lst:=[[(b*x+a)^3*(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[(b*x+a)^2*(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[(b*x+a)*(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[a*c+(a*d+b*c)*x+b*d*x^2,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)/(b*x+a),x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)/(b*x+a)^2,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)/(b*x+a)^3,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)/(b*x+a)^4,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)/(b*x+a)^5,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)/(b*x+a)^6,x,1],
[(b*x+a)^3*(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[(b*x+a)^2*(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[(b*x+a)*(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2/(b*x+a),x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2/(b*x+a)^2,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2/(b*x+a)^3,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2/(b*x+a)^4,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2/(b*x+a)^5,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2/(b*x+a)^6,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2/(b*x+a)^7,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2/(b*x+a)^8,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2/(b*x+a)^9,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^2/(b*x+a)^10,x,1],
[(b*x+a)^3*(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(b*x+a)^2*(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(b*x+a)*(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a),x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^2,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^3,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^4,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^5,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^6,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^7,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^8,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^9,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^10,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^11,x,1],
[(a*c+(a*d+b*c)*x+b*d*x^2)^3/(b*x+a)^12,x,1],
[(b*x+a)^6/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[(b*x+a)^5/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[(b*x+a)^4/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[(b*x+a)^3/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[(b*x+a)^2/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[(b*x+a)/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[1/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[1/(b*x+a)/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[1/(b*x+a)^2/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[1/(b*x+a)^3/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[1/(b*x+a)^4/(a*c+(a*d+b*c)*x+b*d*x^2),x,1],
[(b*x+a)^6/(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[(b*x+a)^5/(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[(b*x+a)^4/(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[(b*x+a)^3/(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[(b*x+a)^2/(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[(b*x+a)/(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[1/(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[1/(b*x+a)/(a*c+(a*d+b*c)*x+b*d*x^2)^2,x,1],
[(b*x+a)^8/(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(b*x+a)^7/(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(b*x+a)^6/(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(b*x+a)^5/(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(b*x+a)^4/(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(b*x+a)^3/(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(b*x+a)^2/(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(b*x+a)/(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[1/(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[1/(b*x+a)/(a*c+(a*d+b*c)*x+b*d*x^2)^3,x,1],
[(e*x+d)^4*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^3*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^2*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^4,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^5,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^6,x,1],
[(e*x+d)^2*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^4,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^5,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^6,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^7,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^8,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^9,x,1],
[(e*x+d)^2*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^4,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^5,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^6,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^7,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^8,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^9,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^10,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^11,x,1],
[(e*x+d)^5/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^4/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[1/(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[1/(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[1/(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^8/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^7/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^6/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^5/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^4/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[1/(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[1/(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^9/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^8/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^7/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^6/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^5/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^4/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[1/(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^10/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)^9/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)^8/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)^7/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)^6/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)^5/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)^4/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)^(3/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^(1/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^(1/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^(3/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^(5/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^(7/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^(9/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)/(e*x+d)^(11/2),x,1],
[(e*x+d)^(1/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^(1/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^(3/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^(5/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^(7/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^(9/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^(11/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2/(e*x+d)^(13/2),x,1],
[(e*x+d)^(1/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^(1/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^(3/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^(5/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^(7/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^(9/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^(11/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3/(e*x+d)^(13/2),x,1],
[(e*x+d)^(9/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^(7/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^(5/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[1/(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[1/(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[1/(e*x+d)^(5/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[1/(e*x+d)^(7/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^(13/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^(11/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^(9/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^(7/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^(5/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[1/(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[1/(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^(15/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^(13/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^(11/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^(9/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^(7/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^(5/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[1/(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^3*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^2*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d)^4,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d)^5,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d)^6,x,1],
[(e*x+d)^2*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^4,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^5,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^6,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^7,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^8,x,1],
[(e*x+d)^2*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^4,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^5,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^6,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^7,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^8,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^9,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^10,x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^4,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^5,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^6,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^7,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^8,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^9,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^10,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^11,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(7/2)/(e*x+d)^12,x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[1/(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[1/(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[1/(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[1/(e*x+d)^4/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^5/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)^4/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[1/(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[1/(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[1/(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)^6/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)^5/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)^4/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[1/(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[1/(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[1/(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(1+x)/(x^2+3*x+2)^(3/2),x,1],
[1/(e*x+d)/((b*d*e-c*d^2)/e^2+b*x+c*x^2)^(1/2),x,1],
[(x-1)/(x^2-4*x+3)^(1/2),x,1],
[(e*x+d)^(7/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^(5/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^(3/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^(1/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d)^(1/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d)^(3/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d)^(5/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d)^(7/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2)/(e*x+d)^(9/2),x,1],
[(e*x+d)^(5/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)^(3/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)^(1/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^(1/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^(3/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^(5/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^(7/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^(9/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^(11/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2)/(e*x+d)^(13/2),x,1],
[(e*x+d)^(3/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)^(1/2)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^(1/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^(3/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^(5/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^(7/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^(9/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^(11/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^(13/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^(15/2),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2)/(e*x+d)^(17/2),x,1],
[(e*x+d)^(7/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^(5/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[1/(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[1/(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[1/(e*x+d)^(5/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^(7/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)^(5/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[1/(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[1/(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/2),x,1],
[(e*x+d)^(9/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)^(7/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)^(5/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[1/(e*x+d)^(1/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[1/(e*x+d)^(3/2)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/2),x,1],
[1/(e*x+d)^(1/2)/(-e^2*x^2+d^2)^(1/2),x,1],
[1/(e*x-d)^(1/2)/(-e^2*x^2+d^2)^(1/2),x,1],
[(e*x+d)^(2/3)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/2),x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/3),x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/3),x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/3),x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/3),x,1],
[1/(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/3),x,1],
[1/(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/3),x,1],
[(e*x+d)^2*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4),x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4)/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4)/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4)/(e*x+d)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4)/(e*x+d)^4,x,1],
[(e*x+d)^2*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4),x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4)/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4)/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4)/(e*x+d)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4)/(e*x+d)^4,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4)/(e*x+d)^5,x,1],
[(e*x+d)^2*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4),x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4)/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4)/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4)/(e*x+d)^3,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4)/(e*x+d)^4,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4)/(e*x+d)^5,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4)/(e*x+d)^6,x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4),x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4),x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4),x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4),x,1],
[1/(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4),x,1],
[1/(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4),x,1],
[1/(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(1/4),x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4),x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4),x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4),x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4),x,1],
[1/(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4),x,1],
[1/(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4),x,1],
[1/(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(3/4),x,1],
[(e*x+d)^4/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4),x,1],
[(e*x+d)^3/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4),x,1],
[(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4),x,1],
[(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4),x,1],
[1/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4),x,1],
[1/(e*x+d)/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4),x,1],
[1/(e*x+d)^2/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^(5/4),x,1],
[(e*x+d)^m*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^m*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^m*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^m/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2),x,1],
[(e*x+d)^m/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^2,x,1],
[(e*x+d)^m/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^3,x,1],
[(e*x+d)^m/(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^4,x,1],
[(e*x+d)^3*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p,x,1],
[(e*x+d)^2*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p,x,1],
[(e*x+d)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p/(e*x+d),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p/(e*x+d)^2,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p/(e*x+d)^3,x,1],
[(e*x+d)^m*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p,x,1],
[(e*x+d)^(-5-2*p)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p,x,1],
[(e*x+d)^(-4-2*p)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p,x,1],
[(e*x+d)^(-3-2*p)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p,x,1],
[(e*x+d)^(-2-2*p)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p,x,1],
[(e*x+d)^(-1-2*p)*(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p,x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p/((e*x+d)^(2*p)),x,1],
[(e*x+d)^m/((a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^m),x,1],
[(a*d*e+(a*e^2+c*d^2)*x+c*d*e*x^2)^p/((e*x+d)^p),x,1]]