1,1,134,1374,0.017000," ","int((m*x^8+l*x^7+k*x^6+j*x^5+h*x^4+g*x^3+f*x^2+e*x+d)/(c*x^6+b*x^3+a),x)","\frac{m \,x^{3}}{3 c}+\frac{l \,x^{2}}{2 c}+\frac{k x}{c}+\frac{\left(\left(-b m +c j \right) \RootOf \left(\textit{\_Z}^{6} c +\textit{\_Z}^{3} b +a \right)^{5}+\left(-b l +c h \right) \RootOf \left(\textit{\_Z}^{6} c +\textit{\_Z}^{3} b +a \right)^{4}+\left(-b k +c g \right) \RootOf \left(\textit{\_Z}^{6} c +\textit{\_Z}^{3} b +a \right)^{3}+\left(-a m +c f \right) \RootOf \left(\textit{\_Z}^{6} c +\textit{\_Z}^{3} b +a \right)^{2}-a k +c d +\left(-a l +c e \right) \RootOf \left(\textit{\_Z}^{6} c +\textit{\_Z}^{3} b +a \right)\right) \ln \left(-\RootOf \left(\textit{\_Z}^{6} c +\textit{\_Z}^{3} b +a \right)+x \right)}{3 c \left(2 \RootOf \left(\textit{\_Z}^{6} c +\textit{\_Z}^{3} b +a \right)^{5} c +\RootOf \left(\textit{\_Z}^{6} c +\textit{\_Z}^{3} b +a \right)^{2} b \right)}"," ",0,"1/3*m*x^3/c+1/2*l*x^2/c+k*x/c+1/3/c*sum(((-b*m+c*j)*_R^5+(-b*l+c*h)*_R^4+(-b*k+c*g)*_R^3+(-a*m+c*f)*_R^2+(-a*l+c*e)*_R-a*k+c*d)/(2*_R^5*c+_R^2*b)*ln(-_R+x),_R=RootOf(_Z^6*c+_Z^3*b+a))","C"
2,0,0,120,0.000000," ","int(1/(b*x^n+c*x^(2*n)+a),x)","\int \frac{1}{b \,x^{n}+c \,x^{2 n}+a}\, dx"," ",0,"int(1/(b*x^n+c*x^(2*n)+a),x)","F"
3,0,0,255,0.030000," ","int((e*x+d)/(b*x^n+c*x^(2*n)+a),x)","\int \frac{e x +d}{b \,x^{n}+c \,x^{2 n}+a}\, dx"," ",0,"int((e*x+d)/(b*x^n+c*x^(2*n)+a),x)","F"
4,0,0,388,0.036000," ","int((f*x^2+e*x+d)/(b*x^n+c*x^(2*n)+a),x)","\int \frac{f \,x^{2}+e x +d}{b \,x^{n}+c \,x^{2 n}+a}\, dx"," ",0,"int((f*x^2+e*x+d)/(b*x^n+c*x^(2*n)+a),x)","F"
5,0,0,521,0.042000," ","int((g*x^3+f*x^2+e*x+d)/(b*x^n+c*x^(2*n)+a),x)","\int \frac{g \,x^{3}+f \,x^{2}+e x +d}{b \,x^{n}+c \,x^{2 n}+a}\, dx"," ",0,"int((g*x^3+f*x^2+e*x+d)/(b*x^n+c*x^(2*n)+a),x)","F"
6,0,0,275,0.066000," ","int(1/(b*x^n+c*x^(2*n)+a)^2,x)","\int \frac{1}{\left(b \,x^{n}+c \,x^{2 n}+a \right)^{2}}\, dx"," ",0,"int(1/(b*x^n+c*x^(2*n)+a)^2,x)","F"
7,0,0,718,0.089000," ","int((e*x+d)/(b*x^n+c*x^(2*n)+a)^2,x)","\int \frac{e x +d}{\left(b \,x^{n}+c \,x^{2 n}+a \right)^{2}}\, dx"," ",0,"int((e*x+d)/(b*x^n+c*x^(2*n)+a)^2,x)","F"
8,0,0,1158,0.073000," ","int((f*x^2+e*x+d)/(b*x^n+c*x^(2*n)+a)^2,x)","\int \frac{f \,x^{2}+e x +d}{\left(b \,x^{n}+c \,x^{2 n}+a \right)^{2}}\, dx"," ",0,"int((f*x^2+e*x+d)/(b*x^n+c*x^(2*n)+a)^2,x)","F"
9,0,0,1598,0.086000," ","int((g*x^3+f*x^2+e*x+d)/(b*x^n+c*x^(2*n)+a)^2,x)","\int \frac{g \,x^{3}+f \,x^{2}+e x +d}{\left(b \,x^{n}+c \,x^{2 n}+a \right)^{2}}\, dx"," ",0,"int((g*x^3+f*x^2+e*x+d)/(b*x^n+c*x^(2*n)+a)^2,x)","F"
10,0,0,71,0.066000," ","int((-a*h*x^(-1+1/2*n)+c*f*x^(n-1)+c*g*x^(2*n-1)+c*h*x^(-1+5/2*n))/(b*x^n+c*x^(2*n)+a)^(3/2),x)","\int \frac{-a h \,x^{\frac{n}{2}-1}+c f \,x^{n -1}+c g \,x^{2 n -1}+c h \,x^{\frac{5 n}{2}-1}}{\left(b \,x^{n}+c \,x^{2 n}+a \right)^{\frac{3}{2}}}\, dx"," ",0,"int((-a*h*x^(-1+1/2*n)+c*f*x^(n-1)+c*g*x^(2*n-1)+c*h*x^(-1+5/2*n))/(b*x^n+c*x^(2*n)+a)^(3/2),x)","F"
11,1,33,20,0.051000," ","int((b*x^n+c*x^(2*n)+a)^p*(a+b*(n*p+n+1)*x^n+c*(1+2*(p+1)*n)*x^(2*n)),x)","\left(b \,x^{n}+c \,x^{2 n}+a \right) x \left(b \,x^{n}+c \,x^{2 n}+a \right)^{p}"," ",0,"x*(a+b*x^n+c*(x^n)^2)*(a+b*x^n+c*(x^n)^2)^p","A"
12,0,0,39,0.095000," ","int(x^(-1+1/4*n)*(-a*h+c*f*x^(1/4*n)+c*g*x^(3/4*n)+c*h*x^n)/(a+c*x^n)^(3/2),x)","\int \frac{\left(c f \,x^{\frac{n}{4}}+c g \,x^{\frac{3 n}{4}}+c h \,x^{n}-a h \right) x^{\frac{n}{4}-1}}{\left(c \,x^{n}+a \right)^{\frac{3}{2}}}\, dx"," ",0,"int(x^(-1+1/4*n)*(-a*h+c*f*x^(1/4*n)+c*g*x^(3/4*n)+c*h*x^n)/(a+c*x^n)^(3/2),x)","F"
13,0,0,55,0.089000," ","int((d*x)^(1/4*n-1)*(c*f*x^(1/4*n)+c*g*x^(3/4*n)+c*h*x^n-a*h)/(c*x^n+a)^(3/2),x)","\int \frac{\left(c f \,x^{\frac{n}{4}}+c g \,x^{\frac{3 n}{4}}+c h \,x^{n}-a h \right) \left(d x \right)^{\frac{n}{4}-1}}{\left(c \,x^{n}+a \right)^{\frac{3}{2}}}\, dx"," ",0,"int((d*x)^(1/4*n-1)*(c*f*x^(1/4*n)+c*g*x^(3/4*n)+c*h*x^n-a*h)/(c*x^n+a)^(3/2),x)","F"
14,0,0,71,0.029000," ","int(x^(1/2*n-1)*(-a*h+c*f*x^(1/2*n)+c*g*x^(3/2*n)+c*h*x^(2*n))/(b*x^n+c*x^(2*n)+a)^(3/2),x)","\int \frac{\left(c f \,x^{\frac{n}{2}}+c g \,x^{\frac{3 n}{2}}+c h \,x^{2 n}-a h \right) x^{\frac{n}{2}-1}}{\left(b \,x^{n}+c \,x^{2 n}+a \right)^{\frac{3}{2}}}\, dx"," ",0,"int(x^(1/2*n-1)*(-a*h+c*f*x^(1/2*n)+c*g*x^(3/2*n)+c*h*x^(2*n))/(b*x^n+c*x^(2*n)+a)^(3/2),x)","F"
15,0,0,87,0.025000," ","int((d*x)^(1/2*n-1)*(c*f*x^(1/2*n)+c*g*x^(3/2*n)+c*h*x^(2*n)-a*h)/(b*x^n+c*x^(2*n)+a)^(3/2),x)","\int \frac{\left(c f \,x^{\frac{n}{2}}+c g \,x^{\frac{3 n}{2}}+c h \,x^{2 n}-a h \right) \left(d x \right)^{\frac{n}{2}-1}}{\left(b \,x^{n}+c \,x^{2 n}+a \right)^{\frac{3}{2}}}\, dx"," ",0,"int((d*x)^(1/2*n-1)*(c*f*x^(1/2*n)+c*g*x^(3/2*n)+c*h*x^(2*n)-a*h)/(b*x^n+c*x^(2*n)+a)^(3/2),x)","F"
16,0,0,29,0.058000," ","int((g*x)^m*(b*x^n+c*x^(2*n)+a)^p*(a*(m+1)+b*(n*p+m+n+1)*x^n+c*(1+m+2*(p+1)*n)*x^(2*n)),x)","\int \left(\left(p n +m +n +1\right) b \,x^{n}+\left(m +2 \left(p +1\right) n +1\right) c \,x^{2 n}+\left(m +1\right) a \right) \left(g x \right)^{m} \left(b \,x^{n}+c \,x^{2 n}+a \right)^{p}\, dx"," ",0,"int((g*x)^m*(b*x^n+c*x^(2*n)+a)^p*(a*(m+1)+b*(n*p+m+n+1)*x^n+c*(1+m+2*(p+1)*n)*x^(2*n)),x)","F"
17,0,0,485,0.031000," ","int((A+B*x^n+C*x^(2*n)+D*x^(3*n))/(b*x^n+c*x^(2*n)+a)^2,x)","\int \frac{B \,x^{n}+C \,x^{2 n}+D x^{3 n}+A}{\left(b \,x^{n}+c \,x^{2 n}+a \right)^{2}}\, dx"," ",0,"int((A+B*x^n+C*x^(2*n)+D*x^(3*n))/(b*x^n+c*x^(2*n)+a)^2,x)","F"