1,1,65,0,0.1713879,"\int \frac{(a+a \cos (e+f x))^2 \sec ^2(e+f x)}{-c+c \cos (e+f x)} \, dx","Int[((a + a*Cos[e + f*x])^2*Sec[e + f*x]^2)/(-c + c*Cos[e + f*x]),x]","-\frac{a^2 \tan (e+f x)}{c f}-\frac{3 a^2 \tanh ^{-1}(\sin (e+f x))}{c f}+\frac{4 a^2 \sin (e+f x)}{c f (1-\cos (e+f x))}","-\frac{a^2 \tan (e+f x)}{c f}-\frac{3 a^2 \tanh ^{-1}(\sin (e+f x))}{c f}+\frac{4 a^2 \sin (e+f x)}{c f (1-\cos (e+f x))}",1,"(-3*a^2*ArcTanh[Sin[e + f*x]])/(c*f) + (4*a^2*Sin[e + f*x])/(c*f*(1 - Cos[e + f*x])) - (a^2*Tan[e + f*x])/(c*f)","A",6,5,35,0.1429,1,"{2952, 2648, 3770, 3767, 8}"