1,0,0,0,0.000000," ","integrate(arcsinh(c*x)/(e*x+d),x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(c x\right)}{e x + d}\,{d x}"," ",0,"integrate(arcsinh(c*x)/(e*x + d), x)","F",0
2,0,0,0,0.000000," ","integrate(arcsinh(c*x)^2/(e*x+d),x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(c x\right)^{2}}{e x + d}\,{d x}"," ",0,"integrate(arcsinh(c*x)^2/(e*x + d), x)","F",0
3,0,0,0,0.000000," ","integrate(arcsinh(c*x)^3/(e*x+d),x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(c x\right)^{3}}{e x + d}\,{d x}"," ",0,"integrate(arcsinh(c*x)^3/(e*x + d), x)","F",0
4,-2,0,0,0.000000," ","integrate((e*x+d)^3*(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
5,-2,0,0,0.000000," ","integrate((e*x+d)^2*(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
6,1,124,0,0.823119," ","integrate((e*x+d)*(a+b*arcsinh(c*x)),x, algorithm=""giac"")","{\left(x \log\left(c x + \sqrt{c^{2} x^{2} + 1}\right) - \frac{\sqrt{c^{2} x^{2} + 1}}{c}\right)} b d + a d x + \frac{1}{4} \, {\left(2 \, a x^{2} + {\left(2 \, x^{2} \log\left(c x + \sqrt{c^{2} x^{2} + 1}\right) - c {\left(\frac{\sqrt{c^{2} x^{2} + 1} x}{c^{2}} + \frac{\log\left(-x {\left| c \right|} + \sqrt{c^{2} x^{2} + 1}\right)}{c^{2} {\left| c \right|}}\right)}\right)} b\right)} e"," ",0,"(x*log(c*x + sqrt(c^2*x^2 + 1)) - sqrt(c^2*x^2 + 1)/c)*b*d + a*d*x + 1/4*(2*a*x^2 + (2*x^2*log(c*x + sqrt(c^2*x^2 + 1)) - c*(sqrt(c^2*x^2 + 1)*x/c^2 + log(-x*abs(c) + sqrt(c^2*x^2 + 1))/(c^2*abs(c))))*b)*e","A",0
7,1,41,0,0.232238," ","integrate(a+b*arcsinh(c*x),x, algorithm=""giac"")","{\left(x \log\left(c x + \sqrt{c^{2} x^{2} + 1}\right) - \frac{\sqrt{c^{2} x^{2} + 1}}{c}\right)} b + a x"," ",0,"(x*log(c*x + sqrt(c^2*x^2 + 1)) - sqrt(c^2*x^2 + 1)/c)*b + a*x","A",0
8,0,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))/(e*x+d),x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(c x\right) + a}{e x + d}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)/(e*x + d), x)","F",0
9,1,214,0,0.861161," ","integrate((a+b*arcsinh(c*x))/(e*x+d)^2,x, algorithm=""giac"")","{\left(\frac{c e^{\left(-1\right)} \log\left(-c^{2} d + \sqrt{c^{2} d^{2} + e^{2}} {\left| c \right|}\right) \mathrm{sgn}\left(\frac{1}{x e + d}\right)}{\sqrt{c^{2} d^{2} + e^{2}}} - \frac{c e^{\left(-1\right)} \log\left(-c^{2} d + \sqrt{c^{2} d^{2} + e^{2}} {\left(\sqrt{c^{2} - \frac{2 \, c^{2} d}{x e + d} + \frac{c^{2} d^{2}}{{\left(x e + d\right)}^{2}} + \frac{e^{2}}{{\left(x e + d\right)}^{2}}} + \frac{\sqrt{c^{2} d^{2} e^{2} + e^{4}} e^{\left(-1\right)}}{x e + d}\right)}\right)}{\sqrt{c^{2} d^{2} + e^{2}} \mathrm{sgn}\left(\frac{1}{x e + d}\right)} - \frac{e^{\left(-1\right)} \log\left(c x + \sqrt{c^{2} x^{2} + 1}\right)}{x e + d}\right)} b - \frac{a e^{\left(-1\right)}}{x e + d}"," ",0,"(c*e^(-1)*log(-c^2*d + sqrt(c^2*d^2 + e^2)*abs(c))*sgn(1/(x*e + d))/sqrt(c^2*d^2 + e^2) - c*e^(-1)*log(-c^2*d + sqrt(c^2*d^2 + e^2)*(sqrt(c^2 - 2*c^2*d/(x*e + d) + c^2*d^2/(x*e + d)^2 + e^2/(x*e + d)^2) + sqrt(c^2*d^2*e^2 + e^4)*e^(-1)/(x*e + d)))/(sqrt(c^2*d^2 + e^2)*sgn(1/(x*e + d))) - e^(-1)*log(c*x + sqrt(c^2*x^2 + 1))/(x*e + d))*b - a*e^(-1)/(x*e + d)","B",0
10,0,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))/(e*x+d)^3,x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(c x\right) + a}{{\left(e x + d\right)}^{3}}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)/(e*x + d)^3, x)","F",0
11,0,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))/(e*x+d)^4,x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(c x\right) + a}{{\left(e x + d\right)}^{4}}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)/(e*x + d)^4, x)","F",0
12,-2,0,0,0.000000," ","integrate((e*x+d)^3*(a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
13,-2,0,0,0.000000," ","integrate((e*x+d)^2*(a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
14,-2,0,0,0.000000," ","integrate((e*x+d)*(a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
15,1,111,0,0.784693," ","integrate((a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","2 \, {\left(x \log\left(c x + \sqrt{c^{2} x^{2} + 1}\right) - \frac{\sqrt{c^{2} x^{2} + 1}}{c}\right)} a b + {\left(x \log\left(c x + \sqrt{c^{2} x^{2} + 1}\right)^{2} + 2 \, c {\left(\frac{x}{c} - \frac{\sqrt{c^{2} x^{2} + 1} \log\left(c x + \sqrt{c^{2} x^{2} + 1}\right)}{c^{2}}\right)}\right)} b^{2} + a^{2} x"," ",0,"2*(x*log(c*x + sqrt(c^2*x^2 + 1)) - sqrt(c^2*x^2 + 1)/c)*a*b + (x*log(c*x + sqrt(c^2*x^2 + 1))^2 + 2*c*(x/c - sqrt(c^2*x^2 + 1)*log(c*x + sqrt(c^2*x^2 + 1))/c^2))*b^2 + a^2*x","B",0
16,0,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))^2/(e*x+d),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(c x\right) + a\right)}^{2}}{e x + d}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)^2/(e*x + d), x)","F",0
17,0,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))^2/(e*x+d)^2,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(c x\right) + a\right)}^{2}}{{\left(e x + d\right)}^{2}}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)^2/(e*x + d)^2, x)","F",0
18,0,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))^2/(e*x+d)^3,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(c x\right) + a\right)}^{2}}{{\left(e x + d\right)}^{3}}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)^2/(e*x + d)^3, x)","F",0
19,0,0,0,0.000000," ","integrate((e*x+d)^3/(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\int \frac{{\left(e x + d\right)}^{3}}{b \operatorname{arsinh}\left(c x\right) + a}\,{d x}"," ",0,"integrate((e*x + d)^3/(b*arcsinh(c*x) + a), x)","F",0
20,0,0,0,0.000000," ","integrate((e*x+d)^2/(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\int \frac{{\left(e x + d\right)}^{2}}{b \operatorname{arsinh}\left(c x\right) + a}\,{d x}"," ",0,"integrate((e*x + d)^2/(b*arcsinh(c*x) + a), x)","F",0
21,0,0,0,0.000000," ","integrate((e*x+d)/(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\int \frac{e x + d}{b \operatorname{arsinh}\left(c x\right) + a}\,{d x}"," ",0,"integrate((e*x + d)/(b*arcsinh(c*x) + a), x)","F",0
22,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\int \frac{1}{b \operatorname{arsinh}\left(c x\right) + a}\,{d x}"," ",0,"integrate(1/(b*arcsinh(c*x) + a), x)","F",0
23,0,0,0,0.000000," ","integrate(1/(e*x+d)/(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\int \frac{1}{{\left(e x + d\right)} {\left(b \operatorname{arsinh}\left(c x\right) + a\right)}}\,{d x}"," ",0,"integrate(1/((e*x + d)*(b*arcsinh(c*x) + a)), x)","F",0
24,0,0,0,0.000000," ","integrate(1/(e*x+d)^2/(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\int \frac{1}{{\left(e x + d\right)}^{2} {\left(b \operatorname{arsinh}\left(c x\right) + a\right)}}\,{d x}"," ",0,"integrate(1/((e*x + d)^2*(b*arcsinh(c*x) + a)), x)","F",0
25,0,0,0,0.000000," ","integrate((e*x+d)^2/(a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","\int \frac{{\left(e x + d\right)}^{2}}{{\left(b \operatorname{arsinh}\left(c x\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate((e*x + d)^2/(b*arcsinh(c*x) + a)^2, x)","F",0
26,0,0,0,0.000000," ","integrate((e*x+d)/(a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","\int \frac{e x + d}{{\left(b \operatorname{arsinh}\left(c x\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate((e*x + d)/(b*arcsinh(c*x) + a)^2, x)","F",0
27,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","\int \frac{1}{{\left(b \operatorname{arsinh}\left(c x\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)^(-2), x)","F",0
28,0,0,0,0.000000," ","integrate(1/(e*x+d)/(a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","\int \frac{1}{{\left(e x + d\right)} {\left(b \operatorname{arsinh}\left(c x\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate(1/((e*x + d)*(b*arcsinh(c*x) + a)^2), x)","F",0
29,0,0,0,0.000000," ","integrate(1/(e*x+d)^2/(a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","\int \frac{1}{{\left(e x + d\right)}^{2} {\left(b \operatorname{arsinh}\left(c x\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate(1/((e*x + d)^2*(b*arcsinh(c*x) + a)^2), x)","F",0
30,0,0,0,0.000000," ","integrate((e*x+d)^m*(a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(c x\right) + a\right)}^{2} {\left(e x + d\right)}^{m}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)^2*(e*x + d)^m, x)","F",0
31,0,0,0,0.000000," ","integrate((e*x+d)^m*(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(c x\right) + a\right)} {\left(e x + d\right)}^{m}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)*(e*x + d)^m, x)","F",0
32,0,0,0,0.000000," ","integrate((e*x+d)^m/(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\int \frac{{\left(e x + d\right)}^{m}}{b \operatorname{arsinh}\left(c x\right) + a}\,{d x}"," ",0,"integrate((e*x + d)^m/(b*arcsinh(c*x) + a), x)","F",0
33,0,0,0,0.000000," ","integrate((e*x+d)^m/(a+b*arcsinh(c*x))^2,x, algorithm=""giac"")","\int \frac{{\left(e x + d\right)}^{m}}{{\left(b \operatorname{arsinh}\left(c x\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate((e*x + d)^m/(b*arcsinh(c*x) + a)^2, x)","F",0
34,-2,0,0,0.000000," ","integrate((g*x+f)^3*(a+b*arcsinh(c*x))*(c^2*d*x^2+d)^(1/2),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
35,-2,0,0,0.000000," ","integrate((g*x+f)^2*(a+b*arcsinh(c*x))*(c^2*d*x^2+d)^(1/2),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
36,-2,0,0,0.000000," ","integrate((g*x+f)*(a+b*arcsinh(c*x))*(c^2*d*x^2+d)^(1/2),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
37,-2,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))*(c^2*d*x^2+d)^(1/2)/(g*x+f),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
38,-2,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))*(c^2*d*x^2+d)^(1/2)/(g*x+f)^2,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
39,-2,0,0,0.000000," ","integrate((g*x+f)^3*(c^2*d*x^2+d)^(3/2)*(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
40,-2,0,0,0.000000," ","integrate((g*x+f)^2*(c^2*d*x^2+d)^(3/2)*(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
41,-2,0,0,0.000000," ","integrate((g*x+f)*(c^2*d*x^2+d)^(3/2)*(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
42,-2,0,0,0.000000," ","integrate((c^2*d*x^2+d)^(3/2)*(a+b*arcsinh(c*x))/(g*x+f),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
43,-2,0,0,0.000000," ","integrate((g*x+f)^3*(c^2*d*x^2+d)^(5/2)*(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
44,-2,0,0,0.000000," ","integrate((g*x+f)^2*(c^2*d*x^2+d)^(5/2)*(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
45,-2,0,0,0.000000," ","integrate((g*x+f)*(c^2*d*x^2+d)^(5/2)*(a+b*arcsinh(c*x)),x, algorithm=""giac"")","\text{Exception raised: RuntimeError}"," ",0,"Exception raised: RuntimeError >> An error occurred running a Giac command:INPUT:sage2OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
46,-2,0,0,0.000000," ","integrate((c^2*d*x^2+d)^(5/2)*(a+b*arcsinh(c*x))/(g*x+f),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
47,0,0,0,0.000000," ","integrate((g*x+f)^3*(a+b*arcsinh(c*x))/(c^2*d*x^2+d)^(1/2),x, algorithm=""giac"")","\int \frac{{\left(g x + f\right)}^{3} {\left(b \operatorname{arsinh}\left(c x\right) + a\right)}}{\sqrt{c^{2} d x^{2} + d}}\,{d x}"," ",0,"integrate((g*x + f)^3*(b*arcsinh(c*x) + a)/sqrt(c^2*d*x^2 + d), x)","F",0
48,0,0,0,0.000000," ","integrate((g*x+f)^2*(a+b*arcsinh(c*x))/(c^2*d*x^2+d)^(1/2),x, algorithm=""giac"")","\int \frac{{\left(g x + f\right)}^{2} {\left(b \operatorname{arsinh}\left(c x\right) + a\right)}}{\sqrt{c^{2} d x^{2} + d}}\,{d x}"," ",0,"integrate((g*x + f)^2*(b*arcsinh(c*x) + a)/sqrt(c^2*d*x^2 + d), x)","F",0
49,0,0,0,0.000000," ","integrate((g*x+f)*(a+b*arcsinh(c*x))/(c^2*d*x^2+d)^(1/2),x, algorithm=""giac"")","\int \frac{{\left(g x + f\right)} {\left(b \operatorname{arsinh}\left(c x\right) + a\right)}}{\sqrt{c^{2} d x^{2} + d}}\,{d x}"," ",0,"integrate((g*x + f)*(b*arcsinh(c*x) + a)/sqrt(c^2*d*x^2 + d), x)","F",0
50,0,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))/(c^2*d*x^2+d)^(1/2),x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(c x\right) + a}{\sqrt{c^{2} d x^{2} + d}}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)/sqrt(c^2*d*x^2 + d), x)","F",0
51,0,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))/(g*x+f)/(c^2*d*x^2+d)^(1/2),x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(c x\right) + a}{\sqrt{c^{2} d x^{2} + d} {\left(g x + f\right)}}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)/(sqrt(c^2*d*x^2 + d)*(g*x + f)), x)","F",0
52,0,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))/(g*x+f)^2/(c^2*d*x^2+d)^(1/2),x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(c x\right) + a}{\sqrt{c^{2} d x^{2} + d} {\left(g x + f\right)}^{2}}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)/(sqrt(c^2*d*x^2 + d)*(g*x + f)^2), x)","F",0
53,-1,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))^n*log(h*(g*x+f)^m)/(c^2*x^2+1)^(1/2),x, algorithm=""giac"")","\text{Timed out}"," ",0,"Timed out","F(-1)",0
54,-2,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))^2*log(h*(g*x+f)^m)/(c^2*x^2+1)^(1/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Evaluation time: 7.14Unable to divide, perhaps due to rounding error%%%{720,[0,4,1,1,1,1,4,0]%%%}+%%%{-1260,[0,4,1,1,1,1,3,1]%%%}+%%%{360,[0,4,1,1,1,1,2,2]%%%}+%%%{180,[0,4,1,1,1,1,1,3]%%%}+%%%{-144,[0,4,1,1,1,0,4,0]%%%}+%%%{387,[0,4,1,1,1,0,3,1]%%%}+%%%{-282,[0,4,1,1,1,0,2,2]%%%}+%%%{-51,[0,4,1,1,1,0,1,3]%%%}+%%%{180,[0,4,1,1,1,0,0,4]%%%}+%%%{480,[0,2,3,1,1,1,2,0]%%%}+%%%{420,[0,2,3,1,1,1,1,1]%%%}+%%%{-256,[0,2,3,1,1,0,2,0]%%%}+%%%{1,[0,2,3,1,1,0,1,1]%%%}+%%%{540,[0,2,3,1,1,0,0,2]%%%}+%%%{-480,[0,0,5,1,1,1,0,0]%%%}+%%%{256,[0,0,5,1,1,0,0,0]%%%} / %%%{1800,[0,1,0,0,0,0,0,0]%%%} Error: Bad Argument Value","F(-2)",0
55,0,0,0,0.000000," ","integrate((a+b*arcsinh(c*x))*log(h*(g*x+f)^m)/(c^2*x^2+1)^(1/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(c x\right) + a\right)} \log\left({\left(g x + f\right)}^{m} h\right)}{\sqrt{c^{2} x^{2} + 1}}\,{d x}"," ",0,"integrate((b*arcsinh(c*x) + a)*log((g*x + f)^m*h)/sqrt(c^2*x^2 + 1), x)","F",0
56,0,0,0,0.000000," ","integrate(log(h*(g*x+f)^m)/(c^2*x^2+1)^(1/2),x, algorithm=""giac"")","\int \frac{\log\left({\left(g x + f\right)}^{m} h\right)}{\sqrt{c^{2} x^{2} + 1}}\,{d x}"," ",0,"integrate(log((g*x + f)^m*h)/sqrt(c^2*x^2 + 1), x)","F",0
57,0,0,0,0.000000," ","integrate(log(h*(g*x+f)^m)/(a+b*arcsinh(c*x))/(c^2*x^2+1)^(1/2),x, algorithm=""giac"")","\int \frac{\log\left({\left(g x + f\right)}^{m} h\right)}{\sqrt{c^{2} x^{2} + 1} {\left(b \operatorname{arsinh}\left(c x\right) + a\right)}}\,{d x}"," ",0,"integrate(log((g*x + f)^m*h)/(sqrt(c^2*x^2 + 1)*(b*arcsinh(c*x) + a)), x)","F",0
58,1,162,0,1.003660," ","integrate(x^3*arcsinh(b*x+a),x, algorithm=""giac"")","\frac{1}{4} \, x^{4} \log\left(b x + a + \sqrt{{\left(b x + a\right)}^{2} + 1}\right) - \frac{1}{96} \, {\left(\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} {\left({\left(2 \, x {\left(\frac{3 \, x}{b^{2}} - \frac{7 \, a}{b^{3}}\right)} + \frac{26 \, a^{2} b^{3} - 9 \, b^{3}}{b^{7}}\right)} x - \frac{5 \, {\left(10 \, a^{3} b^{2} - 11 \, a b^{2}\right)}}{b^{7}}\right)} - \frac{3 \, {\left(8 \, a^{4} - 24 \, a^{2} + 3\right)} \log\left(-a b - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} {\left| b \right|}\right)}{b^{4} {\left| b \right|}}\right)} b"," ",0,"1/4*x^4*log(b*x + a + sqrt((b*x + a)^2 + 1)) - 1/96*(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*((2*x*(3*x/b^2 - 7*a/b^3) + (26*a^2*b^3 - 9*b^3)/b^7)*x - 5*(10*a^3*b^2 - 11*a*b^2)/b^7) - 3*(8*a^4 - 24*a^2 + 3)*log(-a*b - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*abs(b))/(b^4*abs(b)))*b","A",0
59,1,131,0,0.329337," ","integrate(x^2*arcsinh(b*x+a),x, algorithm=""giac"")","\frac{1}{3} \, x^{3} \log\left(b x + a + \sqrt{{\left(b x + a\right)}^{2} + 1}\right) - \frac{1}{18} \, {\left(\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} {\left(x {\left(\frac{2 \, x}{b^{2}} - \frac{5 \, a}{b^{3}}\right)} + \frac{11 \, a^{2} b - 4 \, b}{b^{5}}\right)} + \frac{3 \, {\left(2 \, a^{3} - 3 \, a\right)} \log\left(-a b - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} {\left| b \right|}\right)}{b^{3} {\left| b \right|}}\right)} b"," ",0,"1/3*x^3*log(b*x + a + sqrt((b*x + a)^2 + 1)) - 1/18*(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*(x*(2*x/b^2 - 5*a/b^3) + (11*a^2*b - 4*b)/b^5) + 3*(2*a^3 - 3*a)*log(-a*b - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*abs(b))/(b^3*abs(b)))*b","A",0
60,1,111,0,0.363670," ","integrate(x*arcsinh(b*x+a),x, algorithm=""giac"")","\frac{1}{2} \, x^{2} \log\left(b x + a + \sqrt{{\left(b x + a\right)}^{2} + 1}\right) - \frac{1}{4} \, {\left(\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} {\left(\frac{x}{b^{2}} - \frac{3 \, a}{b^{3}}\right)} - \frac{{\left(2 \, a^{2} - 1\right)} \log\left(-a b - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} {\left| b \right|}\right)}{b^{2} {\left| b \right|}}\right)} b"," ",0,"1/2*x^2*log(b*x + a + sqrt((b*x + a)^2 + 1)) - 1/4*(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*(x/b^2 - 3*a/b^3) - (2*a^2 - 1)*log(-a*b - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*abs(b))/(b^2*abs(b)))*b","A",0
61,1,92,0,0.359208," ","integrate(arcsinh(b*x+a),x, algorithm=""giac"")","-b {\left(\frac{a \log\left(-a b - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} {\left| b \right|}\right)}{b {\left| b \right|}} + \frac{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}}{b^{2}}\right)} + x \log\left(b x + a + \sqrt{{\left(b x + a\right)}^{2} + 1}\right)"," ",0,"-b*(a*log(-a*b - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*abs(b))/(b*abs(b)) + sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)/b^2) + x*log(b*x + a + sqrt((b*x + a)^2 + 1))","B",0
62,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)/x,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)}{x}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)/x, x)","F",0
63,1,110,0,0.449321," ","integrate(arcsinh(b*x+a)/x^2,x, algorithm=""giac"")","\frac{b \log\left(\frac{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} - 2 \, \sqrt{a^{2} + 1} \right|}}{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} + 2 \, \sqrt{a^{2} + 1} \right|}}\right)}{\sqrt{a^{2} + 1}} - \frac{\log\left(b x + a + \sqrt{{\left(b x + a\right)}^{2} + 1}\right)}{x}"," ",0,"b*log(abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) - 2*sqrt(a^2 + 1))/abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) + 2*sqrt(a^2 + 1)))/sqrt(a^2 + 1) - log(b*x + a + sqrt((b*x + a)^2 + 1))/x","B",0
64,1,199,0,0.608494," ","integrate(arcsinh(b*x+a)/x^3,x, algorithm=""giac"")","-\frac{1}{2} \, {\left(\frac{a b \log\left(\frac{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} - 2 \, \sqrt{a^{2} + 1} \right|}}{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} + 2 \, \sqrt{a^{2} + 1} \right|}}\right)}{{\left(a^{2} + 1\right)}^{\frac{3}{2}}} - \frac{2 \, {\left({\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a b + a^{2} {\left| b \right|} + {\left| b \right|}\right)}}{{\left({\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} - a^{2} - 1\right)} {\left(a^{2} + 1\right)}}\right)} b - \frac{\log\left(b x + a + \sqrt{{\left(b x + a\right)}^{2} + 1}\right)}{2 \, x^{2}}"," ",0,"-1/2*(a*b*log(abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) - 2*sqrt(a^2 + 1))/abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) + 2*sqrt(a^2 + 1)))/(a^2 + 1)^(3/2) - 2*((x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a*b + a^2*abs(b) + abs(b))/(((x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2 - a^2 - 1)*(a^2 + 1)))*b - 1/2*log(b*x + a + sqrt((b*x + a)^2 + 1))/x^2","B",0
65,1,381,0,0.470336," ","integrate(arcsinh(b*x+a)/x^4,x, algorithm=""giac"")","\frac{1}{6} \, b {\left(\frac{{\left(2 \, a^{2} b^{2} - b^{2}\right)} \log\left(\frac{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} - 2 \, \sqrt{a^{2} + 1} \right|}}{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} + 2 \, \sqrt{a^{2} + 1} \right|}}\right)}{{\left(a^{4} + 2 \, a^{2} + 1\right)} \sqrt{a^{2} + 1}} - \frac{2 \, {\left(2 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a^{2} b^{2} - 6 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{4} b^{2} - 4 \, a^{5} b {\left| b \right|} - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} b^{2} - 7 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{2} b^{2} - 8 \, a^{3} b {\left| b \right|} - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} b^{2} - 4 \, a b {\left| b \right|}\right)}}{{\left(a^{4} + 2 \, a^{2} + 1\right)} {\left({\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} - a^{2} - 1\right)}^{2}}\right)} - \frac{\log\left(b x + a + \sqrt{{\left(b x + a\right)}^{2} + 1}\right)}{3 \, x^{3}}"," ",0,"1/6*b*((2*a^2*b^2 - b^2)*log(abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) - 2*sqrt(a^2 + 1))/abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) + 2*sqrt(a^2 + 1)))/((a^4 + 2*a^2 + 1)*sqrt(a^2 + 1)) - 2*(2*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a^2*b^2 - 6*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^4*b^2 - 4*a^5*b*abs(b) - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*b^2 - 7*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^2*b^2 - 8*a^3*b*abs(b) - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*b^2 - 4*a*b*abs(b))/((a^4 + 2*a^2 + 1)*((x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2 - a^2 - 1)^2)) - 1/3*log(b*x + a + sqrt((b*x + a)^2 + 1))/x^3","B",0
66,1,709,0,0.569959," ","integrate(arcsinh(b*x+a)/x^5,x, algorithm=""giac"")","-\frac{1}{24} \, b {\left(\frac{3 \, {\left(2 \, a^{3} b^{3} - 3 \, a b^{3}\right)} \log\left(\frac{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} - 2 \, \sqrt{a^{2} + 1} \right|}}{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} + 2 \, \sqrt{a^{2} + 1} \right|}}\right)}{{\left(a^{6} + 3 \, a^{4} + 3 \, a^{2} + 1\right)} \sqrt{a^{2} + 1}} - \frac{2 \, {\left(6 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{5} a^{3} b^{3} - 16 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a^{5} b^{3} + 42 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{7} b^{3} + 12 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{6} b^{2} {\left| b \right|} + 20 \, a^{8} b^{2} {\left| b \right|} - 9 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{5} a b^{3} + 8 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a^{3} b^{3} + 93 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{5} b^{3} + 36 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{4} b^{2} {\left| b \right|} + 56 \, a^{6} b^{2} {\left| b \right|} + 24 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a b^{3} + 60 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{3} b^{3} + 36 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{2} b^{2} {\left| b \right|} + 48 \, a^{4} b^{2} {\left| b \right|} + 9 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a b^{3} + 12 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} b^{2} {\left| b \right|} + 8 \, a^{2} b^{2} {\left| b \right|} - 4 \, b^{2} {\left| b \right|}\right)}}{{\left(a^{6} + 3 \, a^{4} + 3 \, a^{2} + 1\right)} {\left({\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} - a^{2} - 1\right)}^{3}}\right)} - \frac{\log\left(b x + a + \sqrt{{\left(b x + a\right)}^{2} + 1}\right)}{4 \, x^{4}}"," ",0,"-1/24*b*(3*(2*a^3*b^3 - 3*a*b^3)*log(abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) - 2*sqrt(a^2 + 1))/abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) + 2*sqrt(a^2 + 1)))/((a^6 + 3*a^4 + 3*a^2 + 1)*sqrt(a^2 + 1)) - 2*(6*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^5*a^3*b^3 - 16*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a^5*b^3 + 42*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^7*b^3 + 12*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^6*b^2*abs(b) + 20*a^8*b^2*abs(b) - 9*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^5*a*b^3 + 8*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a^3*b^3 + 93*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^5*b^3 + 36*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^4*b^2*abs(b) + 56*a^6*b^2*abs(b) + 24*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a*b^3 + 60*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^3*b^3 + 36*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^2*b^2*abs(b) + 48*a^4*b^2*abs(b) + 9*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a*b^3 + 12*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*b^2*abs(b) + 8*a^2*b^2*abs(b) - 4*b^2*abs(b))/((a^6 + 3*a^4 + 3*a^2 + 1)*((x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2 - a^2 - 1)^3)) - 1/4*log(b*x + a + sqrt((b*x + a)^2 + 1))/x^4","B",0
67,0,0,0,0.000000," ","integrate(x^3*arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int x^{3} \operatorname{arsinh}\left(b x + a\right)^{2}\,{d x}"," ",0,"integrate(x^3*arcsinh(b*x + a)^2, x)","F",0
68,0,0,0,0.000000," ","integrate(x^2*arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int x^{2} \operatorname{arsinh}\left(b x + a\right)^{2}\,{d x}"," ",0,"integrate(x^2*arcsinh(b*x + a)^2, x)","F",0
69,0,0,0,0.000000," ","integrate(x*arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int x \operatorname{arsinh}\left(b x + a\right)^{2}\,{d x}"," ",0,"integrate(x*arcsinh(b*x + a)^2, x)","F",0
70,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int \operatorname{arsinh}\left(b x + a\right)^{2}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^2, x)","F",0
71,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^2/x,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{2}}{x}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^2/x, x)","F",0
72,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^2/x^2,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{2}}{x^{2}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^2/x^2, x)","F",0
73,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^2/x^3,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{2}}{x^{3}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^2/x^3, x)","F",0
74,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^2/x^4,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{2}}{x^{4}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^2/x^4, x)","F",0
75,0,0,0,0.000000," ","integrate(x^2*arcsinh(b*x+a)^3,x, algorithm=""giac"")","\int x^{2} \operatorname{arsinh}\left(b x + a\right)^{3}\,{d x}"," ",0,"integrate(x^2*arcsinh(b*x + a)^3, x)","F",0
76,0,0,0,0.000000," ","integrate(x*arcsinh(b*x+a)^3,x, algorithm=""giac"")","\int x \operatorname{arsinh}\left(b x + a\right)^{3}\,{d x}"," ",0,"integrate(x*arcsinh(b*x + a)^3, x)","F",0
77,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^3,x, algorithm=""giac"")","\int \operatorname{arsinh}\left(b x + a\right)^{3}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^3, x)","F",0
78,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^3/x,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{3}}{x}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^3/x, x)","F",0
79,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^3/x^2,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{3}}{x^{2}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^3/x^2, x)","F",0
80,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^3/x^3,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{3}}{x^{3}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^3/x^3, x)","F",0
81,0,0,0,0.000000," ","integrate(x^2/arcsinh(b*x+a),x, algorithm=""giac"")","\int \frac{x^{2}}{\operatorname{arsinh}\left(b x + a\right)}\,{d x}"," ",0,"integrate(x^2/arcsinh(b*x + a), x)","F",0
82,0,0,0,0.000000," ","integrate(x/arcsinh(b*x+a),x, algorithm=""giac"")","\int \frac{x}{\operatorname{arsinh}\left(b x + a\right)}\,{d x}"," ",0,"integrate(x/arcsinh(b*x + a), x)","F",0
83,0,0,0,0.000000," ","integrate(1/arcsinh(b*x+a),x, algorithm=""giac"")","\int \frac{1}{\operatorname{arsinh}\left(b x + a\right)}\,{d x}"," ",0,"integrate(1/arcsinh(b*x + a), x)","F",0
84,0,0,0,0.000000," ","integrate(1/x/arcsinh(b*x+a),x, algorithm=""giac"")","\int \frac{1}{x \operatorname{arsinh}\left(b x + a\right)}\,{d x}"," ",0,"integrate(1/(x*arcsinh(b*x + a)), x)","F",0
85,0,0,0,0.000000," ","integrate(x^2/arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int \frac{x^{2}}{\operatorname{arsinh}\left(b x + a\right)^{2}}\,{d x}"," ",0,"integrate(x^2/arcsinh(b*x + a)^2, x)","F",0
86,0,0,0,0.000000," ","integrate(x/arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int \frac{x}{\operatorname{arsinh}\left(b x + a\right)^{2}}\,{d x}"," ",0,"integrate(x/arcsinh(b*x + a)^2, x)","F",0
87,0,0,0,0.000000," ","integrate(1/arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int \frac{1}{\operatorname{arsinh}\left(b x + a\right)^{2}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^(-2), x)","F",0
88,0,0,0,0.000000," ","integrate(1/x/arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int \frac{1}{x \operatorname{arsinh}\left(b x + a\right)^{2}}\,{d x}"," ",0,"integrate(1/(x*arcsinh(b*x + a)^2), x)","F",0
89,0,0,0,0.000000," ","integrate(x^2/arcsinh(b*x+a)^3,x, algorithm=""giac"")","\int \frac{x^{2}}{\operatorname{arsinh}\left(b x + a\right)^{3}}\,{d x}"," ",0,"integrate(x^2/arcsinh(b*x + a)^3, x)","F",0
90,0,0,0,0.000000," ","integrate(x/arcsinh(b*x+a)^3,x, algorithm=""giac"")","\int \frac{x}{\operatorname{arsinh}\left(b x + a\right)^{3}}\,{d x}"," ",0,"integrate(x/arcsinh(b*x + a)^3, x)","F",0
91,0,0,0,0.000000," ","integrate(1/arcsinh(b*x+a)^3,x, algorithm=""giac"")","\int \frac{1}{\operatorname{arsinh}\left(b x + a\right)^{3}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^(-3), x)","F",0
92,0,0,0,0.000000," ","integrate(1/x/arcsinh(b*x+a)^3,x, algorithm=""giac"")","\int \frac{1}{x \operatorname{arsinh}\left(b x + a\right)^{3}}\,{d x}"," ",0,"integrate(1/(x*arcsinh(b*x + a)^3), x)","F",0
93,-1,0,0,0.000000," ","integrate(x^m*(a+b*arcsinh(d*x+c))^n,x, algorithm=""giac"")","\text{Timed out}"," ",0,"Timed out","F(-1)",0
94,0,0,0,0.000000," ","integrate(x^2*(a+b*arcsinh(d*x+c))^n,x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{n} x^{2}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^n*x^2, x)","F",0
95,0,0,0,0.000000," ","integrate(x*(a+b*arcsinh(d*x+c))^n,x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{n} x\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^n*x, x)","F",0
96,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^n,x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{n}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^n, x)","F",0
97,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^n/x,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{n}}{x}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^n/x, x)","F",0
98,0,0,0,0.000000," ","integrate(x^2*(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \sqrt{b \operatorname{arsinh}\left(d x + c\right) + a} x^{2}\,{d x}"," ",0,"integrate(sqrt(b*arcsinh(d*x + c) + a)*x^2, x)","F",0
99,0,0,0,0.000000," ","integrate(x*(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \sqrt{b \operatorname{arsinh}\left(d x + c\right) + a} x\,{d x}"," ",0,"integrate(sqrt(b*arcsinh(d*x + c) + a)*x, x)","F",0
100,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate(sqrt(b*arcsinh(d*x + c) + a), x)","F",0
101,0,0,0,0.000000," ","integrate(x*(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}} x\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(3/2)*x, x)","F",0
102,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
103,0,0,0,0.000000," ","integrate(x*(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}} x\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(5/2)*x, x)","F",0
104,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
105,0,0,0,0.000000," ","integrate(x^2/(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \frac{x^{2}}{\sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}}\,{d x}"," ",0,"integrate(x^2/sqrt(b*arcsinh(d*x + c) + a), x)","F",0
106,0,0,0,0.000000," ","integrate(x/(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \frac{x}{\sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}}\,{d x}"," ",0,"integrate(x/sqrt(b*arcsinh(d*x + c) + a), x)","F",0
107,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \frac{1}{\sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}}\,{d x}"," ",0,"integrate(1/sqrt(b*arcsinh(d*x + c) + a), x)","F",0
108,0,0,0,0.000000," ","integrate(x/(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int \frac{x}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate(x/(b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
109,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int \frac{1}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(-3/2), x)","F",0
110,0,0,0,0.000000," ","integrate(x/(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int \frac{x}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate(x/(b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
111,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int \frac{1}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(-5/2), x)","F",0
112,0,0,0,0.000000," ","integrate(x/(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\int \frac{x}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate(x/(b*arcsinh(d*x + c) + a)^(7/2), x)","F",0
113,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\int \frac{1}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(-7/2), x)","F",0
114,0,0,0,0.000000," ","integrate((d*e*x+c*e)^m*(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)} {\left(d e x + c e\right)}^{m}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)*(d*e*x + c*e)^m, x)","F",0
115,1,817,0,1.930745," ","integrate((d*e*x+c*e)^4*(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\frac{1}{600} \, {\left(120 \, a d^{4} x^{5} + 600 \, a c d^{3} x^{4} + 1200 \, a c^{2} d^{2} x^{3} + 1200 \, a c^{3} d x^{2} - 600 \, {\left(d {\left(\frac{c \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d {\left| d \right|}} + \frac{\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}}{d^{2}}\right)} - x \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)\right)} b c^{4} + 600 \, {\left(2 \, x^{2} \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right) - {\left(\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1} {\left(\frac{x}{d^{2}} - \frac{3 \, c}{d^{3}}\right)} - \frac{{\left(2 \, c^{2} - 1\right)} \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d^{2} {\left| d \right|}}\right)} d\right)} b c^{3} d + 200 \, {\left(6 \, x^{3} \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right) - {\left(\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1} {\left(x {\left(\frac{2 \, x}{d^{2}} - \frac{5 \, c}{d^{3}}\right)} + \frac{11 \, c^{2} d - 4 \, d}{d^{5}}\right)} + \frac{3 \, {\left(2 \, c^{3} - 3 \, c\right)} \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d^{3} {\left| d \right|}}\right)} d\right)} b c^{2} d^{2} + 25 \, {\left(24 \, x^{4} \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right) - {\left(\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1} {\left({\left(2 \, x {\left(\frac{3 \, x}{d^{2}} - \frac{7 \, c}{d^{3}}\right)} + \frac{26 \, c^{2} d^{3} - 9 \, d^{3}}{d^{7}}\right)} x - \frac{5 \, {\left(10 \, c^{3} d^{2} - 11 \, c d^{2}\right)}}{d^{7}}\right)} - \frac{3 \, {\left(8 \, c^{4} - 24 \, c^{2} + 3\right)} \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d^{4} {\left| d \right|}}\right)} d\right)} b c d^{3} + {\left(120 \, x^{5} \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right) - {\left(\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1} {\left({\left(2 \, {\left(3 \, x {\left(\frac{4 \, x}{d^{2}} - \frac{9 \, c}{d^{3}}\right)} + \frac{47 \, c^{2} d^{5} - 16 \, d^{5}}{d^{9}}\right)} x - \frac{7 \, {\left(22 \, c^{3} d^{4} - 23 \, c d^{4}\right)}}{d^{9}}\right)} x + \frac{274 \, c^{4} d^{3} - 607 \, c^{2} d^{3} + 64 \, d^{3}}{d^{9}}\right)} + \frac{15 \, {\left(8 \, c^{5} - 40 \, c^{3} + 15 \, c\right)} \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d^{5} {\left| d \right|}}\right)} d\right)} b d^{4} + 600 \, a c^{4} x\right)} e^{4}"," ",0,"1/600*(120*a*d^4*x^5 + 600*a*c*d^3*x^4 + 1200*a*c^2*d^2*x^3 + 1200*a*c^3*d*x^2 - 600*(d*(c*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d*abs(d)) + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)/d^2) - x*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)))*b*c^4 + 600*(2*x^2*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)) - (sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)*(x/d^2 - 3*c/d^3) - (2*c^2 - 1)*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d^2*abs(d)))*d)*b*c^3*d + 200*(6*x^3*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)) - (sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)*(x*(2*x/d^2 - 5*c/d^3) + (11*c^2*d - 4*d)/d^5) + 3*(2*c^3 - 3*c)*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d^3*abs(d)))*d)*b*c^2*d^2 + 25*(24*x^4*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)) - (sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)*((2*x*(3*x/d^2 - 7*c/d^3) + (26*c^2*d^3 - 9*d^3)/d^7)*x - 5*(10*c^3*d^2 - 11*c*d^2)/d^7) - 3*(8*c^4 - 24*c^2 + 3)*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d^4*abs(d)))*d)*b*c*d^3 + (120*x^5*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)) - (sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)*((2*(3*x*(4*x/d^2 - 9*c/d^3) + (47*c^2*d^5 - 16*d^5)/d^9)*x - 7*(22*c^3*d^4 - 23*c*d^4)/d^9)*x + (274*c^4*d^3 - 607*c^2*d^3 + 64*d^3)/d^9) + 15*(8*c^5 - 40*c^3 + 15*c)*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d^5*abs(d)))*d)*b*d^4 + 600*a*c^4*x)*e^4","B",0
116,1,594,0,1.632986," ","integrate((d*e*x+c*e)^3*(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\frac{1}{96} \, {\left(24 \, a d^{3} x^{4} + 96 \, a c d^{2} x^{3} + 144 \, a c^{2} d x^{2} - 96 \, {\left(d {\left(\frac{c \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d {\left| d \right|}} + \frac{\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}}{d^{2}}\right)} - x \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)\right)} b c^{3} + 72 \, {\left(2 \, x^{2} \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right) - {\left(\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1} {\left(\frac{x}{d^{2}} - \frac{3 \, c}{d^{3}}\right)} - \frac{{\left(2 \, c^{2} - 1\right)} \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d^{2} {\left| d \right|}}\right)} d\right)} b c^{2} d + 16 \, {\left(6 \, x^{3} \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right) - {\left(\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1} {\left(x {\left(\frac{2 \, x}{d^{2}} - \frac{5 \, c}{d^{3}}\right)} + \frac{11 \, c^{2} d - 4 \, d}{d^{5}}\right)} + \frac{3 \, {\left(2 \, c^{3} - 3 \, c\right)} \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d^{3} {\left| d \right|}}\right)} d\right)} b c d^{2} + {\left(24 \, x^{4} \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right) - {\left(\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1} {\left({\left(2 \, x {\left(\frac{3 \, x}{d^{2}} - \frac{7 \, c}{d^{3}}\right)} + \frac{26 \, c^{2} d^{3} - 9 \, d^{3}}{d^{7}}\right)} x - \frac{5 \, {\left(10 \, c^{3} d^{2} - 11 \, c d^{2}\right)}}{d^{7}}\right)} - \frac{3 \, {\left(8 \, c^{4} - 24 \, c^{2} + 3\right)} \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d^{4} {\left| d \right|}}\right)} d\right)} b d^{3} + 96 \, a c^{3} x\right)} e^{3}"," ",0,"1/96*(24*a*d^3*x^4 + 96*a*c*d^2*x^3 + 144*a*c^2*d*x^2 - 96*(d*(c*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d*abs(d)) + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)/d^2) - x*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)))*b*c^3 + 72*(2*x^2*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)) - (sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)*(x/d^2 - 3*c/d^3) - (2*c^2 - 1)*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d^2*abs(d)))*d)*b*c^2*d + 16*(6*x^3*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)) - (sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)*(x*(2*x/d^2 - 5*c/d^3) + (11*c^2*d - 4*d)/d^5) + 3*(2*c^3 - 3*c)*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d^3*abs(d)))*d)*b*c*d^2 + (24*x^4*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)) - (sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)*((2*x*(3*x/d^2 - 7*c/d^3) + (26*c^2*d^3 - 9*d^3)/d^7)*x - 5*(10*c^3*d^2 - 11*c*d^2)/d^7) - 3*(8*c^4 - 24*c^2 + 3)*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d^4*abs(d)))*d)*b*d^3 + 96*a*c^3*x)*e^3","B",0
117,1,403,0,1.308685," ","integrate((d*e*x+c*e)^2*(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\frac{1}{18} \, {\left(6 \, a d^{2} x^{3} + 18 \, a c d x^{2} - 18 \, {\left(d {\left(\frac{c \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d {\left| d \right|}} + \frac{\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}}{d^{2}}\right)} - x \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)\right)} b c^{2} + 9 \, {\left(2 \, x^{2} \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right) - {\left(\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1} {\left(\frac{x}{d^{2}} - \frac{3 \, c}{d^{3}}\right)} - \frac{{\left(2 \, c^{2} - 1\right)} \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d^{2} {\left| d \right|}}\right)} d\right)} b c d + {\left(6 \, x^{3} \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right) - {\left(\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1} {\left(x {\left(\frac{2 \, x}{d^{2}} - \frac{5 \, c}{d^{3}}\right)} + \frac{11 \, c^{2} d - 4 \, d}{d^{5}}\right)} + \frac{3 \, {\left(2 \, c^{3} - 3 \, c\right)} \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d^{3} {\left| d \right|}}\right)} d\right)} b d^{2} + 18 \, a c^{2} x\right)} e^{2}"," ",0,"1/18*(6*a*d^2*x^3 + 18*a*c*d*x^2 - 18*(d*(c*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d*abs(d)) + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)/d^2) - x*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)))*b*c^2 + 9*(2*x^2*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)) - (sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)*(x/d^2 - 3*c/d^3) - (2*c^2 - 1)*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d^2*abs(d)))*d)*b*c*d + (6*x^3*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)) - (sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)*(x*(2*x/d^2 - 5*c/d^3) + (11*c^2*d - 4*d)/d^5) + 3*(2*c^3 - 3*c)*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d^3*abs(d)))*d)*b*d^2 + 18*a*c^2*x)*e^2","B",0
118,1,243,0,0.955691," ","integrate((d*e*x+c*e)*(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\frac{1}{4} \, {\left(2 \, a d x^{2} - 4 \, {\left(d {\left(\frac{c \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d {\left| d \right|}} + \frac{\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}}{d^{2}}\right)} - x \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)\right)} b c + {\left(2 \, x^{2} \log\left(d x + c + \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right) - {\left(\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1} {\left(\frac{x}{d^{2}} - \frac{3 \, c}{d^{3}}\right)} - \frac{{\left(2 \, c^{2} - 1\right)} \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d^{2} {\left| d \right|}}\right)} d\right)} b d + 4 \, a c x\right)} e"," ",0,"1/4*(2*a*d*x^2 - 4*(d*(c*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d*abs(d)) + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)/d^2) - x*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)))*b*c + (2*x^2*log(d*x + c + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)) - (sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)*(x/d^2 - 3*c/d^3) - (2*c^2 - 1)*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d^2*abs(d)))*d)*b*d + 4*a*c*x)*e","B",0
119,1,99,0,0.355723," ","integrate(a+b*arcsinh(d*x+c),x, algorithm=""giac"")","-{\left(d {\left(\frac{c \log\left(-c d - {\left(x {\left| d \right|} - \sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}\right)} {\left| d \right|}\right)}{d {\left| d \right|}} + \frac{\sqrt{d^{2} x^{2} + 2 \, c d x + c^{2} + 1}}{d^{2}}\right)} - x \log\left(d x + c + \sqrt{{\left(d x + c\right)}^{2} + 1}\right)\right)} b + a x"," ",0,"-(d*(c*log(-c*d - (x*abs(d) - sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1))*abs(d))/(d*abs(d)) + sqrt(d^2*x^2 + 2*c*d*x + c^2 + 1)/d^2) - x*log(d*x + c + sqrt((d*x + c)^2 + 1)))*b + a*x","B",0
120,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))/(d*e*x+c*e),x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(d x + c\right) + a}{d e x + c e}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)/(d*e*x + c*e), x)","F",0
121,1,131,0,0.491069," ","integrate((a+b*arcsinh(d*x+c))/(d*e*x+c*e)^2,x, algorithm=""giac"")","-b {\left(\frac{e^{\left(-1\right)} \log\left(d x + c + \sqrt{{\left(d x + c\right)}^{2} + 1}\right)}{{\left(d x e + c e\right)} d} + \frac{d e^{\left(-2\right)} \log\left(\sqrt{\frac{e^{2}}{{\left(d x e + c e\right)}^{2}} + 1} + \frac{\sqrt{d^{2}} e}{{\left(d x e + c e\right)} d}\right)}{{\left| d \right|}^{2} \mathrm{sgn}\left(\frac{1}{d x e + c e}\right) \mathrm{sgn}\left(d\right)}\right)} - \frac{a e^{\left(-1\right)}}{{\left(d x e + c e\right)} d}"," ",0,"-b*(e^(-1)*log(d*x + c + sqrt((d*x + c)^2 + 1))/((d*x*e + c*e)*d) + d*e^(-2)*log(sqrt(e^2/(d*x*e + c*e)^2 + 1) + sqrt(d^2)*e/((d*x*e + c*e)*d))/(abs(d)^2*sgn(1/(d*x*e + c*e))*sgn(d))) - a*e^(-1)/((d*x*e + c*e)*d)","B",0
122,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))/(d*e*x+c*e)^3,x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(d x + c\right) + a}{{\left(d e x + c e\right)}^{3}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)/(d*e*x + c*e)^3, x)","F",0
123,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))/(d*e*x+c*e)^4,x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(d x + c\right) + a}{{\left(d e x + c e\right)}^{4}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)/(d*e*x + c*e)^4, x)","F",0
124,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))/(d*e*x+c*e)^5,x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(d x + c\right) + a}{{\left(d e x + c e\right)}^{5}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)/(d*e*x + c*e)^5, x)","F",0
125,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))/(d*e*x+c*e)^6,x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(d x + c\right) + a}{{\left(d e x + c e\right)}^{6}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)/(d*e*x + c*e)^6, x)","F",0
126,0,0,0,0.000000," ","integrate((d*e*x+c*e)^m*(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2} {\left(d e x + c e\right)}^{m}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^2*(d*e*x + c*e)^m, x)","F",0
127,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4*(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{4} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4*(b*arcsinh(d*x + c) + a)^2, x)","F",0
128,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3*(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{3} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3*(b*arcsinh(d*x + c) + a)^2, x)","F",0
129,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2*(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{2} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2*(b*arcsinh(d*x + c) + a)^2, x)","F",0
130,0,0,0,0.000000," ","integrate((d*e*x+c*e)*(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int {\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}\,{d x}"," ",0,"integrate((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^2, x)","F",0
131,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^2, x)","F",0
132,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^2/(d*e*x+c*e),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}{d e x + c e}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^2/(d*e*x + c*e), x)","F",0
133,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^2/(d*e*x+c*e)^2,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}{{\left(d e x + c e\right)}^{2}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^2/(d*e*x + c*e)^2, x)","F",0
134,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^2/(d*e*x+c*e)^3,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}{{\left(d e x + c e\right)}^{3}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^2/(d*e*x + c*e)^3, x)","F",0
135,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^2/(d*e*x+c*e)^4,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}{{\left(d e x + c e\right)}^{4}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^2/(d*e*x + c*e)^4, x)","F",0
136,0,0,0,0.000000," ","integrate((d*e*x+c*e)^m*(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3} {\left(d e x + c e\right)}^{m}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^3*(d*e*x + c*e)^m, x)","F",0
137,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4*(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{4} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4*(b*arcsinh(d*x + c) + a)^3, x)","F",0
138,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3*(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{3} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3*(b*arcsinh(d*x + c) + a)^3, x)","F",0
139,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2*(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{2} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2*(b*arcsinh(d*x + c) + a)^3, x)","F",0
140,0,0,0,0.000000," ","integrate((d*e*x+c*e)*(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int {\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}\,{d x}"," ",0,"integrate((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^3, x)","F",0
141,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^3, x)","F",0
142,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^3/(d*e*x+c*e),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}{d e x + c e}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^3/(d*e*x + c*e), x)","F",0
143,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^3/(d*e*x+c*e)^2,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}{{\left(d e x + c e\right)}^{2}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^3/(d*e*x + c*e)^2, x)","F",0
144,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^3/(d*e*x+c*e)^3,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}{{\left(d e x + c e\right)}^{3}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^3/(d*e*x + c*e)^3, x)","F",0
145,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^3/(d*e*x+c*e)^4,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}{{\left(d e x + c e\right)}^{4}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^3/(d*e*x + c*e)^4, x)","F",0
146,0,0,0,0.000000," ","integrate((d*e*x+c*e)^m*(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4} {\left(d e x + c e\right)}^{m}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^4*(d*e*x + c*e)^m, x)","F",0
147,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3*(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{3} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3*(b*arcsinh(d*x + c) + a)^4, x)","F",0
148,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2*(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{2} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2*(b*arcsinh(d*x + c) + a)^4, x)","F",0
149,0,0,0,0.000000," ","integrate((d*e*x+c*e)*(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int {\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}\,{d x}"," ",0,"integrate((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^4, x)","F",0
150,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^4, x)","F",0
151,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^4/(d*e*x+c*e),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}{d e x + c e}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^4/(d*e*x + c*e), x)","F",0
152,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^4/(d*e*x+c*e)^2,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}{{\left(d e x + c e\right)}^{2}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^4/(d*e*x + c*e)^2, x)","F",0
153,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^4/(d*e*x+c*e)^3,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}{{\left(d e x + c e\right)}^{3}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^4/(d*e*x + c*e)^3, x)","F",0
154,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^4/(d*e*x+c*e)^4,x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}{{\left(d e x + c e\right)}^{4}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^4/(d*e*x + c*e)^4, x)","F",0
155,0,0,0,0.000000," ","integrate((d*e*x+c*e)^m/(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{m}}{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate((d*e*x + c*e)^m/(b*arcsinh(d*x + c) + a), x)","F",0
156,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4/(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{4}}{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4/(b*arcsinh(d*x + c) + a), x)","F",0
157,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3/(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{3}}{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3/(b*arcsinh(d*x + c) + a), x)","F",0
158,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2/(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{2}}{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2/(b*arcsinh(d*x + c) + a), x)","F",0
159,0,0,0,0.000000," ","integrate((d*e*x+c*e)/(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int \frac{d e x + c e}{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate((d*e*x + c*e)/(b*arcsinh(d*x + c) + a), x)","F",0
160,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int \frac{1}{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate(1/(b*arcsinh(d*x + c) + a), x)","F",0
161,0,0,0,0.000000," ","integrate(1/(d*e*x+c*e)/(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int \frac{1}{{\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}}\,{d x}"," ",0,"integrate(1/((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)), x)","F",0
162,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4/(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{4}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4/(b*arcsinh(d*x + c) + a)^2, x)","F",0
163,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3/(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{3}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3/(b*arcsinh(d*x + c) + a)^2, x)","F",0
164,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2/(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{2}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2/(b*arcsinh(d*x + c) + a)^2, x)","F",0
165,0,0,0,0.000000," ","integrate((d*e*x+c*e)/(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int \frac{d e x + c e}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)/(b*arcsinh(d*x + c) + a)^2, x)","F",0
166,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int \frac{1}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(-2), x)","F",0
167,0,0,0,0.000000," ","integrate(1/(d*e*x+c*e)/(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int \frac{1}{{\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate(1/((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^2), x)","F",0
168,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4/(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{4}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4/(b*arcsinh(d*x + c) + a)^3, x)","F",0
169,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3/(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{3}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3/(b*arcsinh(d*x + c) + a)^3, x)","F",0
170,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2/(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{2}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2/(b*arcsinh(d*x + c) + a)^3, x)","F",0
171,0,0,0,0.000000," ","integrate((d*e*x+c*e)/(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int \frac{d e x + c e}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}\,{d x}"," ",0,"integrate((d*e*x + c*e)/(b*arcsinh(d*x + c) + a)^3, x)","F",0
172,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int \frac{1}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(-3), x)","F",0
173,0,0,0,0.000000," ","integrate(1/(d*e*x+c*e)/(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int \frac{1}{{\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}\,{d x}"," ",0,"integrate(1/((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^3), x)","F",0
174,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4/(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{4}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4/(b*arcsinh(d*x + c) + a)^4, x)","F",0
175,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3/(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{3}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3/(b*arcsinh(d*x + c) + a)^4, x)","F",0
176,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2/(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{2}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2/(b*arcsinh(d*x + c) + a)^4, x)","F",0
177,0,0,0,0.000000," ","integrate((d*e*x+c*e)/(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int \frac{d e x + c e}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}\,{d x}"," ",0,"integrate((d*e*x + c*e)/(b*arcsinh(d*x + c) + a)^4, x)","F",0
178,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int \frac{1}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(-4), x)","F",0
179,0,0,0,0.000000," ","integrate(1/(d*e*x+c*e)/(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int \frac{1}{{\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}\,{d x}"," ",0,"integrate(1/((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^4), x)","F",0
180,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4*(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{4} \sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4*sqrt(b*arcsinh(d*x + c) + a), x)","F",0
181,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3*(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{3} \sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3*sqrt(b*arcsinh(d*x + c) + a), x)","F",0
182,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2*(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{2} \sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2*sqrt(b*arcsinh(d*x + c) + a), x)","F",0
183,0,0,0,0.000000," ","integrate((d*e*x+c*e)*(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)} \sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate((d*e*x + c*e)*sqrt(b*arcsinh(d*x + c) + a), x)","F",0
184,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}\,{d x}"," ",0,"integrate(sqrt(b*arcsinh(d*x + c) + a), x)","F",0
185,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(1/2)/(d*e*x+c*e),x, algorithm=""giac"")","\int \frac{\sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}}{d e x + c e}\,{d x}"," ",0,"integrate(sqrt(b*arcsinh(d*x + c) + a)/(d*e*x + c*e), x)","F",0
186,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4*(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{4} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4*(b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
187,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3*(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{3} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3*(b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
188,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2*(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{2} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2*(b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
189,0,0,0,0.000000," ","integrate((d*e*x+c*e)*(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
190,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
191,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(3/2)/(d*e*x+c*e),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}}{d e x + c e}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(3/2)/(d*e*x + c*e), x)","F",0
192,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4*(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{4} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4*(b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
193,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3*(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{3} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3*(b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
194,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2*(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{2} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2*(b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
195,0,0,0,0.000000," ","integrate((d*e*x+c*e)*(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
196,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
197,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(5/2)/(d*e*x+c*e),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}}{d e x + c e}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(5/2)/(d*e*x + c*e), x)","F",0
198,-1,0,0,0.000000," ","integrate((d*e*x+c*e)^4*(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\text{Timed out}"," ",0,"Timed out","F(-1)",0
199,-1,0,0,0.000000," ","integrate((d*e*x+c*e)^3*(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\text{Timed out}"," ",0,"Timed out","F(-1)",0
200,-1,0,0,0.000000," ","integrate((d*e*x+c*e)^2*(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\text{Timed out}"," ",0,"Timed out","F(-1)",0
201,0,0,0,0.000000," ","integrate((d*e*x+c*e)*(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\int {\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}\,{d x}"," ",0,"integrate((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^(7/2), x)","F",0
202,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\int {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(7/2), x)","F",0
203,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^(7/2)/(d*e*x+c*e),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}}{d e x + c e}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(7/2)/(d*e*x + c*e), x)","F",0
204,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4/(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{4}}{\sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4/sqrt(b*arcsinh(d*x + c) + a), x)","F",0
205,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3/(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{3}}{\sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3/sqrt(b*arcsinh(d*x + c) + a), x)","F",0
206,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2/(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{2}}{\sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2/sqrt(b*arcsinh(d*x + c) + a), x)","F",0
207,0,0,0,0.000000," ","integrate((d*e*x+c*e)/(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \frac{d e x + c e}{\sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}}\,{d x}"," ",0,"integrate((d*e*x + c*e)/sqrt(b*arcsinh(d*x + c) + a), x)","F",0
208,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \frac{1}{\sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}}\,{d x}"," ",0,"integrate(1/sqrt(b*arcsinh(d*x + c) + a), x)","F",0
209,0,0,0,0.000000," ","integrate(1/(d*e*x+c*e)/(a+b*arcsinh(d*x+c))^(1/2),x, algorithm=""giac"")","\int \frac{1}{{\left(d e x + c e\right)} \sqrt{b \operatorname{arsinh}\left(d x + c\right) + a}}\,{d x}"," ",0,"integrate(1/((d*e*x + c*e)*sqrt(b*arcsinh(d*x + c) + a)), x)","F",0
210,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4/(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{4}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4/(b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
211,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3/(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{3}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3/(b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
212,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2/(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{2}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2/(b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
213,0,0,0,0.000000," ","integrate((d*e*x+c*e)/(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int \frac{d e x + c e}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)/(b*arcsinh(d*x + c) + a)^(3/2), x)","F",0
214,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int \frac{1}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(-3/2), x)","F",0
215,0,0,0,0.000000," ","integrate(1/(d*e*x+c*e)/(a+b*arcsinh(d*x+c))^(3/2),x, algorithm=""giac"")","\int \frac{1}{{\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate(1/((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^(3/2)), x)","F",0
216,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4/(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{4}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4/(b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
217,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3/(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{3}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3/(b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
218,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2/(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{2}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2/(b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
219,0,0,0,0.000000," ","integrate((d*e*x+c*e)/(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int \frac{d e x + c e}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)/(b*arcsinh(d*x + c) + a)^(5/2), x)","F",0
220,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int \frac{1}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(-5/2), x)","F",0
221,0,0,0,0.000000," ","integrate(1/(d*e*x+c*e)/(a+b*arcsinh(d*x+c))^(5/2),x, algorithm=""giac"")","\int \frac{1}{{\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate(1/((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^(5/2)), x)","F",0
222,0,0,0,0.000000," ","integrate((d*e*x+c*e)^4/(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{4}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^4/(b*arcsinh(d*x + c) + a)^(7/2), x)","F",0
223,0,0,0,0.000000," ","integrate((d*e*x+c*e)^3/(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{3}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^3/(b*arcsinh(d*x + c) + a)^(7/2), x)","F",0
224,0,0,0,0.000000," ","integrate((d*e*x+c*e)^2/(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\int \frac{{\left(d e x + c e\right)}^{2}}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)^2/(b*arcsinh(d*x + c) + a)^(7/2), x)","F",0
225,0,0,0,0.000000," ","integrate((d*e*x+c*e)/(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\int \frac{d e x + c e}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate((d*e*x + c*e)/(b*arcsinh(d*x + c) + a)^(7/2), x)","F",0
226,0,0,0,0.000000," ","integrate(1/(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\int \frac{1}{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^(-7/2), x)","F",0
227,0,0,0,0.000000," ","integrate(1/(d*e*x+c*e)/(a+b*arcsinh(d*x+c))^(7/2),x, algorithm=""giac"")","\int \frac{1}{{\left(d e x + c e\right)} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate(1/((d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^(7/2)), x)","F",0
228,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(7/2)*(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{7}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(7/2)*(b*arcsinh(d*x + c) + a), x)","F",0
229,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(5/2)*(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{5}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(5/2)*(b*arcsinh(d*x + c) + a), x)","F",0
230,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(3/2)*(a+b*arcsinh(d*x+c)),x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{3}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(3/2)*(b*arcsinh(d*x + c) + a), x)","F",0
231,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))*(d*e*x+c*e)^(1/2),x, algorithm=""giac"")","\int \sqrt{d e x + c e} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}\,{d x}"," ",0,"integrate(sqrt(d*e*x + c*e)*(b*arcsinh(d*x + c) + a), x)","F",0
232,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))/(d*e*x+c*e)^(1/2),x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(d x + c\right) + a}{\sqrt{d e x + c e}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)/sqrt(d*e*x + c*e), x)","F",0
233,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))/(d*e*x+c*e)^(3/2),x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(d x + c\right) + a}{{\left(d e x + c e\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)/(d*e*x + c*e)^(3/2), x)","F",0
234,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))/(d*e*x+c*e)^(5/2),x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(d x + c\right) + a}{{\left(d e x + c e\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)/(d*e*x + c*e)^(5/2), x)","F",0
235,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))/(d*e*x+c*e)^(7/2),x, algorithm=""giac"")","\int \frac{b \operatorname{arsinh}\left(d x + c\right) + a}{{\left(d e x + c e\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)/(d*e*x + c*e)^(7/2), x)","F",0
236,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(7/2)*(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{7}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(7/2)*(b*arcsinh(d*x + c) + a)^2, x)","F",0
237,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(5/2)*(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{5}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(5/2)*(b*arcsinh(d*x + c) + a)^2, x)","F",0
238,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(3/2)*(a+b*arcsinh(d*x+c))^2,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{3}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(3/2)*(b*arcsinh(d*x + c) + a)^2, x)","F",0
239,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^2*(d*e*x+c*e)^(1/2),x, algorithm=""giac"")","\int \sqrt{d e x + c e} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}\,{d x}"," ",0,"integrate(sqrt(d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^2, x)","F",0
240,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^2/(d*e*x+c*e)^(1/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}{\sqrt{d e x + c e}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^2/sqrt(d*e*x + c*e), x)","F",0
241,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^2/(d*e*x+c*e)^(3/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}{{\left(d e x + c e\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^2/(d*e*x + c*e)^(3/2), x)","F",0
242,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^2/(d*e*x+c*e)^(5/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}{{\left(d e x + c e\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^2/(d*e*x + c*e)^(5/2), x)","F",0
243,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^2/(d*e*x+c*e)^(7/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{2}}{{\left(d e x + c e\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^2/(d*e*x + c*e)^(7/2), x)","F",0
244,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(7/2)*(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{7}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(7/2)*(b*arcsinh(d*x + c) + a)^3, x)","F",0
245,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(5/2)*(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{5}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(5/2)*(b*arcsinh(d*x + c) + a)^3, x)","F",0
246,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(3/2)*(a+b*arcsinh(d*x+c))^3,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{3}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(3/2)*(b*arcsinh(d*x + c) + a)^3, x)","F",0
247,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^3*(d*e*x+c*e)^(1/2),x, algorithm=""giac"")","\int \sqrt{d e x + c e} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}\,{d x}"," ",0,"integrate(sqrt(d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^3, x)","F",0
248,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^3/(d*e*x+c*e)^(1/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}{\sqrt{d e x + c e}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^3/sqrt(d*e*x + c*e), x)","F",0
249,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^3/(d*e*x+c*e)^(3/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}{{\left(d e x + c e\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^3/(d*e*x + c*e)^(3/2), x)","F",0
250,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^3/(d*e*x+c*e)^(5/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}{{\left(d e x + c e\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^3/(d*e*x + c*e)^(5/2), x)","F",0
251,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^3/(d*e*x+c*e)^(7/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{3}}{{\left(d e x + c e\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^3/(d*e*x + c*e)^(7/2), x)","F",0
252,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(7/2)*(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{7}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(7/2)*(b*arcsinh(d*x + c) + a)^4, x)","F",0
253,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(5/2)*(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{5}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(5/2)*(b*arcsinh(d*x + c) + a)^4, x)","F",0
254,0,0,0,0.000000," ","integrate((d*e*x+c*e)^(3/2)*(a+b*arcsinh(d*x+c))^4,x, algorithm=""giac"")","\int {\left(d e x + c e\right)}^{\frac{3}{2}} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}\,{d x}"," ",0,"integrate((d*e*x + c*e)^(3/2)*(b*arcsinh(d*x + c) + a)^4, x)","F",0
255,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^4*(d*e*x+c*e)^(1/2),x, algorithm=""giac"")","\int \sqrt{d e x + c e} {\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}\,{d x}"," ",0,"integrate(sqrt(d*e*x + c*e)*(b*arcsinh(d*x + c) + a)^4, x)","F",0
256,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^4/(d*e*x+c*e)^(1/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}{\sqrt{d e x + c e}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^4/sqrt(d*e*x + c*e), x)","F",0
257,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^4/(d*e*x+c*e)^(3/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}{{\left(d e x + c e\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^4/(d*e*x + c*e)^(3/2), x)","F",0
258,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^4/(d*e*x+c*e)^(5/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}{{\left(d e x + c e\right)}^{\frac{5}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^4/(d*e*x + c*e)^(5/2), x)","F",0
259,0,0,0,0.000000," ","integrate((a+b*arcsinh(d*x+c))^4/(d*e*x+c*e)^(7/2),x, algorithm=""giac"")","\int \frac{{\left(b \operatorname{arsinh}\left(d x + c\right) + a\right)}^{4}}{{\left(d e x + c e\right)}^{\frac{7}{2}}}\,{d x}"," ",0,"integrate((b*arcsinh(d*x + c) + a)^4/(d*e*x + c*e)^(7/2), x)","F",0
260,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^3*(b^2*x^2+2*a*b*x+a^2+1)^(1/2),x, algorithm=""giac"")","\int \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} \operatorname{arsinh}\left(b x + a\right)^{3}\,{d x}"," ",0,"integrate(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*arcsinh(b*x + a)^3, x)","F",0
261,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^2*(b^2*x^2+2*a*b*x+a^2+1)^(1/2),x, algorithm=""giac"")","\int \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} \operatorname{arsinh}\left(b x + a\right)^{2}\,{d x}"," ",0,"integrate(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*arcsinh(b*x + a)^2, x)","F",0
262,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)*(b^2*x^2+2*a*b*x+a^2+1)^(1/2),x, algorithm=""giac"")","\int \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} \operatorname{arsinh}\left(b x + a\right)\,{d x}"," ",0,"integrate(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*arcsinh(b*x + a), x)","F",0
263,0,0,0,0.000000," ","integrate((b^2*x^2+2*a*b*x+a^2+1)^(1/2)/arcsinh(b*x+a),x, algorithm=""giac"")","\int \frac{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}}{\operatorname{arsinh}\left(b x + a\right)}\,{d x}"," ",0,"integrate(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)/arcsinh(b*x + a), x)","F",0
264,0,0,0,0.000000," ","integrate((b^2*x^2+2*a*b*x+a^2+1)^(1/2)/arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int \frac{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}}{\operatorname{arsinh}\left(b x + a\right)^{2}}\,{d x}"," ",0,"integrate(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)/arcsinh(b*x + a)^2, x)","F",0
265,0,0,0,0.000000," ","integrate((b^2*x^2+2*a*b*x+a^2+1)^(1/2)/arcsinh(b*x+a)^3,x, algorithm=""giac"")","\int \frac{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}}{\operatorname{arsinh}\left(b x + a\right)^{3}}\,{d x}"," ",0,"integrate(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)/arcsinh(b*x + a)^3, x)","F",0
266,0,0,0,0.000000," ","integrate((b^2*x^2+2*a*b*x+a^2+1)^(3/2)*arcsinh(b*x+a)^3,x, algorithm=""giac"")","\int {\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}^{\frac{3}{2}} \operatorname{arsinh}\left(b x + a\right)^{3}\,{d x}"," ",0,"integrate((b^2*x^2 + 2*a*b*x + a^2 + 1)^(3/2)*arcsinh(b*x + a)^3, x)","F",0
267,0,0,0,0.000000," ","integrate((b^2*x^2+2*a*b*x+a^2+1)^(3/2)*arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int {\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}^{\frac{3}{2}} \operatorname{arsinh}\left(b x + a\right)^{2}\,{d x}"," ",0,"integrate((b^2*x^2 + 2*a*b*x + a^2 + 1)^(3/2)*arcsinh(b*x + a)^2, x)","F",0
268,0,0,0,0.000000," ","integrate((b^2*x^2+2*a*b*x+a^2+1)^(3/2)*arcsinh(b*x+a),x, algorithm=""giac"")","\int {\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}^{\frac{3}{2}} \operatorname{arsinh}\left(b x + a\right)\,{d x}"," ",0,"integrate((b^2*x^2 + 2*a*b*x + a^2 + 1)^(3/2)*arcsinh(b*x + a), x)","F",0
269,0,0,0,0.000000," ","integrate((b^2*x^2+2*a*b*x+a^2+1)^(3/2)/arcsinh(b*x+a),x, algorithm=""giac"")","\int \frac{{\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}^{\frac{3}{2}}}{\operatorname{arsinh}\left(b x + a\right)}\,{d x}"," ",0,"integrate((b^2*x^2 + 2*a*b*x + a^2 + 1)^(3/2)/arcsinh(b*x + a), x)","F",0
270,0,0,0,0.000000," ","integrate((b^2*x^2+2*a*b*x+a^2+1)^(3/2)/arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int \frac{{\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}^{\frac{3}{2}}}{\operatorname{arsinh}\left(b x + a\right)^{2}}\,{d x}"," ",0,"integrate((b^2*x^2 + 2*a*b*x + a^2 + 1)^(3/2)/arcsinh(b*x + a)^2, x)","F",0
271,0,0,0,0.000000," ","integrate((b^2*x^2+2*a*b*x+a^2+1)^(3/2)/arcsinh(b*x+a)^3,x, algorithm=""giac"")","\int \frac{{\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}^{\frac{3}{2}}}{\operatorname{arsinh}\left(b x + a\right)^{3}}\,{d x}"," ",0,"integrate((b^2*x^2 + 2*a*b*x + a^2 + 1)^(3/2)/arcsinh(b*x + a)^3, x)","F",0
272,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^3/(b^2*x^2+2*a*b*x+a^2+1)^(1/2),x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{3}}{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^3/sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1), x)","F",0
273,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^2/(b^2*x^2+2*a*b*x+a^2+1)^(1/2),x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{2}}{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^2/sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1), x)","F",0
274,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)/(b^2*x^2+2*a*b*x+a^2+1)^(1/2),x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)}{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)/sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1), x)","F",0
275,0,0,0,0.000000," ","integrate(1/arcsinh(b*x+a)/(b^2*x^2+2*a*b*x+a^2+1)^(1/2),x, algorithm=""giac"")","\int \frac{1}{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} \operatorname{arsinh}\left(b x + a\right)}\,{d x}"," ",0,"integrate(1/(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*arcsinh(b*x + a)), x)","F",0
276,0,0,0,0.000000," ","integrate(1/arcsinh(b*x+a)^2/(b^2*x^2+2*a*b*x+a^2+1)^(1/2),x, algorithm=""giac"")","\int \frac{1}{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} \operatorname{arsinh}\left(b x + a\right)^{2}}\,{d x}"," ",0,"integrate(1/(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*arcsinh(b*x + a)^2), x)","F",0
277,0,0,0,0.000000," ","integrate(1/arcsinh(b*x+a)^3/(b^2*x^2+2*a*b*x+a^2+1)^(1/2),x, algorithm=""giac"")","\int \frac{1}{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} \operatorname{arsinh}\left(b x + a\right)^{3}}\,{d x}"," ",0,"integrate(1/(sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*arcsinh(b*x + a)^3), x)","F",0
278,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^3/(b^2*x^2+2*a*b*x+a^2+1)^(3/2),x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{3}}{{\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^3/(b^2*x^2 + 2*a*b*x + a^2 + 1)^(3/2), x)","F",0
279,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)^2/(b^2*x^2+2*a*b*x+a^2+1)^(3/2),x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)^{2}}{{\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}^{\frac{3}{2}}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)^2/(b^2*x^2 + 2*a*b*x + a^2 + 1)^(3/2), x)","F",0
280,1,76,0,0.548557," ","integrate(arcsinh(b*x+a)/(b^2*x^2+2*a*b*x+a^2+1)^(3/2),x, algorithm=""giac"")","\frac{{\left(x + \frac{a}{b}\right)} \log\left(b x + a + \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}{\sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}} - \frac{\log\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}{2 \, b}"," ",0,"(x + a/b)*log(b*x + a + sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))/sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) - 1/2*log(b^2*x^2 + 2*a*b*x + a^2 + 1)/b","A",0
281,0,0,0,0.000000," ","integrate(1/(b^2*x^2+2*a*b*x+a^2+1)^(3/2)/arcsinh(b*x+a),x, algorithm=""giac"")","\int \frac{1}{{\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}^{\frac{3}{2}} \operatorname{arsinh}\left(b x + a\right)}\,{d x}"," ",0,"integrate(1/((b^2*x^2 + 2*a*b*x + a^2 + 1)^(3/2)*arcsinh(b*x + a)), x)","F",0
282,0,0,0,0.000000," ","integrate(1/(b^2*x^2+2*a*b*x+a^2+1)^(3/2)/arcsinh(b*x+a)^2,x, algorithm=""giac"")","\int \frac{1}{{\left(b^{2} x^{2} + 2 \, a b x + a^{2} + 1\right)}^{\frac{3}{2}} \operatorname{arsinh}\left(b x + a\right)^{2}}\,{d x}"," ",0,"integrate(1/((b^2*x^2 + 2*a*b*x + a^2 + 1)^(3/2)*arcsinh(b*x + a)^2), x)","F",0
283,1,74,0,0.458668," ","integrate(x^3*arcsinh(a*x^2),x, algorithm=""giac"")","\frac{1}{4} \, x^{4} \log\left(a x^{2} + \sqrt{a^{2} x^{4} + 1}\right) - \frac{1}{8} \, a {\left(\frac{\sqrt{a^{2} x^{4} + 1} x^{2}}{a^{2}} + \frac{\log\left(-x^{2} {\left| a \right|} + \sqrt{a^{2} x^{4} + 1}\right)}{a^{2} {\left| a \right|}}\right)}"," ",0,"1/4*x^4*log(a*x^2 + sqrt(a^2*x^4 + 1)) - 1/8*a*(sqrt(a^2*x^4 + 1)*x^2/a^2 + log(-x^2*abs(a) + sqrt(a^2*x^4 + 1))/(a^2*abs(a)))","A",0
284,0,0,0,0.000000," ","integrate(x^2*arcsinh(a*x^2),x, algorithm=""giac"")","\int x^{2} \operatorname{arsinh}\left(a x^{2}\right)\,{d x}"," ",0,"integrate(x^2*arcsinh(a*x^2), x)","F",0
285,1,40,0,0.325624," ","integrate(x*arcsinh(a*x^2),x, algorithm=""giac"")","\frac{1}{2} \, x^{2} \log\left(a x^{2} + \sqrt{a^{2} x^{4} + 1}\right) - \frac{\sqrt{a^{2} x^{4} + 1}}{2 \, a}"," ",0,"1/2*x^2*log(a*x^2 + sqrt(a^2*x^4 + 1)) - 1/2*sqrt(a^2*x^4 + 1)/a","A",0
286,0,0,0,0.000000," ","integrate(arcsinh(a*x^2),x, algorithm=""giac"")","\int \operatorname{arsinh}\left(a x^{2}\right)\,{d x}"," ",0,"integrate(arcsinh(a*x^2), x)","F",0
287,0,0,0,0.000000," ","integrate(arcsinh(a*x^2)/x,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(a x^{2}\right)}{x}\,{d x}"," ",0,"integrate(arcsinh(a*x^2)/x, x)","F",0
288,0,0,0,0.000000," ","integrate(arcsinh(a*x^2)/x^2,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(a x^{2}\right)}{x^{2}}\,{d x}"," ",0,"integrate(arcsinh(a*x^2)/x^2, x)","F",0
289,1,58,0,0.301701," ","integrate(arcsinh(a*x^2)/x^3,x, algorithm=""giac"")","-\frac{1}{4} \, a {\left(\log\left(\sqrt{a^{2} x^{4} + 1} + 1\right) - \log\left(\sqrt{a^{2} x^{4} + 1} - 1\right)\right)} - \frac{\log\left(a x^{2} + \sqrt{a^{2} x^{4} + 1}\right)}{2 \, x^{2}}"," ",0,"-1/4*a*(log(sqrt(a^2*x^4 + 1) + 1) - log(sqrt(a^2*x^4 + 1) - 1)) - 1/2*log(a*x^2 + sqrt(a^2*x^4 + 1))/x^2","B",0
290,0,0,0,0.000000," ","integrate(arcsinh(a*x^2)/x^4,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(a x^{2}\right)}{x^{4}}\,{d x}"," ",0,"integrate(arcsinh(a*x^2)/x^4, x)","F",0
291,0,0,0,0.000000," ","integrate(arcsinh(a*x^5)/x,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(a x^{5}\right)}{x}\,{d x}"," ",0,"integrate(arcsinh(a*x^5)/x, x)","F",0
292,1,50,0,0.339032," ","integrate(x^2*arcsinh(x^(1/2)),x, algorithm=""giac"")","\frac{1}{3} \, x^{3} \log\left(\sqrt{x + 1} + \sqrt{x}\right) - \frac{1}{144} \, {\left(2 \, {\left(4 \, x - 5\right)} x + 15\right)} \sqrt{x + 1} \sqrt{x} - \frac{5}{48} \, \log\left(\sqrt{x + 1} - \sqrt{x}\right)"," ",0,"1/3*x^3*log(sqrt(x + 1) + sqrt(x)) - 1/144*(2*(4*x - 5)*x + 15)*sqrt(x + 1)*sqrt(x) - 5/48*log(sqrt(x + 1) - sqrt(x))","A",0
293,1,48,0,0.477035," ","integrate(x*arcsinh(x^(1/2)),x, algorithm=""giac"")","\frac{1}{2} \, x^{2} \log\left(\sqrt{x + 1} + \sqrt{x}\right) - \frac{1}{16} \, \sqrt{x^{2} + x} {\left(2 \, x - 3\right)} + \frac{3}{32} \, \log\left({\left| -2 \, x + 2 \, \sqrt{x^{2} + x} - 1 \right|}\right)"," ",0,"1/2*x^2*log(sqrt(x + 1) + sqrt(x)) - 1/16*sqrt(x^2 + x)*(2*x - 3) + 3/32*log(abs(-2*x + 2*sqrt(x^2 + x) - 1))","A",0
294,1,40,0,0.518942," ","integrate(arcsinh(x^(1/2)),x, algorithm=""giac"")","x \log\left(\sqrt{x + 1} + \sqrt{x}\right) - \frac{1}{2} \, \sqrt{x^{2} + x} - \frac{1}{4} \, \log\left({\left| -2 \, x + 2 \, \sqrt{x^{2} + x} - 1 \right|}\right)"," ",0,"x*log(sqrt(x + 1) + sqrt(x)) - 1/2*sqrt(x^2 + x) - 1/4*log(abs(-2*x + 2*sqrt(x^2 + x) - 1))","A",0
295,0,0,0,0.000000," ","integrate(arcsinh(x^(1/2))/x,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(\sqrt{x}\right)}{x}\,{d x}"," ",0,"integrate(arcsinh(sqrt(x))/x, x)","F",0
296,1,35,0,0.367053," ","integrate(arcsinh(x^(1/2))/x^2,x, algorithm=""giac"")","-\frac{\log\left(\sqrt{x + 1} + \sqrt{x}\right)}{x} + \frac{2}{{\left(\sqrt{x + 1} - \sqrt{x}\right)}^{2} - 1}"," ",0,"-log(sqrt(x + 1) + sqrt(x))/x + 2/((sqrt(x + 1) - sqrt(x))^2 - 1)","A",0
297,1,52,0,0.315984," ","integrate(arcsinh(x^(1/2))/x^3,x, algorithm=""giac"")","-\frac{\log\left(\sqrt{x + 1} + \sqrt{x}\right)}{2 \, x^{2}} + \frac{2 \, {\left(3 \, {\left(\sqrt{x + 1} - \sqrt{x}\right)}^{2} - 1\right)}}{3 \, {\left({\left(\sqrt{x + 1} - \sqrt{x}\right)}^{2} - 1\right)}^{3}}"," ",0,"-1/2*log(sqrt(x + 1) + sqrt(x))/x^2 + 2/3*(3*(sqrt(x + 1) - sqrt(x))^2 - 1)/((sqrt(x + 1) - sqrt(x))^2 - 1)^3","A",0
298,1,67,0,0.374882," ","integrate(arcsinh(x^(1/2))/x^4,x, algorithm=""giac"")","-\frac{\log\left(\sqrt{x + 1} + \sqrt{x}\right)}{3 \, x^{3}} + \frac{16 \, {\left(10 \, {\left(\sqrt{x + 1} - \sqrt{x}\right)}^{4} - 5 \, {\left(\sqrt{x + 1} - \sqrt{x}\right)}^{2} + 1\right)}}{45 \, {\left({\left(\sqrt{x + 1} - \sqrt{x}\right)}^{2} - 1\right)}^{5}}"," ",0,"-1/3*log(sqrt(x + 1) + sqrt(x))/x^3 + 16/45*(10*(sqrt(x + 1) - sqrt(x))^4 - 5*(sqrt(x + 1) - sqrt(x))^2 + 1)/((sqrt(x + 1) - sqrt(x))^2 - 1)^5","A",0
299,1,82,0,0.764916," ","integrate(arcsinh(x^(1/2))/x^5,x, algorithm=""giac"")","-\frac{\log\left(\sqrt{x + 1} + \sqrt{x}\right)}{4 \, x^{4}} + \frac{8 \, {\left(35 \, {\left(\sqrt{x + 1} - \sqrt{x}\right)}^{6} - 21 \, {\left(\sqrt{x + 1} - \sqrt{x}\right)}^{4} + 7 \, {\left(\sqrt{x + 1} - \sqrt{x}\right)}^{2} - 1\right)}}{35 \, {\left({\left(\sqrt{x + 1} - \sqrt{x}\right)}^{2} - 1\right)}^{7}}"," ",0,"-1/4*log(sqrt(x + 1) + sqrt(x))/x^4 + 8/35*(35*(sqrt(x + 1) - sqrt(x))^6 - 21*(sqrt(x + 1) - sqrt(x))^4 + 7*(sqrt(x + 1) - sqrt(x))^2 - 1)/((sqrt(x + 1) - sqrt(x))^2 - 1)^7","A",0
300,1,74,0,0.549380," ","integrate(x^2*arcsinh(a/x),x, algorithm=""giac"")","-\frac{1}{6} \, a^{3} \log\left({\left| a \right|}\right) \mathrm{sgn}\left(x\right) + \frac{1}{3} \, x^{3} \log\left(\sqrt{\frac{a^{2}}{x^{2}} + 1} + \frac{a}{x}\right) + \frac{a^{3} \log\left(-x + \sqrt{a^{2} + x^{2}}\right)}{6 \, \mathrm{sgn}\left(x\right)} + \frac{\sqrt{a^{2} + x^{2}} a x}{6 \, \mathrm{sgn}\left(x\right)}"," ",0,"-1/6*a^3*log(abs(a))*sgn(x) + 1/3*x^3*log(sqrt(a^2/x^2 + 1) + a/x) + 1/6*a^3*log(-x + sqrt(a^2 + x^2))/sgn(x) + 1/6*sqrt(a^2 + x^2)*a*x/sgn(x)","A",0
301,1,47,0,0.491726," ","integrate(x*arcsinh(a/x),x, algorithm=""giac"")","\frac{1}{2} \, x^{2} \log\left(\sqrt{\frac{a^{2}}{x^{2}} + 1} + \frac{a}{x}\right) - \frac{1}{2} \, a {\left| a \right|} \mathrm{sgn}\left(x\right) + \frac{\sqrt{a^{2} + x^{2}} a}{2 \, \mathrm{sgn}\left(x\right)}"," ",0,"1/2*x^2*log(sqrt(a^2/x^2 + 1) + a/x) - 1/2*a*abs(a)*sgn(x) + 1/2*sqrt(a^2 + x^2)*a/sgn(x)","A",0
302,1,49,0,0.323373," ","integrate(arcsinh(a/x),x, algorithm=""giac"")","a \log\left({\left| a \right|}\right) \mathrm{sgn}\left(x\right) + x \log\left(\sqrt{\frac{a^{2}}{x^{2}} + 1} + \frac{a}{x}\right) - \frac{a \log\left(-x + \sqrt{a^{2} + x^{2}}\right)}{\mathrm{sgn}\left(x\right)}"," ",0,"a*log(abs(a))*sgn(x) + x*log(sqrt(a^2/x^2 + 1) + a/x) - a*log(-x + sqrt(a^2 + x^2))/sgn(x)","B",0
303,0,0,0,0.000000," ","integrate(arcsinh(a/x)/x,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(\frac{a}{x}\right)}{x}\,{d x}"," ",0,"integrate(arcsinh(a/x)/x, x)","F",0
304,1,39,0,0.418000," ","integrate(arcsinh(a/x)/x^2,x, algorithm=""giac"")","-\frac{\log\left(\sqrt{\frac{a^{2}}{x^{2}} + 1} + \frac{a}{x}\right)}{x} + \frac{\sqrt{\frac{a^{2}}{x^{2}} + 1}}{a}"," ",0,"-log(sqrt(a^2/x^2 + 1) + a/x)/x + sqrt(a^2/x^2 + 1)/a","A",0
305,1,84,0,0.424833," ","integrate(arcsinh(a/x)/x^3,x, algorithm=""giac"")","-\frac{a {\left(\frac{\log\left(a + \sqrt{a^{2} + x^{2}}\right)}{a^{3}} - \frac{\log\left(-a + \sqrt{a^{2} + x^{2}}\right)}{a^{3}} - \frac{2 \, \sqrt{a^{2} + x^{2}}}{a^{2} x^{2}}\right)}}{8 \, \mathrm{sgn}\left(x\right)} - \frac{\log\left(\sqrt{\frac{a^{2}}{x^{2}} + 1} + \frac{a}{x}\right)}{2 \, x^{2}}"," ",0,"-1/8*a*(log(a + sqrt(a^2 + x^2))/a^3 - log(-a + sqrt(a^2 + x^2))/a^3 - 2*sqrt(a^2 + x^2)/(a^2*x^2))/sgn(x) - 1/2*log(sqrt(a^2/x^2 + 1) + a/x)/x^2","A",0
306,1,75,0,0.668430," ","integrate(arcsinh(a/x)/x^4,x, algorithm=""giac"")","-\frac{\log\left(\sqrt{\frac{a^{2}}{x^{2}} + 1} + \frac{a}{x}\right)}{3 \, x^{3}} - \frac{4 \, {\left(a^{2} - 3 \, {\left(x - \sqrt{a^{2} + x^{2}}\right)}^{2}\right)} a}{9 \, {\left(a^{2} - {\left(x - \sqrt{a^{2} + x^{2}}\right)}^{2}\right)}^{3} \mathrm{sgn}\left(x\right)}"," ",0,"-1/3*log(sqrt(a^2/x^2 + 1) + a/x)/x^3 - 4/9*(a^2 - 3*(x - sqrt(a^2 + x^2))^2)*a/((a^2 - (x - sqrt(a^2 + x^2))^2)^3*sgn(x))","A",0
307,0,0,0,0.000000," ","integrate(x^m*arcsinh(a*x^n),x, algorithm=""giac"")","\int x^{m} \operatorname{arsinh}\left(a x^{n}\right)\,{d x}"," ",0,"integrate(x^m*arcsinh(a*x^n), x)","F",0
308,0,0,0,0.000000," ","integrate(x^2*arcsinh(a*x^n),x, algorithm=""giac"")","\int x^{2} \operatorname{arsinh}\left(a x^{n}\right)\,{d x}"," ",0,"integrate(x^2*arcsinh(a*x^n), x)","F",0
309,0,0,0,0.000000," ","integrate(x*arcsinh(a*x^n),x, algorithm=""giac"")","\int x \operatorname{arsinh}\left(a x^{n}\right)\,{d x}"," ",0,"integrate(x*arcsinh(a*x^n), x)","F",0
310,0,0,0,0.000000," ","integrate(arcsinh(a*x^n),x, algorithm=""giac"")","\int \operatorname{arsinh}\left(a x^{n}\right)\,{d x}"," ",0,"integrate(arcsinh(a*x^n), x)","F",0
311,0,0,0,0.000000," ","integrate(arcsinh(a*x^n)/x,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(a x^{n}\right)}{x}\,{d x}"," ",0,"integrate(arcsinh(a*x^n)/x, x)","F",0
312,0,0,0,0.000000," ","integrate(arcsinh(a*x^n)/x^2,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(a x^{n}\right)}{x^{2}}\,{d x}"," ",0,"integrate(arcsinh(a*x^n)/x^2, x)","F",0
313,0,0,0,0.000000," ","integrate(arcsinh(a*x^n)/x^3,x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(a x^{n}\right)}{x^{3}}\,{d x}"," ",0,"integrate(arcsinh(a*x^n)/x^3, x)","F",0
314,-2,0,0,0.000000," ","integrate((a+b*arcsinh(I+d*x^2))^4,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[79,3]schur row 3 8.74347e-08Bad conditionned root j= 2 value -151313.412862 ratio 11.2206791301 mindist 48.7986537395Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-27,9]Bad conditionned root j= 2 value 147025.62453 ratio 5.74493624992 mindist 24.9427695529Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 29.4sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
315,-2,0,0,0.000000," ","integrate((a+b*arcsinh(I+d*x^2))^3,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[97,-52]Francis algorithm failure for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-9,-4]Francis algorithm failure for[1.0,0.0,-129654000008,2.54121840047e+16,-1.40084664352e+21]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 15.95sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
316,-2,0,0,0.000000," ","integrate((a+b*arcsinh(I+d*x^2))^2,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[60,97]schur row 1 7.48504e-11Francis algorithm not precise enough for[1.0,0.0,-1.91223246961e+12,-1.43937562454e+18,-3.04719418157e+23]Bad conditionned root j= 2 value -564549.069246 ratio 4.13534933689 mindist 8.26009499958schur row 3 8.32254e-09schur row 3 8.32254e-09Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Bad conditionned root j= 3 value -151279.357647 ratio 3.67253338015 mindist 17.3373140811Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-20,14]schur row 1 6.86402e-10Francis algorithm not precise enough for[1.0,0.0,-129654000008,2.54121840047e+16,-1.40084664352e+21]Bad conditionned root j= 2 value 146992.858887 ratio 1.597707895 mindist 8.30647902455Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 6.99sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
317,-2,0,0,0.000000," ","integrate(a+b*arcsinh(I+d*x^2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[29,3]schur row 1 3.19975e-11schur row 2 -2.1116e-07Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Bad conditionned root j= 1 value -151344.383904 ratio 18.0968847681 mindist 79.7696956145Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Evaluation time: 1.26sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
318,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(I+d*x^2)),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[60,97]schur row 1 7.48504e-11Francis algorithm not precise enough for[1.0,0.0,-1.91223246961e+12,-1.43937562454e+18,-3.04719418157e+23]Bad conditionned root j= 2 value -564549.069246 ratio 4.13534933689 mindist 8.26009499958schur row 3 8.32254e-09schur row 3 8.32254e-09Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Bad conditionned root j= 3 value -151279.357647 ratio 3.67253338015 mindist 17.3373140811Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-20,14]schur row 1 6.86402e-10Francis algorithm not precise enough for[1.0,0.0,-129654000008,2.54121840047e+16,-1.40084664352e+21]Bad conditionned root j= 2 value 146992.858887 ratio 1.597707895 mindist 8.30647902455Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 3.81sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
319,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(I+d*x^2))^2,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[79,3]schur row 3 8.74347e-08Bad conditionned root j= 2 value -151313.412862 ratio 11.2206791301 mindist 48.7986537395Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-27,9]Bad conditionned root j= 2 value 147025.62453 ratio 5.74493624992 mindist 24.9427695529Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 12.09sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
320,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(I+d*x^2))^3,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[65,-98]schur row 1 5.57208e-12schur row 2 -6.7303e-09Francis algorithm not precise enough for[1.0,0.0,-2.33820328561e+12,-1.94619571078e+18,-4.55599550409e+23]Bad conditionned root j= 1 value -624323.751966 ratio 14.0078062215 mindist 69.4834240274Bad conditionned root j= 1 value -151261.012618 ratio 2.78093290945 mindist 7.18852886464Bad conditionned root j= 2 value -151274.163312 ratio 2.51776304852 mindist 13.1506943274Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-86,2]Bad conditionned root j= 2 value 147044.272515 ratio 9.86512495427 mindist 45.8740775194Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 29.04sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
321,-2,0,0,0.000000," ","integrate((a+b*arcsinh(-I+d*x^2))^4,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[79,3]schur row 3 8.74347e-08Bad conditionned root j= 2 value -151313.412862 ratio 11.2206791301 mindist 48.7986537395Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-27,9]Bad conditionned root j= 2 value 147025.62453 ratio 5.74493624992 mindist 24.9427695529Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 30.29sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
322,-2,0,0,0.000000," ","integrate((a+b*arcsinh(-I+d*x^2))^3,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[97,-52]Francis algorithm failure for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-9,-4]Francis algorithm failure for[1.0,0.0,-129654000008,2.54121840047e+16,-1.40084664352e+21]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 15.74sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
323,-2,0,0,0.000000," ","integrate((a+b*arcsinh(-I+d*x^2))^2,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[60,97]schur row 1 7.48504e-11Francis algorithm not precise enough for[1.0,0.0,-1.91223246961e+12,-1.43937562454e+18,-3.04719418157e+23]Bad conditionned root j= 2 value -564549.069246 ratio 4.13534933689 mindist 8.26009499958schur row 3 8.32254e-09schur row 3 8.32254e-09Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Bad conditionned root j= 3 value -151279.357647 ratio 3.67253338015 mindist 17.3373140811Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-20,14]schur row 1 6.86402e-10Francis algorithm not precise enough for[1.0,0.0,-129654000008,2.54121840047e+16,-1.40084664352e+21]Bad conditionned root j= 2 value 146992.858887 ratio 1.597707895 mindist 8.30647902455Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 6.85sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
324,-2,0,0,0.000000," ","integrate(a+b*arcsinh(-I+d*x^2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[29,3]schur row 1 3.19975e-11schur row 2 -2.1116e-07Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Bad conditionned root j= 1 value -151344.383904 ratio 18.0968847681 mindist 79.7696956145Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Evaluation time: 1.23sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
325,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(-I+d*x^2)),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[60,97]schur row 1 7.48504e-11Francis algorithm not precise enough for[1.0,0.0,-1.91223246961e+12,-1.43937562454e+18,-3.04719418157e+23]Bad conditionned root j= 2 value -564549.069246 ratio 4.13534933689 mindist 8.26009499958schur row 3 8.32254e-09schur row 3 8.32254e-09Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Bad conditionned root j= 3 value -151279.357647 ratio 3.67253338015 mindist 17.3373140811Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-20,14]schur row 1 6.86402e-10Francis algorithm not precise enough for[1.0,0.0,-129654000008,2.54121840047e+16,-1.40084664352e+21]Bad conditionned root j= 2 value 146992.858887 ratio 1.597707895 mindist 8.30647902455Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 3.85sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
326,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(-I+d*x^2))^2,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[79,3]schur row 3 8.74347e-08Bad conditionned root j= 2 value -151313.412862 ratio 11.2206791301 mindist 48.7986537395Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-27,9]Bad conditionned root j= 2 value 147025.62453 ratio 5.74493624992 mindist 24.9427695529Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 12.5sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
327,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(-I+d*x^2))^3,x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[45,-28]Bad conditionned root j= 1 value -35280.3655931 ratio 0.379661795171 mindist 0.443514529616Bad conditionned root j= 1 value -5105.29327315 ratio 1.07361778233 mindist 2.29350729132Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[65,-98]schur row 1 5.57208e-12schur row 2 -6.7303e-09Francis algorithm not precise enough for[1.0,0.0,-2.33820328561e+12,-1.94619571078e+18,-4.55599550409e+23]Bad conditionned root j= 1 value -624323.751966 ratio 14.0078062215 mindist 69.4834240274Bad conditionned root j= 1 value -151261.012618 ratio 2.78093290945 mindist 7.18852886464Bad conditionned root j= 2 value -151274.163312 ratio 2.51776304852 mindist 13.1506943274Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-86,2]Bad conditionned root j= 2 value 147044.272515 ratio 9.86512495427 mindist 45.8740775194Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-30,70]Evaluation time: 29.51sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
328,-2,0,0,0.000000," ","integrate((a+b*arcsinh(I+d*x^2))^(5/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[33,44]Bad conditionned root j= 2 value -63897.972732 ratio 2.32090080903 mindist 10.1217065137Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[50,45]Francis algorithm failure for[1.0,0.0,-61509375008,-8.30376562824e+15,-3.1528360132e+20]schur row 1 1.29492e-09Francis algorithm not precise enough for[1.0,0.0,-61509375008,-8.30376562824e+15,-3.1528360132e+20]Bad conditionned root j= 2 value -101243.096423 ratio 1.67716116885 mindist 7.19967768138Francis algorithm failure for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Evaluation time: 1.58sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
329,-2,0,0,0.000000," ","integrate((a+b*arcsinh(I+d*x^2))^(3/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[33,44]Bad conditionned root j= 2 value -63897.972732 ratio 2.32090080903 mindist 10.1217065137Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[50,45]Francis algorithm failure for[1.0,0.0,-61509375008,-8.30376562824e+15,-3.1528360132e+20]schur row 1 1.29492e-09Francis algorithm not precise enough for[1.0,0.0,-61509375008,-8.30376562824e+15,-3.1528360132e+20]Bad conditionned root j= 2 value -101243.096423 ratio 1.67716116885 mindist 7.19967768138Francis algorithm failure for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Evaluation time: 1.36sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
330,-2,0,0,0.000000," ","integrate((a+b*arcsinh(I+d*x^2))^(1/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[84,56]Bad conditionned root j= 0 value -263411.197936 ratio 0.852649578726 mindist 22.2638977566Bad conditionned root j= 1 value -263430.401038-11.2659672545*i ratio 0.734861252591 mindist 22.2638977566Bad conditionned root j= 2 value -263430.401038+11.2659672545*i ratio 0.73486125259 mindist 22.2638977566schur row 1 7.1988e-07Francis algorithm not precise enough for[1.0,0.0,-156243662.0,-1.06308198511e+12,-2.03434057625e+15]Bad conditionned root j= 0 value -5110.30395302 ratio 1.76012200073 mindist 7.30402974054Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[2,-51]schur row 1 4.28283e-07Francis algorithm not precise enough for[1.0,0.0,-162364832.0,-1.12616258573e+12,-2.19686198884e+15]Bad conditionned root j= 0 value -5207.61031281 ratio 1.42050071801 mindist 5.61479175428Francis algorithm failure for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Evaluation time: 1.27sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
331,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(I+d*x^2))^(1/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[92,-31]schur row 1 2.27097e-10Francis algorithm not precise enough for[1.0,0.0,-46900090472,-5.52870773363e+15,-1.83301540649e+20]Bad conditionned root j= 1 value -88413.1703987 ratio 0.928933994168 mindist 1.4753899225Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[69,-52]Bad conditionned root j= 3 value -186564.652407 ratio 2.53779195402 mindist 12.5891719132schur row 1 1.93713e-09Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Bad conditionned root j= 1 value -151275.671615 ratio 2.85445476241 mindist 13.6978000362Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Evaluation time: 1.31sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
332,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(I+d*x^2))^(3/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[89,77]schur row 1 1.22263e-09Francis algorithm not precise enough for[1.0,0.0,-1.67068342657e+12,-1.17545053497e+18,-2.32598592657e+23]Bad conditionned root j= 2 value -527644.406418 ratio 8.33415008204 mindist 33.7256546889Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-66,8]schur row 1 9.91586e-07Francis algorithm not precise enough for[1.0,0.0,-107053064.0,602922946560,-9.55030161457e+14]Bad conditionned root j= 0 value 4231.08593187 ratio 1.71555050372 mindist 7.08837726861schur row 1 9.85057e-10Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Unable to isolate roots number Vector [0,1][-0.151267996566355e6,-0.151267183209932e6]Bad conditionned root j= 2 value -151253.820244 ratio 2.23329136282 mindist 13.3629663866Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[84,-65]Bad conditionned root j= 1 value -354917.321547 ratio 3.58199229828 mindist 17.6876820158Bad conditionned root j= 2 value -354899.633865 ratio 36.3553454927 mindist 16.5892679524Bad conditionned root j= 1 value -33880.7669046 ratio 0.612379387673 mindist 0.825253607938Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [70,22]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[30,-21]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-24,-63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[11,52]schur row 3 -3.22193e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [18,-49]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-33,-70]schur row 3 1.93169e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [8,63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-94]schur row 1 1.15782e-08Francis algorithm not precise enough for[1.0,0.0,-29980760072,2.82570662547e+15,-7.49038312879e+19]Bad conditionned root j= 0 value 70702.5530055 ratio 3.30491028239 mindist 18.5135468412Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-38]schur row 1 3.47275e-08Francis algorithm not precise enough for[1.0,0.0,-800692232.0,1.23327957985e+13,-5.34256730006e+16]Bad conditionned root j= 0 value 11555.1783957 ratio 1.30663425153 mindist 3.17957631341schur row 1 5.69583e-10Francis algorithm not precise enough for[1.0,0.0,-1.32328584376e+12,-8.28597485843e+17,-1.45923785361e+23]Unable to isolate roots number Vector [0,2][-0.469612557480389e6,-0.469615331440520e6]Bad conditionned root j= 1 value -469647.111085 ratio 3.72291056632 mindist 31.7796449475Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [65,-85]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-86,73]Bad conditionned root j= 0 value 458272.621508 ratio 152.169961926 mindist 255.569113305Bad conditionned root j= 2 value 458592.326104 ratio 66.2919566381 mindist 302.967080007Bad conditionned root j= 1 value -770132.243981 ratio 141.661540265 mindist 52.7628472447Bad conditionned root j= 2 value -770187.27489 ratio 12.2575973716 mindist 55.0309094898Unable to isolate roots number Vector [1,3][-0.770132243980564e6,-0.770079481133319e6]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [93,91]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-82,36]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[9,15]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-11,52]schur row 3 1.00361e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [79,-88]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [9,6]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-69,-8]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[91,52]Bad conditionned root j= 1 value -246064.602658 ratio 4.13844710897 mindist 2.78272759262schur row 1 9.14435e-09Francis algorithm not precise enough for[1.0,0.0,-2124702752,-5.33102089176e+13,-3.76196821029e+17]Bad conditionned root j= 1 value -18820.5074185 ratio 0.838796175516 mindist 3.20710914307Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [2,97]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-82,75]schur row 1 1.2297e-10Francis algorithm not precise enough for[1.0,0.0,-1.27650937501e+12,7.8505326564e+17,-1.35789682044e+23]Bad conditionned root j= 2 value 461240.783946 ratio 2.37092177178 mindist 11.7745041251schur row 1 1.96129e-07Francis algorithm not precise enough for[1.0,0.0,-288648584.0,2.6694222528e+12,-6.94316785683e+15]Bad conditionned root j= 0 value 6940.98554667 ratio 1.29997372862 mindist 4.99589011288Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-24,-17]Evaluation time: 1.99sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
333,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(I+d*x^2))^(5/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[89,77]schur row 1 1.22263e-09Francis algorithm not precise enough for[1.0,0.0,-1.67068342657e+12,-1.17545053497e+18,-2.32598592657e+23]Bad conditionned root j= 2 value -527644.406418 ratio 8.33415008204 mindist 33.7256546889Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-66,8]schur row 1 9.91586e-07Francis algorithm not precise enough for[1.0,0.0,-107053064.0,602922946560,-9.55030161457e+14]Bad conditionned root j= 0 value 4231.08593187 ratio 1.71555050372 mindist 7.08837726861schur row 1 9.85057e-10Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Unable to isolate roots number Vector [0,1][-0.151267996566355e6,-0.151267183209932e6]Bad conditionned root j= 2 value -151253.820244 ratio 2.23329136282 mindist 13.3629663866Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[84,-65]Bad conditionned root j= 1 value -354917.321547 ratio 3.58199229828 mindist 17.6876820158Bad conditionned root j= 2 value -354899.633865 ratio 36.3553454927 mindist 16.5892679524Bad conditionned root j= 1 value -33880.7669046 ratio 0.612379387673 mindist 0.825253607938Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [70,22]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[30,-21]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-24,-63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[11,52]schur row 3 -3.22193e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [18,-49]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-33,-70]schur row 3 1.93169e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [8,63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-94]schur row 1 1.15782e-08Francis algorithm not precise enough for[1.0,0.0,-29980760072,2.82570662547e+15,-7.49038312879e+19]Bad conditionned root j= 0 value 70702.5530055 ratio 3.30491028239 mindist 18.5135468412Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-38]schur row 1 3.47275e-08Francis algorithm not precise enough for[1.0,0.0,-800692232.0,1.23327957985e+13,-5.34256730006e+16]Bad conditionned root j= 0 value 11555.1783957 ratio 1.30663425153 mindist 3.17957631341schur row 1 5.69583e-10Francis algorithm not precise enough for[1.0,0.0,-1.32328584376e+12,-8.28597485843e+17,-1.45923785361e+23]Unable to isolate roots number Vector [0,2][-0.469612557480389e6,-0.469615331440520e6]Bad conditionned root j= 1 value -469647.111085 ratio 3.72291056632 mindist 31.7796449475Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [65,-85]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-86,73]Bad conditionned root j= 0 value 458272.621508 ratio 152.169961926 mindist 255.569113305Bad conditionned root j= 2 value 458592.326104 ratio 66.2919566381 mindist 302.967080007Bad conditionned root j= 1 value -770132.243981 ratio 141.661540265 mindist 52.7628472447Bad conditionned root j= 2 value -770187.27489 ratio 12.2575973716 mindist 55.0309094898Unable to isolate roots number Vector [1,3][-0.770132243980564e6,-0.770079481133319e6]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [93,91]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-82,36]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[9,15]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-11,52]schur row 3 1.00361e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [79,-88]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [9,6]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-69,-8]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[91,52]Bad conditionned root j= 1 value -246064.602658 ratio 4.13844710897 mindist 2.78272759262schur row 1 9.14435e-09Francis algorithm not precise enough for[1.0,0.0,-2124702752,-5.33102089176e+13,-3.76196821029e+17]Bad conditionned root j= 1 value -18820.5074185 ratio 0.838796175516 mindist 3.20710914307Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [2,97]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-82,75]schur row 1 1.2297e-10Francis algorithm not precise enough for[1.0,0.0,-1.27650937501e+12,7.8505326564e+17,-1.35789682044e+23]Bad conditionned root j= 2 value 461240.783946 ratio 2.37092177178 mindist 11.7745041251schur row 1 1.96129e-07Francis algorithm not precise enough for[1.0,0.0,-288648584.0,2.6694222528e+12,-6.94316785683e+15]Bad conditionned root j= 0 value 6940.98554667 ratio 1.29997372862 mindist 4.99589011288Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-24,-17]Evaluation time: 1.97sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
334,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(I+d*x^2))^(7/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[89,77]schur row 1 1.22263e-09Francis algorithm not precise enough for[1.0,0.0,-1.67068342657e+12,-1.17545053497e+18,-2.32598592657e+23]Bad conditionned root j= 2 value -527644.406418 ratio 8.33415008204 mindist 33.7256546889Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-66,8]schur row 1 9.91586e-07Francis algorithm not precise enough for[1.0,0.0,-107053064.0,602922946560,-9.55030161457e+14]Bad conditionned root j= 0 value 4231.08593187 ratio 1.71555050372 mindist 7.08837726861schur row 1 9.85057e-10Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Unable to isolate roots number Vector [0,1][-0.151267996566355e6,-0.151267183209932e6]Bad conditionned root j= 2 value -151253.820244 ratio 2.23329136282 mindist 13.3629663866Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[84,-65]Bad conditionned root j= 1 value -354917.321547 ratio 3.58199229828 mindist 17.6876820158Bad conditionned root j= 2 value -354899.633865 ratio 36.3553454927 mindist 16.5892679524Bad conditionned root j= 1 value -33880.7669046 ratio 0.612379387673 mindist 0.825253607938Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [70,22]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[30,-21]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-24,-63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[11,52]schur row 3 -3.22193e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [18,-49]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-33,-70]schur row 3 1.93169e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [8,63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-94]schur row 1 1.15782e-08Francis algorithm not precise enough for[1.0,0.0,-29980760072,2.82570662547e+15,-7.49038312879e+19]Bad conditionned root j= 0 value 70702.5530055 ratio 3.30491028239 mindist 18.5135468412Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-38]schur row 1 3.47275e-08Francis algorithm not precise enough for[1.0,0.0,-800692232.0,1.23327957985e+13,-5.34256730006e+16]Bad conditionned root j= 0 value 11555.1783957 ratio 1.30663425153 mindist 3.17957631341schur row 1 5.69583e-10Francis algorithm not precise enough for[1.0,0.0,-1.32328584376e+12,-8.28597485843e+17,-1.45923785361e+23]Unable to isolate roots number Vector [0,2][-0.469612557480389e6,-0.469615331440520e6]Bad conditionned root j= 1 value -469647.111085 ratio 3.72291056632 mindist 31.7796449475Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [65,-85]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-86,73]Bad conditionned root j= 0 value 458272.621508 ratio 152.169961926 mindist 255.569113305Bad conditionned root j= 2 value 458592.326104 ratio 66.2919566381 mindist 302.967080007Bad conditionned root j= 1 value -770132.243981 ratio 141.661540265 mindist 52.7628472447Bad conditionned root j= 2 value -770187.27489 ratio 12.2575973716 mindist 55.0309094898Unable to isolate roots number Vector [1,3][-0.770132243980564e6,-0.770079481133319e6]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [93,91]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-82,36]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[9,15]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-11,52]schur row 3 1.00361e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [79,-88]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [9,6]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-69,-8]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[91,52]Bad conditionned root j= 1 value -246064.602658 ratio 4.13844710897 mindist 2.78272759262schur row 1 9.14435e-09Francis algorithm not precise enough for[1.0,0.0,-2124702752,-5.33102089176e+13,-3.76196821029e+17]Bad conditionned root j= 1 value -18820.5074185 ratio 0.838796175516 mindist 3.20710914307Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [2,97]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-82,75]schur row 1 1.2297e-10Francis algorithm not precise enough for[1.0,0.0,-1.27650937501e+12,7.8505326564e+17,-1.35789682044e+23]Bad conditionned root j= 2 value 461240.783946 ratio 2.37092177178 mindist 11.7745041251schur row 1 1.96129e-07Francis algorithm not precise enough for[1.0,0.0,-288648584.0,2.6694222528e+12,-6.94316785683e+15]Bad conditionned root j= 0 value 6940.98554667 ratio 1.29997372862 mindist 4.99589011288Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-24,-17]Evaluation time: 1.97sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
335,-2,0,0,0.000000," ","integrate((a+b*arcsinh(-I+d*x^2))^(5/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[33,44]Bad conditionned root j= 2 value -63897.972732 ratio 2.32090080903 mindist 10.1217065137Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[50,45]Francis algorithm failure for[1.0,0.0,-61509375008,-8.30376562824e+15,-3.1528360132e+20]schur row 1 1.29492e-09Francis algorithm not precise enough for[1.0,0.0,-61509375008,-8.30376562824e+15,-3.1528360132e+20]Bad conditionned root j= 2 value -101243.096423 ratio 1.67716116885 mindist 7.19967768138Francis algorithm failure for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Evaluation time: 1.57sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
336,-2,0,0,0.000000," ","integrate((a+b*arcsinh(-I+d*x^2))^(3/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[33,44]Bad conditionned root j= 2 value -63897.972732 ratio 2.32090080903 mindist 10.1217065137Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[50,45]Francis algorithm failure for[1.0,0.0,-61509375008,-8.30376562824e+15,-3.1528360132e+20]schur row 1 1.29492e-09Francis algorithm not precise enough for[1.0,0.0,-61509375008,-8.30376562824e+15,-3.1528360132e+20]Bad conditionned root j= 2 value -101243.096423 ratio 1.67716116885 mindist 7.19967768138Francis algorithm failure for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Evaluation time: 1.41sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
337,-2,0,0,0.000000," ","integrate((a+b*arcsinh(-I+d*x^2))^(1/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[84,56]Bad conditionned root j= 0 value -263411.197936 ratio 0.852649578726 mindist 22.2638977566Bad conditionned root j= 1 value -263430.401038-11.2659672545*i ratio 0.734861252591 mindist 22.2638977566Bad conditionned root j= 2 value -263430.401038+11.2659672545*i ratio 0.73486125259 mindist 22.2638977566schur row 1 7.1988e-07Francis algorithm not precise enough for[1.0,0.0,-156243662.0,-1.06308198511e+12,-2.03434057625e+15]Bad conditionned root j= 0 value -5110.30395302 ratio 1.76012200073 mindist 7.30402974054Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[2,-51]schur row 1 4.28283e-07Francis algorithm not precise enough for[1.0,0.0,-162364832.0,-1.12616258573e+12,-2.19686198884e+15]Bad conditionned root j= 0 value -5207.61031281 ratio 1.42050071801 mindist 5.61479175428Francis algorithm failure for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Evaluation time: 1.31sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
338,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(-I+d*x^2))^(1/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[92,-31]schur row 1 2.27097e-10Francis algorithm not precise enough for[1.0,0.0,-46900090472,-5.52870773363e+15,-1.83301540649e+20]Bad conditionned root j= 1 value -88413.1703987 ratio 0.928933994168 mindist 1.4753899225Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [7,-27]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[69,-52]Bad conditionned root j= 3 value -186564.652407 ratio 2.53779195402 mindist 12.5891719132schur row 1 1.93713e-09Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Bad conditionned root j= 1 value -151275.671615 ratio 2.85445476241 mindist 13.6978000362Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Evaluation time: 1.31sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
339,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(-I+d*x^2))^(3/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[89,77]schur row 1 1.22263e-09Francis algorithm not precise enough for[1.0,0.0,-1.67068342657e+12,-1.17545053497e+18,-2.32598592657e+23]Bad conditionned root j= 2 value -527644.406418 ratio 8.33415008204 mindist 33.7256546889Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-66,8]schur row 1 9.91586e-07Francis algorithm not precise enough for[1.0,0.0,-107053064.0,602922946560,-9.55030161457e+14]Bad conditionned root j= 0 value 4231.08593187 ratio 1.71555050372 mindist 7.08837726861schur row 1 9.85057e-10Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Unable to isolate roots number Vector [0,1][-0.151267996566355e6,-0.151267183209932e6]Bad conditionned root j= 2 value -151253.820244 ratio 2.23329136282 mindist 13.3629663866Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[84,-65]Bad conditionned root j= 1 value -354917.321547 ratio 3.58199229828 mindist 17.6876820158Bad conditionned root j= 2 value -354899.633865 ratio 36.3553454927 mindist 16.5892679524Bad conditionned root j= 1 value -33880.7669046 ratio 0.612379387673 mindist 0.825253607938Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [70,22]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[30,-21]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-24,-63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[11,52]schur row 3 -3.22193e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [18,-49]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-33,-70]schur row 3 1.93169e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [8,63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-94]schur row 1 1.15782e-08Francis algorithm not precise enough for[1.0,0.0,-29980760072,2.82570662547e+15,-7.49038312879e+19]Bad conditionned root j= 0 value 70702.5530055 ratio 3.30491028239 mindist 18.5135468412Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-38]schur row 1 3.47275e-08Francis algorithm not precise enough for[1.0,0.0,-800692232.0,1.23327957985e+13,-5.34256730006e+16]Bad conditionned root j= 0 value 11555.1783957 ratio 1.30663425153 mindist 3.17957631341schur row 1 5.69583e-10Francis algorithm not precise enough for[1.0,0.0,-1.32328584376e+12,-8.28597485843e+17,-1.45923785361e+23]Unable to isolate roots number Vector [0,2][-0.469612557480389e6,-0.469615331440520e6]Bad conditionned root j= 1 value -469647.111085 ratio 3.72291056632 mindist 31.7796449475Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [65,-85]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-86,73]Bad conditionned root j= 0 value 458272.621508 ratio 152.169961926 mindist 255.569113305Bad conditionned root j= 2 value 458592.326104 ratio 66.2919566381 mindist 302.967080007Bad conditionned root j= 1 value -770132.243981 ratio 141.661540265 mindist 52.7628472447Bad conditionned root j= 2 value -770187.27489 ratio 12.2575973716 mindist 55.0309094898Unable to isolate roots number Vector [1,3][-0.770132243980564e6,-0.770079481133319e6]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [93,91]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-82,36]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[9,15]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-11,52]schur row 3 1.00361e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [79,-88]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [9,6]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-69,-8]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[91,52]Bad conditionned root j= 1 value -246064.602658 ratio 4.13844710897 mindist 2.78272759262schur row 1 9.14435e-09Francis algorithm not precise enough for[1.0,0.0,-2124702752,-5.33102089176e+13,-3.76196821029e+17]Bad conditionned root j= 1 value -18820.5074185 ratio 0.838796175516 mindist 3.20710914307Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [2,97]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-82,75]schur row 1 1.2297e-10Francis algorithm not precise enough for[1.0,0.0,-1.27650937501e+12,7.8505326564e+17,-1.35789682044e+23]Bad conditionned root j= 2 value 461240.783946 ratio 2.37092177178 mindist 11.7745041251schur row 1 1.96129e-07Francis algorithm not precise enough for[1.0,0.0,-288648584.0,2.6694222528e+12,-6.94316785683e+15]Bad conditionned root j= 0 value 6940.98554667 ratio 1.29997372862 mindist 4.99589011288Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-24,-17]Evaluation time: 1.96sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
340,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(-I+d*x^2))^(5/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[89,77]schur row 1 1.22263e-09Francis algorithm not precise enough for[1.0,0.0,-1.67068342657e+12,-1.17545053497e+18,-2.32598592657e+23]Bad conditionned root j= 2 value -527644.406418 ratio 8.33415008204 mindist 33.7256546889Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-66,8]schur row 1 9.91586e-07Francis algorithm not precise enough for[1.0,0.0,-107053064.0,602922946560,-9.55030161457e+14]Bad conditionned root j= 0 value 4231.08593187 ratio 1.71555050372 mindist 7.08837726861schur row 1 9.85057e-10Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Unable to isolate roots number Vector [0,1][-0.151267996566355e6,-0.151267183209932e6]Bad conditionned root j= 2 value -151253.820244 ratio 2.23329136282 mindist 13.3629663866Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[84,-65]Bad conditionned root j= 1 value -354917.321547 ratio 3.58199229828 mindist 17.6876820158Bad conditionned root j= 2 value -354899.633865 ratio 36.3553454927 mindist 16.5892679524Bad conditionned root j= 1 value -33880.7669046 ratio 0.612379387673 mindist 0.825253607938Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [70,22]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[30,-21]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-24,-63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[11,52]schur row 3 -3.22193e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [18,-49]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-33,-70]schur row 3 1.93169e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [8,63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-94]schur row 1 1.15782e-08Francis algorithm not precise enough for[1.0,0.0,-29980760072,2.82570662547e+15,-7.49038312879e+19]Bad conditionned root j= 0 value 70702.5530055 ratio 3.30491028239 mindist 18.5135468412Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-38]schur row 1 3.47275e-08Francis algorithm not precise enough for[1.0,0.0,-800692232.0,1.23327957985e+13,-5.34256730006e+16]Bad conditionned root j= 0 value 11555.1783957 ratio 1.30663425153 mindist 3.17957631341schur row 1 5.69583e-10Francis algorithm not precise enough for[1.0,0.0,-1.32328584376e+12,-8.28597485843e+17,-1.45923785361e+23]Unable to isolate roots number Vector [0,2][-0.469612557480389e6,-0.469615331440520e6]Bad conditionned root j= 1 value -469647.111085 ratio 3.72291056632 mindist 31.7796449475Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [65,-85]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-86,73]Bad conditionned root j= 0 value 458272.621508 ratio 152.169961926 mindist 255.569113305Bad conditionned root j= 2 value 458592.326104 ratio 66.2919566381 mindist 302.967080007Bad conditionned root j= 1 value -770132.243981 ratio 141.661540265 mindist 52.7628472447Bad conditionned root j= 2 value -770187.27489 ratio 12.2575973716 mindist 55.0309094898Unable to isolate roots number Vector [1,3][-0.770132243980564e6,-0.770079481133319e6]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [93,91]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-82,36]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[9,15]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-11,52]schur row 3 1.00361e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [79,-88]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [9,6]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-69,-8]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[91,52]Bad conditionned root j= 1 value -246064.602658 ratio 4.13844710897 mindist 2.78272759262schur row 1 9.14435e-09Francis algorithm not precise enough for[1.0,0.0,-2124702752,-5.33102089176e+13,-3.76196821029e+17]Bad conditionned root j= 1 value -18820.5074185 ratio 0.838796175516 mindist 3.20710914307Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [2,97]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-82,75]schur row 1 1.2297e-10Francis algorithm not precise enough for[1.0,0.0,-1.27650937501e+12,7.8505326564e+17,-1.35789682044e+23]Bad conditionned root j= 2 value 461240.783946 ratio 2.37092177178 mindist 11.7745041251schur row 1 1.96129e-07Francis algorithm not precise enough for[1.0,0.0,-288648584.0,2.6694222528e+12,-6.94316785683e+15]Bad conditionned root j= 0 value 6940.98554667 ratio 1.29997372862 mindist 4.99589011288Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-24,-17]Evaluation time: 1.98sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
341,-2,0,0,0.000000," ","integrate(1/(a+b*arcsinh(-I+d*x^2))^(7/2),x, algorithm=""giac"")","\text{Exception raised: TypeError}"," ",0,"Exception raised: TypeError >> An error occurred running a Giac command:INPUT:sage2:=int(sage0,x):;OUTPUT:Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[89,77]schur row 1 1.22263e-09Francis algorithm not precise enough for[1.0,0.0,-1.67068342657e+12,-1.17545053497e+18,-2.32598592657e+23]Bad conditionned root j= 2 value -527644.406418 ratio 8.33415008204 mindist 33.7256546889Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-66,8]schur row 1 9.91586e-07Francis algorithm not precise enough for[1.0,0.0,-107053064.0,602922946560,-9.55030161457e+14]Bad conditionned root j= 0 value 4231.08593187 ratio 1.71555050372 mindist 7.08837726861schur row 1 9.85057e-10Francis algorithm not precise enough for[1.0,0.0,-137282971022,-2.76877787308e+16,-1.57055117809e+21]Unable to isolate roots number Vector [0,1][-0.151267996566355e6,-0.151267183209932e6]Bad conditionned root j= 2 value -151253.820244 ratio 2.23329136282 mindist 13.3629663866Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [63,-49]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[84,-65]Bad conditionned root j= 1 value -354917.321547 ratio 3.58199229828 mindist 17.6876820158Bad conditionned root j= 2 value -354899.633865 ratio 36.3553454927 mindist 16.5892679524Bad conditionned root j= 1 value -33880.7669046 ratio 0.612379387673 mindist 0.825253607938Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [70,22]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[30,-21]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-24,-63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[11,52]schur row 3 -3.22193e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [18,-49]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-33,-70]schur row 3 1.93169e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [8,63]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-94]schur row 1 1.15782e-08Francis algorithm not precise enough for[1.0,0.0,-29980760072,2.82570662547e+15,-7.49038312879e+19]Bad conditionned root j= 0 value 70702.5530055 ratio 3.30491028239 mindist 18.5135468412Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-8,-38]schur row 1 3.47275e-08Francis algorithm not precise enough for[1.0,0.0,-800692232.0,1.23327957985e+13,-5.34256730006e+16]Bad conditionned root j= 0 value 11555.1783957 ratio 1.30663425153 mindist 3.17957631341schur row 1 5.69583e-10Francis algorithm not precise enough for[1.0,0.0,-1.32328584376e+12,-8.28597485843e+17,-1.45923785361e+23]Unable to isolate roots number Vector [0,2][-0.469612557480389e6,-0.469615331440520e6]Bad conditionned root j= 1 value -469647.111085 ratio 3.72291056632 mindist 31.7796449475Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [65,-85]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-86,73]Bad conditionned root j= 0 value 458272.621508 ratio 152.169961926 mindist 255.569113305Bad conditionned root j= 2 value 458592.326104 ratio 66.2919566381 mindist 302.967080007Bad conditionned root j= 1 value -770132.243981 ratio 141.661540265 mindist 52.7628472447Bad conditionned root j= 2 value -770187.27489 ratio 12.2575973716 mindist 55.0309094898Unable to isolate roots number Vector [1,3][-0.770132243980564e6,-0.770079481133319e6]Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [93,91]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-82,36]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[9,15]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,x]=[-11,52]schur row 3 1.00361e-07Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [79,-88]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [9,6]Warning, choosing root of [1,0,%%%{-4,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-4,[3,6]%%%}+%%%{-16,[1,2]%%%},%%%{-1,[4,8]%%%}+%%%{-4,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-69,-8]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[91,52]Bad conditionned root j= 1 value -246064.602658 ratio 4.13844710897 mindist 2.78272759262schur row 1 9.14435e-09Francis algorithm not precise enough for[1.0,0.0,-2124702752,-5.33102089176e+13,-3.76196821029e+17]Bad conditionned root j= 1 value -18820.5074185 ratio 0.838796175516 mindist 3.20710914307Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [2,97]Warning, need to choose a branch for the root of a polynomial with parameters. This might be wrong.The choice was done assuming [d,t_nostep]=[-82,75]schur row 1 1.2297e-10Francis algorithm not precise enough for[1.0,0.0,-1.27650937501e+12,7.8505326564e+17,-1.35789682044e+23]Bad conditionned root j= 2 value 461240.783946 ratio 2.37092177178 mindist 11.7745041251schur row 1 1.96129e-07Francis algorithm not precise enough for[1.0,0.0,-288648584.0,2.6694222528e+12,-6.94316785683e+15]Bad conditionned root j= 0 value 6940.98554667 ratio 1.29997372862 mindist 4.99589011288Warning, choosing root of [1,0,%%%{-6,[2,4]%%%}+%%%{-8,[0,0]%%%},%%%{-8,[3,6]%%%}+%%%{-32,[1,2]%%%},%%%{-3,[4,8]%%%}+%%%{-24,[2,4]%%%}+%%%{16,[0,0]%%%}] at parameters values [-24,-17]Evaluation time: 1.98sym2poly/r2sym(const gen & e,const index_m & i,const vecteur & l) Error: Bad Argument Value","F(-2)",0
342,0,0,0,0.000000," ","integrate((a+b*arcsinh((-c*x+1)^(1/2)/(c*x+1)^(1/2)))^n/(-c^2*x^2+1),x, algorithm=""giac"")","\int -\frac{{\left(b \operatorname{arsinh}\left(\frac{\sqrt{-c x + 1}}{\sqrt{c x + 1}}\right) + a\right)}^{n}}{c^{2} x^{2} - 1}\,{d x}"," ",0,"integrate(-(b*arcsinh(sqrt(-c*x + 1)/sqrt(c*x + 1)) + a)^n/(c^2*x^2 - 1), x)","F",0
343,-1,0,0,0.000000," ","integrate((a+b*arcsinh((-c*x+1)^(1/2)/(c*x+1)^(1/2)))^3/(-c^2*x^2+1),x, algorithm=""giac"")","\text{Timed out}"," ",0,"Timed out","F(-1)",0
344,0,0,0,0.000000," ","integrate((a+b*arcsinh((-c*x+1)^(1/2)/(c*x+1)^(1/2)))^2/(-c^2*x^2+1),x, algorithm=""giac"")","\int -\frac{{\left(b \operatorname{arsinh}\left(\frac{\sqrt{-c x + 1}}{\sqrt{c x + 1}}\right) + a\right)}^{2}}{c^{2} x^{2} - 1}\,{d x}"," ",0,"integrate(-(b*arcsinh(sqrt(-c*x + 1)/sqrt(c*x + 1)) + a)^2/(c^2*x^2 - 1), x)","F",0
345,0,0,0,0.000000," ","integrate((a+b*arcsinh((-c*x+1)^(1/2)/(c*x+1)^(1/2)))/(-c^2*x^2+1),x, algorithm=""giac"")","\int -\frac{b \operatorname{arsinh}\left(\frac{\sqrt{-c x + 1}}{\sqrt{c x + 1}}\right) + a}{c^{2} x^{2} - 1}\,{d x}"," ",0,"integrate(-(b*arcsinh(sqrt(-c*x + 1)/sqrt(c*x + 1)) + a)/(c^2*x^2 - 1), x)","F",0
346,0,0,0,0.000000," ","integrate(1/(-c^2*x^2+1)/(a+b*arcsinh((-c*x+1)^(1/2)/(c*x+1)^(1/2))),x, algorithm=""giac"")","\int -\frac{1}{{\left(c^{2} x^{2} - 1\right)} {\left(b \operatorname{arsinh}\left(\frac{\sqrt{-c x + 1}}{\sqrt{c x + 1}}\right) + a\right)}}\,{d x}"," ",0,"integrate(-1/((c^2*x^2 - 1)*(b*arcsinh(sqrt(-c*x + 1)/sqrt(c*x + 1)) + a)), x)","F",0
347,0,0,0,0.000000," ","integrate(1/(-c^2*x^2+1)/(a+b*arcsinh((-c*x+1)^(1/2)/(c*x+1)^(1/2)))^2,x, algorithm=""giac"")","\int -\frac{1}{{\left(c^{2} x^{2} - 1\right)} {\left(b \operatorname{arsinh}\left(\frac{\sqrt{-c x + 1}}{\sqrt{c x + 1}}\right) + a\right)}^{2}}\,{d x}"," ",0,"integrate(-1/((c^2*x^2 - 1)*(b*arcsinh(sqrt(-c*x + 1)/sqrt(c*x + 1)) + a)^2), x)","F",0
348,0,0,0,0.000000," ","integrate(arcsinh(c*exp(b*x+a)),x, algorithm=""giac"")","\int \operatorname{arsinh}\left(c e^{\left(b x + a\right)}\right)\,{d x}"," ",0,"integrate(arcsinh(c*e^(b*x + a)), x)","F",0
349,1,173,0,0.414357," ","integrate((b*x+a+(1+(b*x+a)^2)^(1/2))*x^3,x, algorithm=""giac"")","\frac{1}{5} \, b x^{5} + \frac{1}{4} \, a x^{4} + \frac{1}{120} \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} {\left({\left(2 \, {\left(3 \, {\left(4 \, x + \frac{a}{b}\right)} x - \frac{3 \, a^{2} b^{5} - 4 \, b^{5}}{b^{7}}\right)} x + \frac{6 \, a^{3} b^{4} - 29 \, a b^{4}}{b^{7}}\right)} x - \frac{6 \, a^{4} b^{3} - 83 \, a^{2} b^{3} + 16 \, b^{3}}{b^{7}}\right)} + \frac{{\left(4 \, a^{3} - 3 \, a\right)} \log\left(-a b - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} {\left| b \right|}\right)}{8 \, b^{3} {\left| b \right|}}"," ",0,"1/5*b*x^5 + 1/4*a*x^4 + 1/120*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*((2*(3*(4*x + a/b)*x - (3*a^2*b^5 - 4*b^5)/b^7)*x + (6*a^3*b^4 - 29*a*b^4)/b^7)*x - (6*a^4*b^3 - 83*a^2*b^3 + 16*b^3)/b^7) + 1/8*(4*a^3 - 3*a)*log(-a*b - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*abs(b))/(b^3*abs(b))","A",0
350,1,140,0,0.605257," ","integrate((b*x+a+(1+(b*x+a)^2)^(1/2))*x^2,x, algorithm=""giac"")","\frac{1}{4} \, b x^{4} + \frac{1}{3} \, a x^{3} + \frac{1}{24} \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} {\left({\left(2 \, {\left(3 \, x + \frac{a}{b}\right)} x - \frac{2 \, a^{2} b^{3} - 3 \, b^{3}}{b^{5}}\right)} x + \frac{2 \, a^{3} b^{2} - 13 \, a b^{2}}{b^{5}}\right)} - \frac{{\left(4 \, a^{2} - 1\right)} \log\left(-a b - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} {\left| b \right|}\right)}{8 \, b^{2} {\left| b \right|}}"," ",0,"1/4*b*x^4 + 1/3*a*x^3 + 1/24*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*((2*(3*x + a/b)*x - (2*a^2*b^3 - 3*b^3)/b^5)*x + (2*a^3*b^2 - 13*a*b^2)/b^5) - 1/8*(4*a^2 - 1)*log(-a*b - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*abs(b))/(b^2*abs(b))","A",0
351,1,106,0,0.321859," ","integrate((b*x+a+(1+(b*x+a)^2)^(1/2))*x,x, algorithm=""giac"")","\frac{1}{3} \, b x^{3} + \frac{1}{2} \, a x^{2} + \frac{1}{6} \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} {\left({\left(2 \, x + \frac{a}{b}\right)} x - \frac{a^{2} b - 2 \, b}{b^{3}}\right)} + \frac{a \log\left(-a b - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} {\left| b \right|}\right)}{2 \, b {\left| b \right|}}"," ",0,"1/3*b*x^3 + 1/2*a*x^2 + 1/6*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*((2*x + a/b)*x - (a^2*b - 2*b)/b^3) + 1/2*a*log(-a*b - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*abs(b))/(b*abs(b))","A",0
352,1,80,0,0.294626," ","integrate(b*x+a+(1+(b*x+a)^2)^(1/2),x, algorithm=""giac"")","\frac{1}{2} \, b x^{2} + a x + \frac{1}{2} \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} {\left(x + \frac{a}{b}\right)} - \frac{\log\left(-a b - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} {\left| b \right|}\right)}{2 \, {\left| b \right|}}"," ",0,"1/2*b*x^2 + a*x + 1/2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)*(x + a/b) - 1/2*log(-a*b - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*abs(b))/abs(b)","B",0
353,1,158,0,0.423152," ","integrate((b*x+a+(1+(b*x+a)^2)^(1/2))/x,x, algorithm=""giac"")","b x - \frac{a b \log\left(-a b - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} {\left| b \right|}\right)}{{\left| b \right|}} + a \log\left({\left| x \right|}\right) + \sqrt{a^{2} + 1} \log\left(\frac{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} - 2 \, \sqrt{a^{2} + 1} \right|}}{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} + 2 \, \sqrt{a^{2} + 1} \right|}}\right) + \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}"," ",0,"b*x - a*b*log(-a*b - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*abs(b))/abs(b) + a*log(abs(x)) + sqrt(a^2 + 1)*log(abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) - 2*sqrt(a^2 + 1))/abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) + 2*sqrt(a^2 + 1))) + sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1)","A",0
354,1,234,0,0.937852," ","integrate((b*x+a+(1+(b*x+a)^2)^(1/2))/x^2,x, algorithm=""giac"")","\frac{a b \log\left(\frac{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} - 2 \, \sqrt{a^{2} + 1} \right|}}{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} + 2 \, \sqrt{a^{2} + 1} \right|}}\right)}{\sqrt{a^{2} + 1}} - \frac{b^{2} \log\left(-a b - {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} {\left| b \right|}\right)}{{\left| b \right|}} + b \log\left({\left| x \right|}\right) - \frac{a}{x} + \frac{2 \, {\left({\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a b^{5} + a^{2} b^{4} {\left| b \right|} + b^{4} {\left| b \right|}\right)}}{{\left({\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} - a^{2} - 1\right)} b^{4}}"," ",0,"a*b*log(abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) - 2*sqrt(a^2 + 1))/abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) + 2*sqrt(a^2 + 1)))/sqrt(a^2 + 1) - b^2*log(-a*b - (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*abs(b))/abs(b) + b*log(abs(x)) - a/x + 2*((x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a*b^5 + a^2*b^4*abs(b) + b^4*abs(b))/(((x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2 - a^2 - 1)*b^4)","B",0
355,1,384,0,0.381544," ","integrate((b*x+a+(1+(b*x+a)^2)^(1/2))/x^3,x, algorithm=""giac"")","\frac{b^{2} \log\left(\frac{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} - 2 \, \sqrt{a^{2} + 1} \right|}}{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} + 2 \, \sqrt{a^{2} + 1} \right|}}\right)}{2 \, {\left(a^{2} + 1\right)}^{\frac{3}{2}}} - \frac{2 \, b x + a}{2 \, x^{2}} + \frac{2 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a^{2} b^{2} + 2 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{4} b^{2} + 4 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{3} b {\left| b \right|} + {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} b^{2} + 3 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{2} b^{2} + 4 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a b {\left| b \right|} + {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} b^{2}}{{\left({\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} - a^{2} - 1\right)}^{2} {\left(a^{2} + 1\right)}}"," ",0,"1/2*b^2*log(abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) - 2*sqrt(a^2 + 1))/abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) + 2*sqrt(a^2 + 1)))/(a^2 + 1)^(3/2) - 1/2*(2*b*x + a)/x^2 + (2*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a^2*b^2 + 2*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^4*b^2 + 4*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^3*b*abs(b) + (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*b^2 + 3*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^2*b^2 + 4*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a*b*abs(b) + (x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*b^2)/(((x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2 - a^2 - 1)^2*(a^2 + 1))","B",0
356,1,715,0,0.528740," ","integrate((b*x+a+(1+(b*x+a)^2)^(1/2))/x^4,x, algorithm=""giac"")","-\frac{a b^{3} \log\left(\frac{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} - 2 \, \sqrt{a^{2} + 1} \right|}}{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} + 2 \, \sqrt{a^{2} + 1} \right|}}\right)}{2 \, {\left(a^{4} + 2 \, a^{2} + 1\right)} \sqrt{a^{2} + 1}} - \frac{3 \, b x + 2 \, a}{6 \, x^{3}} + \frac{20 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a^{5} b^{3} + 12 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{7} b^{3} + 6 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{4} a^{4} b^{2} {\left| b \right|} + 24 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{6} b^{2} {\left| b \right|} + 2 \, a^{8} b^{2} {\left| b \right|} + 3 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{5} a b^{3} + 32 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a^{3} b^{3} + 33 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{5} b^{3} + 12 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{4} a^{2} b^{2} {\left| b \right|} + 48 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{4} b^{2} {\left| b \right|} + 8 \, a^{6} b^{2} {\left| b \right|} + 12 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a b^{3} + 30 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{3} b^{3} + 6 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{4} b^{2} {\left| b \right|} + 24 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{2} b^{2} {\left| b \right|} + 12 \, a^{4} b^{2} {\left| b \right|} + 9 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a b^{3} + 8 \, a^{2} b^{2} {\left| b \right|} + 2 \, b^{2} {\left| b \right|}}{3 \, {\left(a^{4} + 2 \, a^{2} + 1\right)} {\left({\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} - a^{2} - 1\right)}^{3}}"," ",0,"-1/2*a*b^3*log(abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) - 2*sqrt(a^2 + 1))/abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) + 2*sqrt(a^2 + 1)))/((a^4 + 2*a^2 + 1)*sqrt(a^2 + 1)) - 1/6*(3*b*x + 2*a)/x^3 + 1/3*(20*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a^5*b^3 + 12*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^7*b^3 + 6*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^4*a^4*b^2*abs(b) + 24*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^6*b^2*abs(b) + 2*a^8*b^2*abs(b) + 3*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^5*a*b^3 + 32*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a^3*b^3 + 33*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^5*b^3 + 12*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^4*a^2*b^2*abs(b) + 48*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^4*b^2*abs(b) + 8*a^6*b^2*abs(b) + 12*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a*b^3 + 30*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^3*b^3 + 6*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^4*b^2*abs(b) + 24*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^2*b^2*abs(b) + 12*a^4*b^2*abs(b) + 9*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a*b^3 + 8*a^2*b^2*abs(b) + 2*b^2*abs(b))/((a^4 + 2*a^2 + 1)*((x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2 - a^2 - 1)^3)","B",0
357,1,1173,0,0.492172," ","integrate((b*x+a+(1+(b*x+a)^2)^(1/2))/x^5,x, algorithm=""giac"")","\frac{{\left(4 \, a^{2} b^{4} - b^{4}\right)} \log\left(\frac{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} - 2 \, \sqrt{a^{2} + 1} \right|}}{{\left| -2 \, x {\left| b \right|} + 2 \, \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1} + 2 \, \sqrt{a^{2} + 1} \right|}}\right)}{8 \, {\left(a^{6} + 3 \, a^{4} + 3 \, a^{2} + 1\right)} \sqrt{a^{2} + 1}} - \frac{4 \, b x + 3 \, a}{12 \, x^{4}} + \frac{32 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{5} a^{6} b^{4} + 256 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a^{8} b^{4} + 96 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{10} b^{4} + 144 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{4} a^{7} b^{3} {\left| b \right|} + 224 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{9} b^{3} {\left| b \right|} + 16 \, a^{11} b^{3} {\left| b \right|} - 12 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{7} a^{2} b^{4} + 140 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{5} a^{4} b^{4} + 716 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a^{6} b^{4} + 372 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{8} b^{4} + 432 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{4} a^{5} b^{3} {\left| b \right|} + 704 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{7} b^{3} {\left| b \right|} + 80 \, a^{9} b^{3} {\left| b \right|} + 3 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{7} b^{4} + 129 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{5} a^{2} b^{4} + 685 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a^{4} b^{4} + 543 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{6} b^{4} + 432 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{4} a^{3} b^{3} {\left| b \right|} + 768 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{5} b^{3} {\left| b \right|} + 160 \, a^{7} b^{3} {\left| b \right|} + 21 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{5} b^{4} + 246 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} a^{2} b^{4} + 357 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{4} b^{4} + 144 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{4} a b^{3} {\left| b \right|} + 320 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a^{3} b^{3} {\left| b \right|} + 160 \, a^{5} b^{3} {\left| b \right|} + 21 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{3} b^{4} + 93 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} a^{2} b^{4} + 32 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} a b^{3} {\left| b \right|} + 80 \, a^{3} b^{3} {\left| b \right|} + 3 \, {\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)} b^{4} + 16 \, a b^{3} {\left| b \right|}}{12 \, {\left(a^{6} + 3 \, a^{4} + 3 \, a^{2} + 1\right)} {\left({\left(x {\left| b \right|} - \sqrt{b^{2} x^{2} + 2 \, a b x + a^{2} + 1}\right)}^{2} - a^{2} - 1\right)}^{4}}"," ",0,"1/8*(4*a^2*b^4 - b^4)*log(abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) - 2*sqrt(a^2 + 1))/abs(-2*x*abs(b) + 2*sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1) + 2*sqrt(a^2 + 1)))/((a^6 + 3*a^4 + 3*a^2 + 1)*sqrt(a^2 + 1)) - 1/12*(4*b*x + 3*a)/x^4 + 1/12*(32*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^5*a^6*b^4 + 256*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a^8*b^4 + 96*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^10*b^4 + 144*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^4*a^7*b^3*abs(b) + 224*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^9*b^3*abs(b) + 16*a^11*b^3*abs(b) - 12*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^7*a^2*b^4 + 140*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^5*a^4*b^4 + 716*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a^6*b^4 + 372*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^8*b^4 + 432*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^4*a^5*b^3*abs(b) + 704*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^7*b^3*abs(b) + 80*a^9*b^3*abs(b) + 3*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^7*b^4 + 129*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^5*a^2*b^4 + 685*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a^4*b^4 + 543*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^6*b^4 + 432*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^4*a^3*b^3*abs(b) + 768*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^5*b^3*abs(b) + 160*a^7*b^3*abs(b) + 21*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^5*b^4 + 246*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*a^2*b^4 + 357*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^4*b^4 + 144*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^4*a*b^3*abs(b) + 320*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a^3*b^3*abs(b) + 160*a^5*b^3*abs(b) + 21*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^3*b^4 + 93*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*a^2*b^4 + 32*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2*a*b^3*abs(b) + 80*a^3*b^3*abs(b) + 3*(x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))*b^4 + 16*a*b^3*abs(b))/((a^6 + 3*a^4 + 3*a^2 + 1)*((x*abs(b) - sqrt(b^2*x^2 + 2*a*b*x + a^2 + 1))^2 - a^2 - 1)^4)","B",0
358,0,0,0,0.000000," ","integrate(exp(arcsinh(b*x+a)^2)*x^3,x, algorithm=""giac"")","\int x^{3} e^{\left(\operatorname{arsinh}\left(b x + a\right)^{2}\right)}\,{d x}"," ",0,"integrate(x^3*e^(arcsinh(b*x + a)^2), x)","F",0
359,0,0,0,0.000000," ","integrate(exp(arcsinh(b*x+a)^2)*x^2,x, algorithm=""giac"")","\int x^{2} e^{\left(\operatorname{arsinh}\left(b x + a\right)^{2}\right)}\,{d x}"," ",0,"integrate(x^2*e^(arcsinh(b*x + a)^2), x)","F",0
360,0,0,0,0.000000," ","integrate(exp(arcsinh(b*x+a)^2)*x,x, algorithm=""giac"")","\int x e^{\left(\operatorname{arsinh}\left(b x + a\right)^{2}\right)}\,{d x}"," ",0,"integrate(x*e^(arcsinh(b*x + a)^2), x)","F",0
361,0,0,0,0.000000," ","integrate(exp(arcsinh(b*x+a)^2),x, algorithm=""giac"")","\int e^{\left(\operatorname{arsinh}\left(b x + a\right)^{2}\right)}\,{d x}"," ",0,"integrate(e^(arcsinh(b*x + a)^2), x)","F",0
362,0,0,0,0.000000," ","integrate(exp(arcsinh(b*x+a)^2)/x,x, algorithm=""giac"")","\int \frac{e^{\left(\operatorname{arsinh}\left(b x + a\right)^{2}\right)}}{x}\,{d x}"," ",0,"integrate(e^(arcsinh(b*x + a)^2)/x, x)","F",0
363,0,0,0,0.000000," ","integrate(exp(arcsinh(b*x+a)^2)/x^2,x, algorithm=""giac"")","\int \frac{e^{\left(\operatorname{arsinh}\left(b x + a\right)^{2}\right)}}{x^{2}}\,{d x}"," ",0,"integrate(e^(arcsinh(b*x + a)^2)/x^2, x)","F",0
364,0,0,0,0.000000," ","integrate(arcsinh(b*x+a)/(a*d/b+d*x),x, algorithm=""giac"")","\int \frac{\operatorname{arsinh}\left(b x + a\right)}{d x + \frac{a d}{b}}\,{d x}"," ",0,"integrate(arcsinh(b*x + a)/(d*x + a*d/b), x)","F",0
365,0,0,0,0.000000," ","integrate(x/arcsinh(x)/(x^2+1)^(1/2),x, algorithm=""giac"")","\int \frac{x}{\sqrt{x^{2} + 1} \operatorname{arsinh}\left(x\right)}\,{d x}"," ",0,"integrate(x/(sqrt(x^2 + 1)*arcsinh(x)), x)","F",0
366,1,105,0,0.321402," ","integrate(x^3*arcsinh(b*x^4+a),x, algorithm=""giac"")","\frac{1}{4} \, x^{4} \log\left(b x^{4} + a + \sqrt{{\left(b x^{4} + a\right)}^{2} + 1}\right) - \frac{1}{4} \, b {\left(\frac{a \log\left(-a b - {\left(x^{4} {\left| b \right|} - \sqrt{b^{2} x^{8} + 2 \, a b x^{4} + a^{2} + 1}\right)} {\left| b \right|}\right)}{b {\left| b \right|}} + \frac{\sqrt{b^{2} x^{8} + 2 \, a b x^{4} + a^{2} + 1}}{b^{2}}\right)}"," ",0,"1/4*x^4*log(b*x^4 + a + sqrt((b*x^4 + a)^2 + 1)) - 1/4*b*(a*log(-a*b - (x^4*abs(b) - sqrt(b^2*x^8 + 2*a*b*x^4 + a^2 + 1))*abs(b))/(b*abs(b)) + sqrt(b^2*x^8 + 2*a*b*x^4 + a^2 + 1)/b^2)","B",0
367,1,113,0,0.364033," ","integrate(x^(-1+n)*arcsinh(a+b*x^n),x, algorithm=""giac"")","-\frac{b {\left(\frac{a \log\left(-a b - {\left(x^{n} {\left| b \right|} - \sqrt{b^{2} x^{2 \, n} + 2 \, a b x^{n} + a^{2} + 1}\right)} {\left| b \right|}\right)}{b {\left| b \right|}} + \frac{\sqrt{b^{2} x^{2 \, n} + 2 \, a b x^{n} + a^{2} + 1}}{b^{2}}\right)} - x^{n} \log\left(b x^{n} + a + \sqrt{{\left(b x^{n} + a\right)}^{2} + 1}\right)}{n}"," ",0,"-(b*(a*log(-a*b - (x^n*abs(b) - sqrt(b^2*x^(2*n) + 2*a*b*x^n + a^2 + 1))*abs(b))/(b*abs(b)) + sqrt(b^2*x^(2*n) + 2*a*b*x^n + a^2 + 1)/b^2) - x^n*log(b*x^n + a + sqrt((b*x^n + a)^2 + 1)))/n","B",0
368,0,0,0,0.000000," ","integrate(arcsinh(c/(b*x+a)),x, algorithm=""giac"")","\int \operatorname{arsinh}\left(\frac{c}{b x + a}\right)\,{d x}"," ",0,"integrate(arcsinh(c/(b*x + a)), x)","F",0
369,1,1,0,0.278192," ","integrate(x/arcsinh(sinh(x)),x, algorithm=""giac"")","x"," ",0,"x","A",0
370,-1,0,0,0.000000," ","integrate(arcsinh((b*x^2-1)^(1/2))^n/(b*x^2-1)^(1/2),x, algorithm=""giac"")","\text{Timed out}"," ",0,"Timed out","F(-1)",0
371,-1,0,0,0.000000," ","integrate(1/arcsinh((b*x^2-1)^(1/2))/(b*x^2-1)^(1/2),x, algorithm=""giac"")","\text{Timed out}"," ",0,"Timed out","F(-1)",0
