^14*log(x + 5) - 2383425000
0*log(x + 5)^2 - 116184375000*log(x + 5)^3 + 13590234375*log(x + 5)^4 - 369781200*x^2 - 231761598840*x^3 - 511
31695233*x^4 + 43394004269*x^5 + 11048282277*x^6 - 3365049538*x^7 - 968915576*x^8 + 117250376*x^9 + 42531508*x
^10 - 1213318*x^11 - 931151*x^12 - 24949*x^13 + 8127*x^14 + 512*x^15 - 49615818750*x^2*log(x + 5)^2 + 58650218
750*x^2*log(x + 5)^3 + 129738480000*x^3*log(x + 5)^2 - 634437500*x^2*log(x + 5)^4 + 4879393750*x^3*log(x + 5)^
3 + 21908170625*x^4*log(x + 5)^2 - 1410662500*x^3*log(x + 5)^4 - 7084675000*x^4*log(x + 5)^3 - 13226051765*x^5
*log(x + 5)^2 - 115937500*x^4*log(x + 5)^4 - 1048883500*x^5*log(x + 5)^3 - 2685788698*x^6*log(x + 5)^2 + 76223
000*x^5*log(x + 5)^4 + 343943600*x^6*log(x + 5)^3 + 576400838*x^7*log(x + 5)^2 + 11329150*x^6*log(x + 5)^4 + 6
8453080*x^7*log(x + 5)^3 + 144780428*x^8*log(x + 5)^2 - 1586030*x^7*log(x + 5)^4 - 6353396*x^8*log(x + 5)^3 -
9194852*x^9*log(x + 5)^2 - 361403*x^8*log(x + 5)^4 - 1904096*x^9*log(x + 5)^3 - 3649496*x^10*log(x + 5)^2 + 26
09*x^9*log(x + 5)^4 - 8302*x^10*log(x + 5)^3 - 48902*x^11*log(x + 5)^2 + 3982*x^10*log(x + 5)^4 + 19570*x^11*l
og(x + 5)^3 + 35315*x^12*log(x + 5)^2 + 210*x^11*log(x + 5)^4 + 1092*x^12*log(x + 5)^3 + 2065*x^13*log(x + 5)^
2 + 201553920000)/(3360*(x + 6)^7) + (3*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^2*(8718516000*x*log(x +
5) - 2595240000*log(x + 5) - 9463003200*x - 3662199000*x*log(x + 5)^2 - 934227000*x^2*log(x + 5) - 1125862500
*x*log(x + 5)^3 - 4567863540*x^3*log(x + 5) + 160184375*x*log(x + 5)^4 - 446450986*x^4*log(x + 5) + 623775216*
x^5*log(x + 5) + 139667623*x^6*log(x + 5) - 19353412*x^7*log(x + 5) - 8338649*x^8*log(x + 5) - 388080*x^9*log(
x + 5) + 124533*x^10*log(x + 5) + 17368*x^11*log(x + 5) + 671*x^12*log(x + 5) + 4992030000*log(x + 5)^2 - 2095
875000*log(x + 5)^3 + 117796875*log(x + 5)^4 + 2323073520*x^2 + 852728040*x^3 - 1404494445*x^4 - 280589971*x^5
+ 177267740*x^6 + 50203617*x^7 - 4515538*x^8 - 2631625*x^9 - 154324*x^10 + 36283*x^11 + 5447*x^12 + 216*x^13
- 4277359350*x^2*log(x + 5)^2 + 475418750*x^2*log(x + 5)^3 + 163888560*x^3*log(x + 5)^2 + 58234375*x^2*log(x +
5)^4 + 378351250*x^3*log(x + 5)^3 + 765280351*x^4*log(x + 5)^2 - 221875*x^3*log(x + 5)^4 + 37198250*x^4*log(x
+ 5)^3 + 126422051*x^5*log(x + 5)^2 - 4120625*x^4*log(x + 5)^4 - 18600770*x^5*log(x + 5)^3 - 29358979*x^6*log
(x + 5)^2 - 713595*x^5*log(x + 5)^4 - 4496214*x^6*log(x + 5)^3 - 9490923*x^7*log(x + 5)^2 + 19961*x^6*log(x +
5)^4 - 39826*x^7*log(x + 5)^3 - 293543*x^8*log(x + 5)^2 + 17147*x^7*log(x + 5)^4 + 86270*x^8*log(x + 5)^3 + 15
7373*x^9*log(x + 5)^2 + 1766*x^8*log(x + 5)^4 + 10022*x^9*log(x + 5)^3 + 20177*x^10*log(x + 5)^2 + 60*x^9*log(
x + 5)^4 + 360*x^10*log(x + 5)^3 + 755*x^11*log(x + 5)^2 - 8957952000))/(1120*(x + 6)^7) + (13*log((x*log(x +
5))/2 + log(x + 5)^2/4 + x^2/4)^6*(x + log(x + 5))*(x + 5)*(40176*x + 226800*log(x + 5) + 318384*x*log(x + 5)
+ 12429*x*log(x + 5)^2 + 148941*x^2*log(x + 5) - 752*x*log(x + 5)^3 + 33084*x^3*log(x + 5) + 3958*x^4*log(x +
5) + 258*x^5*log(x + 5) + 7*x^6*log(x + 5) + 29160*log(x + 5)^2 - 1545*log(x + 5)^3 + 238680*x^2 + 132807*x^3
+ 32734*x^4 + 4240*x^5 + 287*x^6 + 8*x^7 + 1218*x^2*log(x + 5)^2 - 99*x^2*log(x + 5)^3 - 21*x^3*log(x + 5)^2 -
2*x^3*log(x + 5)^3 - 233280))/(840*(x + 6)^7) + (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^3*(x + log(x
+ 5))*(x + 5)*(21765723840*x - 69826536000*log(x + 5) - 199614780000*x*log(x + 5) - 14709972600*x*log(x + 5)^2
- 101102440680*x^2*log(x + 5) + 13210237500*x*log(x + 5)^3 + 26902985244*x^3*log(x + 5) - 262293750*x*log(x +
5)^4 + 29878666326*x^4*log(x + 5) + 5057764030*x^5*log(x + 5) - 1134780623*x^6*log(x + 5) - 472445362*x^7*log
(x + 5) - 36637185*x^8*log(x + 5) + 6612266*x^9*log(x + 5) + 1550999*x^10*log(x + 5) + 119294*x^11*log(x + 5)
+ 3355*x^12*log(x + 5) - 51772122000*log(x + 5)^2 + 8481375000*log(x + 5)^3 + 136528125*log(x + 5)^4 - 1268409
26160*x^2 - 80550951768*x^3 + 1990221405*x^4 + 13226344836*x^5 + 3032693834*x^6 - 271002281*x^7 - 188422613*x^
8 - 19711598*x^9 + 1751788*x^10 + 547163*x^11 + 44754*x^12 + 1296*x^13 + 36219644190*x^2*log(x + 5)^2 + 469089
3750*x^2*log(x + 5)^3 + 21471954462*x^3*log(x + 5)^2 - 295165625*x^2*log(x + 5)^4 - 626657500*x^3*log(x + 5)^3
+ 1739785761*x^4*log(x + 5)^2 - 98007500*x^3*log(x + 5)^4 - 688372250*x^4*log(x + 5)^3 - 1445667444*x^5*log(x
+ 5)^2 - 9045975*x^4*log(x + 5)^4 - 127633040*x^5*log(x + 5)^3 - 402843611*x^6*log(x + 5)^2 + 2145786*x^5*log
(x + 5)^4 + 2942634*x^6*log(x + 5)^3 - 16310478*x^7*log(x + 5)^2 + 700213*x^6*log(x + 5)^4 + 4215412*x^7*log(x
+ 5)^3 + 8358539*x^8*log(x + 5)^2 + 84768*x^7*log(x + 5)^4 + 634762*x^8*log(x + 5)^3 + 1553440*x^9*log(x + 5)
^2 + 5006*x^8*log(x + 5)^4 + 41884*x^9*log(x + 5)^3 + 111441*x^10*log(x + 5)^2 + 120*x^9*log(x + 5)^4 + 1080*x
^10*log(x + 5)^3 + 3020*x^11*log(x + 5)^2 + 110308780800))/(4480*(x + 6)^9) - (log((x*log(x + 5))/2 + log(x +
5)^2/4 + x^2/4)^5*(x + log(x + 5))*(x + 5)*(4607326656*x - 416404800*log(x + 5) - 2759772384*x*log(x + 5) - 10
83317976*x*log(x + 5)^2 - 3360787848*x^2*log(x + 5) + 37135500*x*log(x + 5)^3 - 1596477108*x^3*log(x + 5) + 39
37950*x*log(x + 5)^4 - 294776154*x^4*log(x + 5) + 19902034*x^5*log(x + 5) + 19786131*x^6*log(x + 5) + 4050268*
x^7*log(x + 5) + 421270*x^8*log(x + 5) + 22994*x^9*log(x + 5) + 525*x^10*log(x + 5) - 714828240*log(x + 5)^2 -
31725000*log(x + 5)^3 + 4898625*log(x + 5)^4 + 269566704*x^2 - 1823785848*x^3 - 1107365871*x^4 - 270769224*x^
5 - 17781811*x^6 + 5964453*x^7 + 1672022*x^8 + 191275*x^9 + 10924*x^10 + 256*x^11 - 443040858*x^2*log(x + 5)^2
+ 53132550*x^2*log(x + 5)^3 + 8803638*x^3*log(x + 5)^2 + 1155910*x^2*log(x + 5)^4 + 23467280*x^3*log(x + 5)^3
+ 56012607*x^4*log(x + 5)^2 + 152976*x^3*log(x + 5)^4 + 5366124*x^4*log(x + 5)^3 + 18595914*x^5*log(x + 5)^2
+ 9663*x^4*log(x + 5)^4 + 730932*x^5*log(x + 5)^3 + 3076574*x^6*log(x + 5)^2 + 358*x^5*log(x + 5)^4 + 61202*x^
6*log(x + 5)^3 + 290658*x^7*log(x + 5)^2 + 6*x^6*log(x + 5)^4 + 2904*x^7*log(x + 5)^3 + 15001*x^8*log(x + 5)^2
+ 60*x^8*log(x + 5)^3 + 330*x^9*log(x + 5)^2 + 4358603520))/(2240*(x + 6)^9) - (log((x*log(x + 5))/2 + log(x
+ 5)^2/4 + x^2/4)^4*(x + log(x + 5))*(x + 5)*(29283120*x + 16686000*log(x + 5) + 1617840*x*log(x + 5) - 489217
5*x*log(x + 5)^2 - 9305055*x^2*log(x + 5) + 78100*x*log(x + 5)^3 - 4037592*x^3*log(x + 5) - 276175*x^4*log(x +
5) + 150336*x^5*log(x + 5) + 37135*x^6*log(x + 5) + 3352*x^7*log(x + 5) + 111*x^8*log(x + 5) - 4131000*log(x
+ 5)^2 - 88125*log(x + 5)^3 + 10161720*x^2 - 4063389*x^3 - 2685806*x^4 - 340471*x^5 + 55307*x^6 + 18912*x^7 +
1855*x^8 + 64*x^9 - 1391730*x^2*log(x + 5)^2 + 80250*x^2*log(x + 5)^3 + 106386*x^3*log(x + 5)^2 + 23424*x^3*lo
g(x + 5)^3 + 114768*x^4*log(x + 5)^2 + 3169*x^4*log(x + 5)^3 + 21387*x^5*log(x + 5)^2 + 216*x^5*log(x + 5)^3 +
1734*x^6*log(x + 5)^2 + 6*x^6*log(x + 5)^3 + 54*x^7*log(x + 5)^2 + 12830400))/(70*(x + 6)^7) - (log((x*log(x
+ 5))/2 + log(x + 5)^2/4 + x^2/4)*(x + log(x + 5))*(x + 5)*(13203870782400*x + 5894839800000*log(x + 5) - 5873
625900000*x*log(x + 5) + 691272225000*x*log(x + 5)^2 - 2173434525000*x^2*log(x + 5) + 646482187500*x*log(x + 5
)^3 + 2562231259500*x^3*log(x + 5) - 63647156250*x*log(x + 5)^4 + 587261269350*x^4*log(x + 5) - 372838202246*x
^5*log(x + 5) - 97864020705*x^6*log(x + 5) + 18979943252*x^7*log(x + 5) + 7089449858*x^8*log(x + 5) - 11344678
8*x^9*log(x + 5) - 216144344*x^10*log(x + 5) - 15767096*x^11*log(x + 5) + 1964352*x^12*log(x + 5) + 313634*x^1
3*log(x + 5) + 11865*x^14*log(x + 5) - 4209865650000*log(x + 5)^2 + 978496875000*log(x + 5)^3 - 39097734375*lo
g(x + 5)^4 - 355399105680*x^2 - 2378681435448*x^3 + 505833968841*x^4 + 327789344544*x^5 - 91589605165*x^6 - 38
834637823*x^7 + 4375649349*x^8 + 2465804393*x^9 + 24529201*x^10 - 69879405*x^11 - 6032474*x^12 + 583259*x^13 +
104664*x^14 + 4096*x^15 + 2526662553750*x^2*log(x + 5)^2 - 209526656250*x^2*log(x + 5)^3 + 102697143750*x^3*l
og(x + 5)^2 - 22219737500*x^2*log(x + 5)^4 - 196007575000*x^3*log(x + 5)^3 - 447600173925*x^4*log(x + 5)^2 + 2
860150000*x^3*log(x + 5)^4 - 10605950000*x^4*log(x + 5)^3 - 71141500802*x^5*log(x + 5)^2 + 2634502500*x^4*log(
x + 5)^4 + 14831551000*x^5*log(x + 5)^3 + 26792894326*x^6*log(x + 5)^2 + 255403400*x^5*log(x + 5)^4 + 25760812
00*x^6*log(x + 5)^3 + 6920938464*x^7*log(x + 5)^2 - 77942410*x^6*log(x + 5)^4 - 312511720*x^7*log(x + 5)^3 - 3
74710924*x^8*log(x + 5)^2 - 17347344*x^7*log(x + 5)^4 - 110668396*x^8*log(x + 5)^3 - 239611540*x^9*log(x + 5)^
2 - 220517*x^8*log(x + 5)^4 - 4284148*x^9*log(x + 5)^3 - 13793988*x^10*log(x + 5)^2 + 244138*x^9*log(x + 5)^4
+ 1283482*x^10*log(x + 5)^3 + 2420578*x^11*log(x + 5)^2 + 25806*x^10*log(x + 5)^4 + 157744*x^11*log(x + 5)^3 +
340921*x^12*log(x + 5)^2 + 840*x^11*log(x + 5)^4 + 5460*x^12*log(x + 5)^3 + 12390*x^13*log(x + 5)^2 + 8999172
576000))/(26880*(x + 6)^9) + (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^7*(x + log(x + 5))*(x + 5)*(79781
76*x + 17496000*log(x + 5) + 34642080*x*log(x + 5) + 2349000*x*log(x + 5)^2 + 22754520*x^2*log(x + 5) - 367140
*x*log(x + 5)^3 + 7531260*x^3*log(x + 5) + 16866*x*log(x + 5)^4 + 1487574*x^4*log(x + 5) + 190582*x^5*log(x +
5) + 15717*x^6*log(x + 5) + 734*x^7*log(x + 5) + 15*x^8*log(x + 5) + 4374000*log(x + 5)^2 - 556200*log(x + 5)^
3 + 22245*log(x + 5)^4 + 25975728*x^2 + 18978408*x^3 + 6862821*x^4 + 1463676*x^5 + 195884*x^6 + 16331*x^7 + 77
4*x^8 + 16*x^9 + 260910*x^2*log(x + 5)^2 - 73866*x^2*log(x + 5)^3 - 36594*x^3*log(x + 5)^2 + 4273*x^2*log(x +
5)^4 - 3028*x^3*log(x + 5)^3 - 5547*x^4*log(x + 5)^2 + 388*x^3*log(x + 5)^4 + 322*x^4*log(x + 5)^3 + 88*x^5*lo
g(x + 5)^2 + 6*x^4*log(x + 5)^4 + 4*x^5*log(x + 5)^3 + x^6*log(x + 5)^2 - 8398080))/(3360*(x + 6)^9))/log((x*l
og(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^4 + (((x + log(x + 5))*(x + 5)*(2420654625000*x*log(x + 5)^2 - 38469330
00000*log(x + 5) - 7721203500000*x*log(x + 5) - 6545725992000*x + 1593259875000*x^2*log(x + 5) + 646482187500*
x*log(x + 5)^3 + 4054767067500*x^3*log(x + 5) - 63647156250*x*log(x + 5)^4 + 464439867750*x^4*log(x + 5) - 514
128435590*x^5*log(x + 5) - 112388832225*x^6*log(x + 5) + 22788444500*x^7*log(x + 5) + 7974999170*x^8*log(x + 5
) - 98374020*x^9*log(x + 5) - 228055256*x^10*log(x + 5) - 17052728*x^11*log(x + 5) + 1922112*x^12*log(x + 5) +
313634*x^13*log(x + 5) + 11865*x^14*log(x + 5) - 2278307250000*log(x + 5)^2 + 978496875000*log(x + 5)^3 - 390
97734375*log(x + 5)^4 - 6275127315600*x^2 + 253534128840*x^3 + 1968830598345*x^4 + 342591447840*x^5 - 19023228
9325*x^6 - 52806905599*x^7 + 6395933253*x^8 + 3074206313*x^9 + 44670001*x^10 - 76832109*x^11 - 6849626*x^12 +
555611*x^13 + 104664*x^14 + 4096*x^15 + 2877411993750*x^2*log(x + 5)^2 - 209526656250*x^2*log(x + 5)^3 - 97956
56250*x^3*log(x + 5)^2 - 22219737500*x^2*log(x + 5)^4 - 196007575000*x^3*log(x + 5)^3 - 500640385125*x^4*log(x
+ 5)^2 + 2860150000*x^3*log(x + 5)^4 - 10605950000*x^4*log(x + 5)^3 - 74003795330*x^5*log(x + 5)^2 + 26345025
00*x^4*log(x + 5)^4 + 14831551000*x^5*log(x + 5)^3 + 28554204790*x^6*log(x + 5)^2 + 255403400*x^5*log(x + 5)^4
+ 2576081200*x^6*log(x + 5)^3 + 7237563360*x^7*log(x + 5)^2 - 77942410*x^6*log(x + 5)^4 - 312511720*x^7*log(x
+ 5)^3 - 375538060*x^8*log(x + 5)^2 - 17347344*x^7*log(x + 5)^4 - 110668396*x^8*log(x + 5)^3 - 244540564*x^9*
log(x + 5)^2 - 220517*x^8*log(x + 5)^4 - 4284148*x^9*log(x + 5)^3 - 14280132*x^10*log(x + 5)^2 + 244138*x^9*lo
g(x + 5)^4 + 1283482*x^10*log(x + 5)^3 + 2405218*x^11*log(x + 5)^2 + 25806*x^10*log(x + 5)^4 + 157744*x^11*log
(x + 5)^3 + 340921*x^12*log(x + 5)^2 + 840*x^11*log(x + 5)^4 + 5460*x^12*log(x + 5)^3 + 12390*x^13*log(x + 5)^
2 - 2449090080000))/(26880*(x + 6)^9) - (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)*(7380923194137600*x +
2588519203200000*log(x + 5) + 2498472889920000*x*log(x + 5) - 8071997075280000*x*log(x + 5)^2 - 78398860413600
00*x^2*log(x + 5) + 2340752175000000*x*log(x + 5)^3 - 4372020203572800*x^3*log(x + 5) + 1022124192187500*x*log
(x + 5)^4 + 3283213925766780*x^4*log(x + 5) - 239686150781250*x*log(x + 5)^5 + 2131866106805790*x^5*log(x + 5)
+ 3423986953125*x*log(x + 5)^6 - 386078250770775*x^6*log(x + 5) - 477405271720995*x^7*log(x + 5) - 6272222610
8084*x^8*log(x + 5) + 29221539747756*x^9*log(x + 5) + 9692876337257*x^10*log(x + 5) + 227200046630*x^11*log(x
+ 5) - 334547711112*x^12*log(x + 5) - 56770985606*x^13*log(x + 5) - 468802913*x^14*log(x + 5) + 893453157*x^15
*log(x + 5) + 117994784*x^16*log(x + 5) + 6601620*x^17*log(x + 5) + 144495*x^18*log(x + 5) - 399606890400000*l
og(x + 5)^2 - 2258624250000000*log(x + 5)^3 + 1144841343750000*log(x + 5)^4 - 105563882812500*log(x + 5)^5 - 1
923015234375*log(x + 5)^6 + 5688076212253440*x^2 - 1270502198904960*x^3 - 2082579855987600*x^4 + 3898350344251
80*x^5 + 589920183243945*x^6 - 19625159495820*x^7 - 106967495714470*x^8 - 20034825849679*x^9 + 5383665272313*x
^10 + 2271107205846*x^11 + 114499934270*x^12 - 67860564916*x^13 - 13135820763*x^14 - 284633066*x^15 + 18184369
6*x^16 + 25653959*x^17 + 1473601*x^18 + 32768*x^19 - 1059474966012000*x^2*log(x + 5)^2 + 4693083249375000*x^2*
log(x + 5)^3 + 6419043757006200*x^3*log(x + 5)^2 - 507746287265625*x^2*log(x + 5)^4 + 583608888562500*x^3*log(
x + 5)^3 + 2383240487337495*x^4*log(x + 5)^2 - 141071196796875*x^2*log(x + 5)^5 - 758859901031250*x^3*log(x +
5)^4 - 1434475524468750*x^4*log(x + 5)^3 - 1187919774077175*x^5*log(x + 5)^2 + 6165113656250*x^2*log(x + 5)^6
- 4099825921875*x^3*log(x + 5)^5 - 195420537093750*x^4*log(x + 5)^4 - 616313249521250*x^5*log(x + 5)^3 - 80151
9225700470*x^6*log(x + 5)^2 + 3242168256250*x^3*log(x + 5)^6 + 24064041881250*x^4*log(x + 5)^5 + 5140927106687
5*x^5*log(x + 5)^4 + 21333288492750*x^6*log(x + 5)^3 - 51896984868330*x^7*log(x + 5)^2 + 618209187500*x^4*log(
x + 5)^6 + 8588570092500*x^5*log(x + 5)^5 + 35035129488500*x^6*log(x + 5)^4 + 65271178302450*x^7*log(x + 5)^3
+ 62050731707993*x^8*log(x + 5)^2 - 65223674500*x^5*log(x + 5)^6 + 480694729500*x^6*log(x + 5)^5 + 46820820193
00*x^7*log(x + 5)^4 + 12810824496560*x^8*log(x + 5)^3 + 16096925833471*x^9*log(x + 5)^2 - 53049176950*x^6*log(
x + 5)^6 - 372724556400*x^7*log(x + 5)^5 - 916967952770*x^8*log(x + 5)^4 - 930399163300*x^9*log(x + 5)^3 - 220
385833780*x^10*log(x + 5)^2 - 9294789170*x^7*log(x + 5)^6 - 97388569830*x^8*log(x + 5)^5 - 367237514120*x^9*lo
g(x + 5)^4 - 678381508380*x^10*log(x + 5)^3 - 665924552476*x^11*log(x + 5)^2 - 193941977*x^8*log(x + 5)^6 - 64
14732612*x^9*log(x + 5)^5 - 35494478455*x^10*log(x + 5)^4 - 83023251560*x^11*log(x + 5)^3 - 97384728583*x^12*l
og(x + 5)^2 + 184409671*x^9*log(x + 5)^6 + 1211250951*x^10*log(x + 5)^5 + 2901178940*x^11*log(x + 5)^4 + 30065
94370*x^12*log(x + 5)^3 + 948086863*x^13*log(x + 5)^2 + 34157900*x^10*log(x + 5)^6 + 303323475*x^11*log(x + 5)
^5 + 1052528600*x^12*log(x + 5)^4 + 1861480710*x^13*log(x + 5)^3 + 1789727146*x^14*log(x + 5)^2 + 2956024*x^11
*log(x + 5)^6 + 29188344*x^12*log(x + 5)^5 + 110931265*x^13*log(x + 5)^4 + 212808630*x^14*log(x + 5)^3 + 22045
0510*x^15*log(x + 5)^2 + 133092*x^12*log(x + 5)^6 + 1399842*x^13*log(x + 5)^5 + 5589260*x^14*log(x + 5)^4 + 11
165810*x^15*log(x + 5)^3 + 11971319*x^16*log(x + 5)^2 + 2520*x^13*log(x + 5)^6 + 27720*x^14*log(x + 5)^5 + 114
450*x^15*log(x + 5)^4 + 234780*x^16*log(x + 5)^3 + 257257*x^17*log(x + 5)^2 + 3343537668096000))/(161280*(x +
6)^11) - (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^5*(x + log(x + 5))*(x + 5)*(246088938240*x - 17153078
4000*log(x + 5) - 597324637440*x*log(x + 5) - 205423277040*x*log(x + 5)^2 - 729006706800*x^2*log(x + 5) + 1442
8167120*x*log(x + 5)^3 - 414017737776*x^3*log(x + 5) + 2643706125*x*log(x + 5)^4 - 110620280295*x^4*log(x + 5)
- 80097000*x*log(x + 5)^5 - 3666651204*x^5*log(x + 5) + 6929493113*x^6*log(x + 5) + 2430939108*x^7*log(x + 5)
+ 437974204*x^8*log(x + 5) + 48630680*x^9*log(x + 5) + 3361791*x^10*log(x + 5) + 133588*x^11*log(x + 5) + 234
3*x^12*log(x + 5) - 116586345600*log(x + 5)^2 - 5501422800*log(x + 5)^3 + 2645257500*log(x + 5)^4 - 72907875*l
og(x + 5)^5 - 217483678080*x^2 - 440382651984*x^3 - 285112278756*x^4 - 93642808095*x^5 - 14320947849*x^6 + 583
400893*x^7 + 736956704*x^8 + 161753284*x^9 + 19474256*x^10 + 1405754*x^11 + 57361*x^12 + 1024*x^13 - 102080188
440*x^2*log(x + 5)^2 + 22280266170*x^2*log(x + 5)^3 + 2647765890*x^3*log(x + 5)^2 + 1006016775*x^2*log(x + 5)^
4 + 12540298260*x^3*log(x + 5)^3 + 21533251530*x^4*log(x + 5)^2 - 33448280*x^2*log(x + 5)^5 + 182498690*x^3*lo
g(x + 5)^4 + 3930740635*x^4*log(x + 5)^3 + 9921604765*x^5*log(x + 5)^2 - 6693756*x^3*log(x + 5)^5 + 16623570*x
^4*log(x + 5)^4 + 792155780*x^5*log(x + 5)^3 + 2445332310*x^6*log(x + 5)^2 - 662865*x^4*log(x + 5)^5 + 912975*
x^5*log(x + 5)^4 + 109308120*x^6*log(x + 5)^3 + 382683360*x^7*log(x + 5)^2 - 31844*x^5*log(x + 5)^5 + 53405*x^
6*log(x + 5)^4 + 10369780*x^7*log(x + 5)^3 + 39394150*x^8*log(x + 5)^2 - 912*x^6*log(x + 5)^5 + 1890*x^7*log(x
+ 5)^4 + 643865*x^8*log(x + 5)^3 + 2596935*x^9*log(x + 5)^2 - 12*x^7*log(x + 5)^5 + 30*x^8*log(x + 5)^4 + 236
40*x^9*log(x + 5)^3 + 99870*x^10*log(x + 5)^2 + 390*x^10*log(x + 5)^3 + 1710*x^11*log(x + 5)^2 + 282679372800)
)/(13440*(x + 6)^11) - (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^4*(x + log(x + 5))*(x + 5)*(52071595200
*x + 17233560000*log(x + 5) - 16909884000*x*log(x + 5) - 21556611000*x*log(x + 5)^2 - 43857628200*x^2*log(x +
5) + 779845500*x*log(x + 5)^3 - 23997523140*x^3*log(x + 5) + 82696950*x*log(x + 5)^4 - 4132099170*x^4*log(x +
5) + 695852730*x^5*log(x + 5) + 438575119*x^6*log(x + 5) + 86139532*x^7*log(x + 5) + 8868942*x^8*log(x + 5) +
482874*x^9*log(x + 5) + 11025*x^10*log(x + 5) - 13712490000*log(x + 5)^2 - 666225000*log(x + 5)^3 + 102871125*
log(x + 5)^4 + 13540912560*x^2 - 19239303384*x^3 - 14305080987*x^4 - 3488441832*x^5 - 51788079*x^6 + 153590921
*x^7 + 36508174*x^8 + 4046471*x^9 + 229404*x^10 + 5376*x^11 - 8859665250*x^2*log(x + 5)^2 + 1115783550*x^2*log
(x + 5)^3 + 269866350*x^3*log(x + 5)^2 + 24274110*x^2*log(x + 5)^4 + 492812880*x^3*log(x + 5)^3 + 1184928555*x
^4*log(x + 5)^2 + 3212496*x^3*log(x + 5)^4 + 112688604*x^4*log(x + 5)^3 + 390944786*x^5*log(x + 5)^2 + 202923*
x^4*log(x + 5)^4 + 15349572*x^5*log(x + 5)^3 + 64615478*x^6*log(x + 5)^2 + 7518*x^5*log(x + 5)^4 + 1285242*x^6
*log(x + 5)^3 + 6103818*x^7*log(x + 5)^2 + 126*x^6*log(x + 5)^4 + 60984*x^7*log(x + 5)^3 + 315021*x^8*log(x +
5)^2 + 1260*x^8*log(x + 5)^3 + 6930*x^9*log(x + 5)^2 + 29183328000))/(6720*(x + 6)^9) + (log((x*log(x + 5))/2
+ log(x + 5)^2/4 + x^2/4)^3*(x + log(x + 5))*(x + 5)*(5454904338000*x*log(x + 5)^2 - 17653813920000*log(x + 5)
- 30735279187200*x*log(x + 5) - 27067389753600*x - 8741786295600*x^2*log(x + 5) + 3895778754000*x*log(x + 5)^
3 + 13453139203920*x^3*log(x + 5) - 183030609375*x*log(x + 5)^4 + 11230936742205*x^4*log(x + 5) - 11457937500*
x*log(x + 5)^5 + 2797114391736*x^5*log(x + 5) - 229681333132*x^6*log(x + 5) - 273689979282*x^7*log(x + 5) - 55
946102079*x^8*log(x + 5) - 1751050590*x^9*log(x + 5) + 1224609181*x^10*log(x + 5) + 253732178*x^11*log(x + 5)
+ 23845978*x^12*log(x + 5) + 1152646*x^13*log(x + 5) + 23255*x^14*log(x + 5) - 3009137040000*log(x + 5)^2 + 20
94283350000*log(x + 5)^3 + 73725187500*log(x + 5)^4 - 13193409375*log(x + 5)^5 - 35680341628800*x^2 - 15647127
676560*x^3 + 2611169056620*x^4 + 4745865678741*x^5 + 1535325295251*x^6 + 59126754748*x^7 - 82711525867*x^8 - 2
1677663989*x^9 - 1510188042*x^10 + 282600054*x^11 + 74941841*x^12 + 7546574*x^13 + 377461*x^14 + 7776*x^15 + 1
3825090513800*x^2*log(x + 5)^2 + 1639568927250*x^2*log(x + 5)^3 + 8234295429690*x^3*log(x + 5)^2 - 26184407812
5*x^2*log(x + 5)^4 - 382987772340*x^3*log(x + 5)^3 + 1152225303330*x^4*log(x + 5)^2 - 1966803125*x^2*log(x + 5
)^5 - 119822284375*x^3*log(x + 5)^4 - 490169365475*x^4*log(x + 5)^3 - 653315814185*x^5*log(x + 5)^2 + 12735217
50*x^3*log(x + 5)^5 - 20586052125*x^4*log(x + 5)^4 - 145670558320*x^5*log(x + 5)^3 - 313724781960*x^6*log(x +
5)^2 + 766675525*x^4*log(x + 5)^5 + 1893714065*x^5*log(x + 5)^4 - 11931512675*x^6*log(x + 5)^3 - 47272442945*x
^7*log(x + 5)^2 + 196554816*x^5*log(x + 5)^5 + 1611440955*x^6*log(x + 5)^4 + 3631576310*x^7*log(x + 5)^3 + 197
1979350*x^8*log(x + 5)^2 + 30269673*x^6*log(x + 5)^5 + 355348215*x^7*log(x + 5)^4 + 1252296915*x^8*log(x + 5)^
3 + 1868459985*x^9*log(x + 5)^2 + 3022198*x^7*log(x + 5)^5 + 43575665*x^8*log(x + 5)^4 + 181108780*x^9*log(x +
5)^3 + 319301620*x^10*log(x + 5)^2 + 192926*x^8*log(x + 5)^5 + 3202030*x^9*log(x + 5)^4 + 14640565*x^10*log(x
+ 5)^3 + 27930275*x^11*log(x + 5)^2 + 7200*x^9*log(x + 5)^5 + 132690*x^10*log(x + 5)^4 + 647650*x^11*log(x +
5)^3 + 1297380*x^12*log(x + 5)^2 + 120*x^10*log(x + 5)^5 + 2400*x^11*log(x + 5)^4 + 12300*x^12*log(x + 5)^3 +
25500*x^13*log(x + 5)^2 - 4542521472000))/(26880*(x + 6)^11) + (log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)
^7*(x + log(x + 5))*(x + 5)*(858283776*x + 1301702400*log(x + 5) + 3494161152*x*log(x + 5) + 319185360*x*log(x
+ 5)^2 + 2926415952*x^2*log(x + 5) - 102066480*x*log(x + 5)^3 + 1256898384*x^3*log(x + 5) + 11303865*x*log(x
+ 5)^4 + 338989365*x^4*log(x + 5) - 393828*x*log(x + 5)^5 + 64329936*x^5*log(x + 5) + 8870642*x^6*log(x + 5) +
847242*x^7*log(x + 5) + 51864*x^8*log(x + 5) + 1890*x^9*log(x + 5) + 31*x^10*log(x + 5) + 566870400*log(x + 5
)^2 - 130150800*log(x + 5)^3 + 12012300*log(x + 5)^4 - 361575*log(x + 5)^5 + 2650154112*x^2 + 2384700912*x^3 +
1122533964*x^4 + 329454765*x^5 + 65336475*x^6 + 9014434*x^7 + 854411*x^8 + 52934*x^9 + 1941*x^10 + 32*x^11 +
4889160*x^2*log(x + 5)^2 - 23432670*x^2*log(x + 5)^3 - 25563510*x^3*log(x + 5)^2 + 3707835*x^2*log(x + 5)^4 +
73020*x^3*log(x + 5)^3 - 4436430*x^4*log(x + 5)^2 - 155783*x^2*log(x + 5)^5 + 452735*x^3*log(x + 5)^4 + 592945
*x^4*log(x + 5)^3 - 16805*x^5*log(x + 5)^2 - 27246*x^3*log(x + 5)^5 + 945*x^4*log(x + 5)^4 + 44840*x^5*log(x +
5)^3 + 27300*x^6*log(x + 5)^2 - 1910*x^4*log(x + 5)^5 - 2650*x^5*log(x + 5)^4 - 1055*x^6*log(x + 5)^3 - 65*x^
7*log(x + 5)^2 - 24*x^5*log(x + 5)^5 - 30*x^6*log(x + 5)^4 - 10*x^7*log(x + 5)^3 - 302330880))/(20160*(x + 6)^
11) + (11*log((x*log(x + 5))/2 + log(x + 5)^2/4 + x^2/4)^6*(x + log(x + 5))*(x + 5)*(7978176*x + 17496000*log(
x + 5) + 34642080*x*log(x + 5) + 2349000*x*log(x + 5)^2 + 22754520*x^2*log(x + 5) - 367140*x*log(x + 5)^3 + 75
31260*x^3*log(x + 5) + 16866*x*log(x + 5)^4 + 1487574*x^4*log(x + 5) + 190582*x^5*log(x + 5) + 15717*x^6*log(x
+ 5) + 734*x^7*log(x + 5) + 15*x^8*log(x + 5) + 4374000*log(x + 5)^2 - 556200*log(x + 5)^3 + 22245*log(x + 5)
^4 + 25975728*x^2 + 18978408*x^3 + 6862821*x^4 + 1463676*x^5 + 195884*x^6 + 16331*x^7 + 774*x^8 + 16*x^9 + 260
910*x^2*log(x + 5)^2 - 73866*x^2*log(x + 5)^3 - 36594*x^3*log(x + 5)^2 + 4273*x^2*log(x + 5)^4 - 3028*x^3*log(
x + 5)^3 - 5547*x^4*log(x + 5)^2 + 388*x^3*log(x + 5)^4 + 322*x^4*log(x + 5)^3 + 88*x^5*log(x + 5)^2 + 6*x^4*l
og(x + 5)^4 + 4*x^5*log(x + 5)^3 + x^6*log(x + 5)^2 - 8398080))/(3360*(x + 6)^9) + (log((x*log(x + 5))/2 + log
(x + 5)^2/4 + x^2/4)^2*(x + log(x + 5))*(x + 5)*(212207584320*x + 95090760000*log(x + 5) - 345035700000*x*log(
x + 5) - 81023409000*x*log(x + 5)^2 - 275988886200*x^2*log(x + 5) + 39630712500*x*log(x + 5)^3 + 43338149460*x
^3*log(x + 5) - 786881250*x*log(x + 5)^4 + 73523961090*x^4*log(x + 5) + 13129766970*x^5*log(x + 5) - 318179492
5*x^6*log(x + 5) - 1313600790*x^7*log(x + 5) - 96099843*x^8*log(x + 5) + 20699006*x^9*log(x + 5) + 4674501*x^1
0*log(x + 5) + 357882*x^11*log(x + 5) + 10065*x^12*log(x + 5) - 180697230000*log(x + 5)^2 + 25444125000*log(x
+ 5)^3 + 409584375*log(x + 5)^4 - 122354601840*x^2 - 165528842760*x^3 - 7168771305*x^4 + 28580574348*x^5 + 718
6256094*x^6 - 753273851*x^7 - 499667327*x^8 - 49424202*x^9 + 5892292*x^10 + 1657873*x^11 + 134262*x^12 + 3888*
x^13 + 88485845850*x^2*log(x + 5)^2 + 14072681250*x^2*log(x + 5)^3 + 59470410330*x^3*log(x + 5)^2 - 885496875*
x^2*log(x + 5)^4 - 1879972500*x^3*log(x + 5)^3 + 4940054115*x^4*log(x + 5)^2 - 294022500*x^3*log(x + 5)^4 - 20
65116750*x^4*log(x + 5)^3 - 4195815260*x^5*log(x + 5)^2 - 27137925*x^4*log(x + 5)^4 - 382899120*x^5*log(x + 5)
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387027200*x^3 + 375835075200*x^4 + 187917537600*x^5 + 68903097120*x^6 + 19139749200*x^7 + (28709623800*x^8)/7
+ (4784937300*x^9)/7 + 88609950*x^10 + 8860995*x^11 + (1342575*x^12)/2 + (149175*x^13)/4 + (11475*x^14)/8 + (3
825*x^15)/112 + (85*x^16)/224)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 18
1579926528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*
x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) + log(x + 5)^6*(((6059157633*x)/896 + (53108874
21*x^2)/1280 + (8661106213*x^3)/7680 + (267178273*x^4)/3840 - (99180277*x^5)/2880 - (176090117*x^6)/20736 - (5
1942377*x^7)/80640 + (41627*x^8)/6720 + (4379*x^9)/1920 + (3*x^10)/160 + 9331412157/2240)/(1175462461440*x + 1
371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808328960*x^7
+ 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 47
0184984576) + ((30112902080467*x)/1452971520 + (3037951280303*x^2)/207567360 + (538726179319*x^3)/95800320 + (
5114039683*x^4)/3991680 + (317693251*x^5)/1814400 + (35582675*x^6)/2612736 + (128073*x^7)/250880 + x^8/196 + 1
3280574308263/1089728640)/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 1815799
26528*x^5 + 50438868480*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11
+ 98280*x^12 + 3780*x^13 + 90*x^14 + x^15 + 470184984576) - ((750006979482967*x)/1452971520 + (70258193735669*
x^2)/207567360 + (10712041041337*x^3)/95800320 + (9038912621*x^4)/498960 + (2277245567*x^5)/3628800 - (6400268
05*x^6)/2612736 - (28453037*x^7)/752640 - (44477*x^8)/23520 - (5*x^9)/288 + 68361561729113/217945728)/(1175462
461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 1080
8328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14
+ x^15 + 470184984576)) + (log(x + 5)^8*((23378469*x)/3584 + (114490083*x^2)/17920 + (100531757*x^3)/32256 +
(13881029*x^4)/16128 + (4981*x^5)/36 + (99445*x^6)/8064 + (2277*x^7)/4480 + x^8/224 + 7912305/3584))/(11754624
61440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 50438868480*x^6 + 10808
328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x^13 + 90*x^14
+ x^15 + 470184984576) - 96535/32256) + (log(x + 5)*((6472565129058361670034*x)/7 + (15102653483483387788329*x
^2)/14 + (21814949871097558217415*x^3)/28 + (87259826102353119512037*x^4)/224 + (319952535547656090534471*x^5)
/2240 + (50785963779359523191967*x^6)/1280 + (152356895801095881373803*x^7)/17920 + (7255065255462666789033*x^
8)/5120 + (235125546006863350779*x^9)/1280 + (11852199895711719784571*x^10)/645120 + (898215908996184968501*x^
11)/645120 + (49875956983855652537*x^12)/645120 + (105212919475573821*x^13)/35840 + (26489953638700187*x^14)/4
30080 + (17923419889589*x^16)/215040 + (2376710120881*x^17)/71680 + (67707713323*x^18)/14336 + (64121548223*x^
19)/161280 + (6708350833*x^20)/322560 + (58114907*x^21)/92160 + (734161*x^22)/86016 + 12945129937762683173868/
35))/(1175462461440*x + 1371372871680*x^2 + 990435962880*x^3 + 495217981440*x^4 + 181579926528*x^5 + 504388684
80*x^6 + 10808328960*x^7 + 1801388160*x^8 + 233513280*x^9 + 23351328*x^10 + 1769040*x^11 + 98280*x^12 + 3780*x
^13 + 90*x^14 + x^15 + 470184984576)
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sympy [B] time = 4.51, size = 201, normalized size = 7.73 \begin {gather*} \frac {x^{8} - 40 x^{7} + 700 x^{6} - 7000 x^{5} + 43750 x^{4} - 175000 x^{3} + 437500 x^{2} - 625000 x + \left (- 32 x^{2} + 320 x - 800\right ) \log {\left (\frac {x^{2}}{4} + \frac {x \log {\left (x + 5 \right )}}{2} + \frac {\log {\left (x + 5 \right )}^{2}}{4} \right )}^{6} + \left (24 x^{4} - 480 x^{3} + 3600 x^{2} - 12000 x + 15000\right ) \log {\left (\frac {x^{2}}{4} + \frac {x \log {\left (x + 5 \right )}}{2} + \frac {\log {\left (x + 5 \right )}^{2}}{4} \right )}^{4} + \left (- 8 x^{6} + 240 x^{5} - 3000 x^{4} + 20000 x^{3} - 75000 x^{2} + 150000 x - 125000\right ) \log {\left (\frac {x^{2}}{4} + \frac {x \log {\left (x + 5 \right )}}{2} + \frac {\log {\left (x + 5 \right )}^{2}}{4} \right )}^{2} + 390625}{\log {\left (\frac {x^{2}}{4} + \frac {x \log {\left (x + 5 \right )}}{2} + \frac {\log {\left (x + 5 \right )}^{2}}{4} \right )}^{8}} \end {gather*}
Verification of antiderivative is not currently implemented for this CAS.
[In]
integrate((((-64*x**2+1600)*ln(5+x)-64*x**3+1600*x)*ln(1/4*ln(5+x)**2+1/2*x*ln(5+x)+1/4*x**2)**7+(128*x**3-512
*x**2-4480*x+19200)*ln(1/4*ln(5+x)**2+1/2*x*ln(5+x)+1/4*x**2)**6+((96*x**4-960*x**3+24000*x-60000)*ln(5+x)+96*
x**5-960*x**4+24000*x**2-60000*x)*ln(1/4*ln(5+x)**2+1/2*x*ln(5+x)+1/4*x**2)**5+(-192*x**5+2688*x**4-5760*x**3-
76800*x**2+456000*x-720000)*ln(1/4*ln(5+x)**2+1/2*x*ln(5+x)+1/4*x**2)**4+((-48*x**6+960*x**5-6000*x**4+150000*
x**2-600000*x+750000)*ln(5+x)-48*x**7+960*x**6-6000*x**5+150000*x**3-600000*x**2+750000*x)*ln(1/4*ln(5+x)**2+1
/2*x*ln(5+x)+1/4*x**2)**3+(96*x**7-2304*x**6+18720*x**5-24000*x**4-540000*x**3+3600000*x**2-9300000*x+9000000)
*ln(1/4*ln(5+x)**2+1/2*x*ln(5+x)+1/4*x**2)**2+((8*x**8-240*x**7+2800*x**6-14000*x**5+350000*x**3-1750000*x**2+
3750000*x-3125000)*ln(5+x)+8*x**9-240*x**8+2800*x**7-14000*x**6+350000*x**4-1750000*x**3+3750000*x**2-3125000*
x)*ln(1/4*ln(5+x)**2+1/2*x*ln(5+x)+1/4*x**2)-16*x**9+544*x**8-7360*x**7+44800*x**6-28000*x**5-1400000*x**4+980
0000*x**3-32000000*x**2+53750000*x-37500000)/((5+x)*ln(5+x)+x**2+5*x)/ln(1/4*ln(5+x)**2+1/2*x*ln(5+x)+1/4*x**2
)**9,x)
[Out]
(x**8 - 40*x**7 + 700*x**6 - 7000*x**5 + 43750*x**4 - 175000*x**3 + 437500*x**2 - 625000*x + (-32*x**2 + 320*x
- 800)*log(x**2/4 + x*log(x + 5)/2 + log(x + 5)**2/4)**6 + (24*x**4 - 480*x**3 + 3600*x**2 - 12000*x + 15000)
*log(x**2/4 + x*log(x + 5)/2 + log(x + 5)**2/4)**4 + (-8*x**6 + 240*x**5 - 3000*x**4 + 20000*x**3 - 75000*x**2
+ 150000*x - 125000)*log(x**2/4 + x*log(x + 5)/2 + log(x + 5)**2/4)**2 + 390625)/log(x**2/4 + x*log(x + 5)/2
+ log(x + 5)**2/4)**8
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