lst:=[[(-4*b^3*x^3+27*a^2*b*x+27*a^3)^4,x,1],
[(-4*b^3*x^3+27*a^2*b*x+27*a^3)^3,x,1],
[(-4*b^3*x^3+27*a^2*b*x+27*a^3)^2,x,1],
[-4*b^3*x^3+27*a^2*b*x+27*a^3,x,1],
[1/(-4*b^3*x^3+27*a^2*b*x+27*a^3),x,1],
[1/(-4*b^3*x^3+27*a^2*b*x+27*a^3)^2,x,1],
[1/(-4*b^3*x^3+27*a^2*b*x+27*a^3)^3,x,1],
[1/(2*3^(1/2)*b^(3/2)-9*b*x+9*x^3),x,1],
[(-4*b^3*x^3+27*a^2*b*x+27*a^3)^(5/2),x,1],
[(-4*b^3*x^3+27*a^2*b*x+27*a^3)^(3/2),x,1],
[(-4*b^3*x^3+27*a^2*b*x+27*a^3)^(1/2),x,1],
[1/(-4*b^3*x^3+27*a^2*b*x+27*a^3)^(1/2),x,1],
[1/(-4*b^3*x^3+27*a^2*b*x+27*a^3)^(3/2),x,1],
[1/(-4*b^3*x^3+27*a^2*b*x+27*a^3)^(5/2),x,1],
[(-4*b^3*x^3+27*a^2*b*x+27*a^3)^p,x,1],
[(3*x^3-4*x+2)^3,x,1],
[(3*x^3-4*x+2)^2,x,1],
[3*x^3-4*x+2,x,1],
[1/(3*x^3-4*x+2),x,1],
[1/(3*x^3-4*x+2)^2,x,1],
[1/(3*x^3-4*x+2)^(1/2),x,1],
[(3*x^3-4*x+2)^p,x,1],
[(3*x^3-6*x+2)^3,x,1],
[(3*x^3-6*x+2)^2,x,1],
[3*x^3-6*x+2,x,1],
[1/(3*x^3-6*x+2),x,1],
[1/(3*x^3-6*x+2)^2,x,1],
[1/(3*x^3-6*x+2)^(1/2),x,1],
[(3*x^3-6*x+2)^p,x,1],
[1/(x^3-6*x-6)^(1/3),x,1],
[1/(a+b*x-1/6*b^3*x^3/a^2)^(1/3),x,1],
[(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^4,x,1],
[(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^3,x,1],
[(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^2,x,1],
[-27*d^3*x^3-27*c*d^2*x^2+4*c^3,x,1],
[1/(-27*d^3*x^3-27*c*d^2*x^2+4*c^3),x,1],
[1/(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^2,x,1],
[1/(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^3,x,1],
[(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^(5/2),x,1],
[(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^(3/2),x,1],
[(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^(1/2),x,1],
[1/(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^(1/2),x,1],
[1/(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^(3/2),x,1],
[1/(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^(5/2),x,1],
[(-27*d^3*x^3-27*c*d^2*x^2+4*c^3)^p,x,1],
[(3*x^3-4*x^2+2)^3,x,1],
[(3*x^3-4*x^2+2)^2,x,1],
[3*x^3-4*x^2+2,x,1],
[1/(3*x^3-4*x^2+2),x,1],
[1/(3*x^3-4*x^2+2)^2,x,1],
[1/(3*x^3-4*x^2+2)^(1/2),x,1],
[(3*x^3-4*x^2+2)^p,x,1],
[(3*x^3-6*x^2+2)^3,x,1],
[(3*x^3-6*x^2+2)^2,x,1],
[3*x^3-6*x^2+2,x,1],
[1/(3*x^3-6*x^2+2),x,1],
[1/(3*x^3-6*x^2+2)^2,x,1],
[(3*x^3-6*x^2+2)^(1/2),x,1],
[1/(3*x^3-6*x^2+2)^(1/2),x,1],
[(3*x^3-6*x^2+2)^p,x,1],
[(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^3,x,1],
[(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^2,x,1],
[b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3,x,1],
[1/(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3),x,1],
[1/(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^2,x,1],
[1/(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^3,x,1],
[(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^(5/2),x,1],
[(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^(3/2),x,1],
[(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^(1/2),x,1],
[1/(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^(1/2),x,1],
[1/(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^(3/2),x,1],
[1/(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^(5/2),x,1],
[((b*x+a)^3)^p,x,1],
[(b^3*x^3+3*a*b^2*x^2+3*a^2*b*x+a^3)^p,x,1],
[(1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3)^2,x,1],
[1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3,x,1],
[1/(1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3),x,1],
[1/(1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3)^2,x,1],
[1/(1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3)^3,x,1],
[(1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3)^(3/2),x,1],
[(1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3)^(1/2),x,1],
[1/(1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3)^(1/2),x,1],
[1/(1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3)^(3/2),x,1],
[1/(1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3)^(5/2),x,1],
[(1-(1-6*b)^(3/2)-9*b+54*b*x-54*x^2+108*x^3)^p,x,1],
[(c^2*x^3+3*b*c*x^2+3*b^2*x+3*a*b)^4,x,1],
[(c^2*x^3+3*b*c*x^2+3*b^2*x+3*a*b)^3,x,1],
[(c^2*x^3+3*b*c*x^2+3*b^2*x+3*a*b)^2,x,1],
[c^2*x^3+3*b*c*x^2+3*b^2*x+3*a*b,x,1],
[1/(c^2*x^3+3*b*c*x^2+3*b^2*x+3*a*b),x,1],
[1/(c^2*x^3+3*b*c*x^2+3*b^2*x+3*a*b)^2,x,1],
[1/(c^2*x^3+3*b*c*x^2+3*b^2*x+3*a*b)^3,x,1],
[(c^3*x^3+3*b*c^2*x^2+3*b^2*c*x+b^3-64)^(5/2),x,1],
[(c^3*x^3+3*b*c^2*x^2+3*b^2*c*x+b^3-64)^(3/2),x,1],
[(c^3*x^3+3*b*c^2*x^2+3*b^2*c*x+b^3-64)^(1/2),x,1],
[1/(c^3*x^3+3*b*c^2*x^2+3*b^2*c*x+b^3-64)^(1/2),x,1],
[1/(c^3*x^3+3*b*c^2*x^2+3*b^2*c*x+b^3-64)^(3/2),x,1],
[1/(c^3*x^3+3*b*c^2*x^2+3*b^2*c*x+b^3-64)^(5/2),x,1],
[1/(c^3*x^3+3*b*c^2*x^2+3*b^2*c*x+b^3-64)^(7/2),x,1],
[(c^3*x^3+3*b*c^2*x^2+3*b^2*c*x+b^3-64)^p,x,1],
[(d^2*x^3+3*c*d*x^2+3*c^2*x)^p,x,1],
[(d^2*x^3+3*c*d*x^2+3*c^2*x+a)^p,x,1],
[(3*d^2*x^3+3*c*d*x^2+c^2*x)^p,x,1],
[(3*d^2*x^3+3*c*d*x^2+c^2*x+a)^p,x,1],
[(d^2*x^3+c*d*x^2+b*d*x+b*c)^4,x,1],
[(d^2*x^3+c*d*x^2+b*d*x+b*c)^3,x,1],
[(d^2*x^3+c*d*x^2+b*d*x+b*c)^2,x,1],
[d^2*x^3+c*d*x^2+b*d*x+b*c,x,1],
[1/(d^2*x^3+c*d*x^2+b*d*x+b*c),x,1],
[1/(d^2*x^3+c*d*x^2+b*d*x+b*c)^2,x,1],
[1/(d^2*x^3+c*d*x^2+b*d*x+b*c)^3,x,1],
[1/(x^3+x^2+x+1),x,1],
[1/(16*x^3-4*x^2+4*x-1),x,1],
[(9*x^3+3*x^2+6*x+2)^(3/2),x,1],
[(9*x^3+3*x^2+6*x+2)^(1/2),x,1],
[1/(9*x^3+3*x^2+6*x+2)^(1/2),x,1],
[1/(9*x^3+3*x^2+6*x+2)^(3/2),x,1],
[1/(9*x^3+3*x^2+6*x+2)^(5/2),x,1],
[(d^2*x^3+c*d*x^2+b*d*x+b*c)^p,x,1],
[(a*c*e+(a*c*f+a*d*e+b*c*e)*x+(a*d*f+b*c*f+b*d*e)*x^2+b*d*f*x^3)^3,x,1],
[(a*c*e+(a*c*f+a*d*e+b*c*e)*x+(a*d*f+b*c*f+b*d*e)*x^2+b*d*f*x^3)^2,x,1],
[a*c*e+(a*c*f+a*d*e+b*c*e)*x+(a*d*f+b*c*f+b*d*e)*x^2+b*d*f*x^3,x,1],
[1/(a*c*e+(a*c*f+a*d*e+b*c*e)*x+(a*d*f+b*c*f+b*d*e)*x^2+b*d*f*x^3),x,1],
[1/(a*c*e+(a*c*f+a*d*e+b*c*e)*x+(a*d*f+b*c*f+b*d*e)*x^2+b*d*f*x^3)^2,x,1],
[1/(a*c*e+(a*c*f+a*d*e+b*c*e)*x+(a*d*f+b*c*f+b*d*e)*x^2+b*d*f*x^3)^3,x,1],
[(a*c*e+(a*c*f+a*d*e+b*c*e)*x+(a*d*f+b*c*f+b*d*e)*x^2+b*d*f*x^3)^(1/2),x,1],
[1/(a*c*e+(a*c*f+a*d*e+b*c*e)*x+(a*d*f+b*c*f+b*d*e)*x^2+b*d*f*x^3)^(1/2),x,1],
[1/(a*c*e+(a*c*f+a*d*e+b*c*e)*x+(a*d*f+b*c*f+b*d*e)*x^2+b*d*f*x^3)^(3/2),x,1],
[(6*x^3-53*x^2+67*x+70)^(5/2),x,1],
[(6*x^3-53*x^2+67*x+70)^(3/2),x,1],
[(6*x^3-53*x^2+67*x+70)^(1/2),x,1],
[1/(6*x^3-53*x^2+67*x+70)^(1/2),x,1],
[1/(6*x^3-53*x^2+67*x+70)^(3/2),x,1],
[1/(6*x^3-53*x^2+67*x+70)^(5/2),x,1],
[((b*x+a)*(d*x+c)*(f*x+e))^p,x,1],
[(a*c*e+(a*c*f+a*d*e+b*c*e)*x+(a*d*f+b*c*f+b*d*e)*x^2+b*d*f*x^3)^p,x,1],
[(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3)^3,x,1],
[(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3)^2,x,1],
[a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3,x,1],
[1/(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3),x,1],
[1/(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3)^2,x,1],
[(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3)^(5/2),x,1],
[(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3)^(3/2),x,1],
[(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3)^(1/2),x,1],
[1/(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3)^(1/2),x,1],
[1/(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3)^(3/2),x,1],
[1/(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3)^(5/2),x,1],
[1/(-x^3+4*x^2-8*x+8)^(1/2),x,1],
[(a*d+(a*e+b*d)*x+(b*e+c*d)*x^2+c*e*x^3)^p,x,1],
[(x^3-5*x^2+3*x+2)^3,x,1],
[(x^3-5*x^2+3*x+2)^2,x,1],
[x^3-5*x^2+3*x+2,x,1],
[1/(x^3-5*x^2+3*x+2),x,1],
[1/(x^3-5*x^2+3*x+2)^2,x,1],
[(x^3-5*x^2+3*x+2)^p,x,1],
[(x^3+4*x^2+3*x+2)^3,x,1],
[(x^3+4*x^2+3*x+2)^2,x,1],
[x^3+4*x^2+3*x+2,x,1],
[1/(x^3+4*x^2+3*x+2),x,1],
[1/(x^3+4*x^2+3*x+2)^2,x,1],
[(x^3+4*x^2+3*x+2)^p,x,1],
[1/d/x^3,x,1],
[1/(d*x^3+c*x^2),x,1],
[1/(d*x^3+b*x),x,1],
[1/(d*x^3+c*x^2+b*x),x,1],
[1/(d*x^3+a),x,1],
[1/((b*x+a)*(d*x+c)^2)^(1/2),x,1],
[1/(a*c^2+c*(2*a*d+b*c)*x+d*(a*d+2*b*c)*x^2+b*d^2*x^3)^(1/2),x,1],
[(d*x^3)^p,x,1],
[(d*x^3+c*x^2)^p,x,1],
[(d*x^3+b*x)^p,x,1],
[(d*x^3+c*x^2+b*x)^p,x,1],
[(d*x^3+a)^p,x,1]]