lst=[["1/(x^6-x^3)","x",1], ["(b*x^6+a*x^3)^(11/3)","x",1], ["(b*x^6+a*x^3)^(8/3)","x",1], ["(b*x^6+a*x^3)^(5/3)","x",1], ["(b*x^6+a*x^3)^(2/3)","x",1], ["1/(b*x^6+a*x^3)^(1/3)","x",1], ["1/(b*x^6+a*x^3)^(4/3)","x",1], ["(b*x^6+a*x^3)^(7/3)","x",1], ["(b*x^6+a*x^3)^(4/3)","x",1], ["(b*x^6+a*x^3)^(1/3)","x",1], ["1/(b*x^6+a*x^3)^(2/3)","x",1], ["1/(b*x^6+a*x^3)^(5/3)","x",1], ["1/(b*x^6+a*x^3)^(8/3)","x",1], ["(a+c/x^2+b/x)^(5/2)","x",1], ["(a+c/x^2+b/x)^(3/2)","x",1], ["(a+c/x^2+b/x)^(1/2)","x",1], ["1/(a+c/x^2+b/x)^(1/2)","x",1], ["1/(a+c/x^2+b/x)^(3/2)","x",1], ["1/(a+c/x^2+b/x)^(5/2)","x",1], ["(a^2+b^2/x^2+2*a*b/x)^(1/2)","x",1], ["1/(c+a/x^4+b/x^2)","x",1], ["1/(c+a/x^6+b/x^3)","x",1], ["1/(c+a/x^8+b/x^4)","x",1], ["(a+b*x^(1/2)+c*x)^3","x",1], ["(a+b*x^(1/2)+c*x)^2","x",1], ["a+b*x^(1/2)+c*x","x",1], ["1/(a+b*x^(1/2)+c*x)","x",1], ["1/(a+b*x^(1/2)+c*x)^2","x",1], ["1/(a+b*x^(1/2)+c*x)^3","x",1], ["(a+b*x^(1/2)+c*x)^(5/2)","x",1], ["(a+b*x^(1/2)+c*x)^(3/2)","x",1], ["(a+b*x^(1/2)+c*x)^(1/2)","x",1], ["1/(a+b*x^(1/2)+c*x)^(1/2)","x",1], ["1/(a+b*x^(1/2)+c*x)^(3/2)","x",1], ["1/(a+b*x^(1/2)+c*x)^(5/2)","x",1], ["(a^2+2*a*c*x^(1/2)+c^2*x)^3","x",1], ["(a^2+2*a*c*x^(1/2)+c^2*x)^2","x",1], ["a^2+2*a*c*x^(1/2)+c^2*x","x",1], ["1/(a^2+2*a*c*x^(1/2)+c^2*x)","x",1], ["1/(a^2+2*a*c*x^(1/2)+c^2*x)^2","x",1], ["1/(a^2+2*a*c*x^(1/2)+c^2*x)^3","x",1], ["(1/4*b^2/c+b*x^(1/2)+c*x)^2","x",1], ["(a^2+2*a*c*x^(1/2)+c^2*x)^(5/2)","x",1], ["(a^2+2*a*c*x^(1/2)+c^2*x)^(3/2)","x",1], ["(a^2+2*a*c*x^(1/2)+c^2*x)^(1/2)","x",1], ["1/(a^2+2*a*c*x^(1/2)+c^2*x)^(1/2)","x",1], ["1/(a^2+2*a*c*x^(1/2)+c^2*x)^(3/2)","x",1], ["1/(a^2+2*a*c*x^(1/2)+c^2*x)^(5/2)","x",1], ["1/(a^2+2*a*b*x^(1/2)+b^2*x)^(1/2)","x",1], ["(a+b*x^(1/3)+c*x^(2/3))^4","x",1], ["(a+b*x^(1/3)+c*x^(2/3))^3","x",1], ["(a+b*x^(1/3)+c*x^(2/3))^2","x",1], ["1/(a+b*x^(1/3)+c*x^(2/3))","x",1], ["1/(a+b*x^(1/3)+c*x^(2/3))^2","x",1], ["1/(a+b*x^(1/3)+c*x^(2/3))^3","x",1], ["(a+b*x^(1/3)+c*x^(2/3))^(5/2)","x",1], ["(a+b*x^(1/3)+c*x^(2/3))^(3/2)","x",1], ["(a+b*x^(1/3)+c*x^(2/3))^(1/2)","x",1], ["1/(a+b*x^(1/3)+c*x^(2/3))^(1/2)","x",1], ["1/(a+b*x^(1/3)+c*x^(2/3))^(3/2)","x",1], ["1/(a+b*x^(1/3)+c*x^(2/3))^(5/2)","x",1], ["1/(a+b*x^(1/3)+c*x^(2/3))^(7/2)","x",1], ["1/(a+b*x^(1/3)+c*x^(2/3))^(9/2)","x",1], ["1/(a+b*x^(1/3)+c*x^(2/3))^(11/2)","x",1], ["(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^3","x",1], ["(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^2","x",1], ["a^2+2*a*b*x^(1/3)+b^2*x^(2/3)","x",1], ["1/(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))","x",1], ["1/(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^2","x",1], ["1/(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^3","x",1], ["1/(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^4","x",1], ["(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^(7/2)","x",1], ["(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^(5/2)","x",1], ["(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^(3/2)","x",1], ["(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^(1/2)","x",1], ["1/(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^(1/2)","x",1], ["1/(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^(3/2)","x",1], ["1/(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^(5/2)","x",1], ["(a^2+2*a*b*x^(1/3)+b^2*x^(2/3))^p","x",1], ["1/(a^2+2*a*b*x^(1/4)+b^2*x^(1/2))^(3/2)","x",1], ["1/(a^2+2*a*b*x^(1/6)+b^2*x^(1/3))^(5/2)","x",1], ["(a^2+b^2/x+2*a*b/x^(1/2))^(3/2)","x",1], ["(a^2+b^2/x^(2/3)+2*a*b/x^(1/3))^(7/2)","x",1], ["(a^2+b^2/x^(2/3)+2*a*b/x^(1/3))^(5/2)","x",1], ["(a^2+b^2/x^(2/3)+2*a*b/x^(1/3))^(3/2)","x",1], ["(a^2+b^2/x^(2/3)+2*a*b/x^(1/3))^(1/2)","x",1], ["1/(a^2+b^2/x^(2/3)+2*a*b/x^(1/3))^(1/2)","x",1], ["1/(a^2+b^2/x^(2/3)+2*a*b/x^(1/3))^(3/2)","x",1], ["1/(a^2+b^2/x^(2/3)+2*a*b/x^(1/3))^(5/2)","x",1], ["(a^2+b^2/x^(1/2)+2*a*b/x^(1/4))^(5/2)","x",1], ["(a^2+b^2/x^(2/5)+2*a*b/x^(1/5))^(5/2)","x",1], ["1/(a^2+2*a*b*x^(1/5)+b^2*x^(2/5))^(5/2)","x",1], ["(a^2+b^2/x^(1/3)+2*a*b/x^(1/6))^(7/2)","x",1], ["(a+b*x^n+c*x^(2*n))^3","x",1], ["(a+b*x^n+c*x^(2*n))^2","x",1], ["a+b*x^n+c*x^(2*n)","x",1], ["1/(a+b*x^n+c*x^(2*n))","x",1], ["1/(a+b*x^n+c*x^(2*n))^2","x",1], ["1/(a+b*x^n+c*x^(2*n))^3","x",1], ["(a+b*x^n+c*x^(2*n))^(5/2)","x",1], ["(a+b*x^n+c*x^(2*n))^(3/2)","x",1], ["(a+b*x^n+c*x^(2*n))^(1/2)","x",1], ["1/(a+b*x^n+c*x^(2*n))^(1/2)","x",1], ["1/(a+b*x^n+c*x^(2*n))^(3/2)","x",1], ["1/(a+b*x^n+c*x^(2*n))^(5/2)","x",1], ["(a^2+2*a*c*x^n+c^2*x^(2*n))^3","x",1], ["(a^2+2*a*c*x^n+c^2*x^(2*n))^2","x",1], ["a^2+2*a*c*x^n+c^2*x^(2*n)","x",1], ["1/(a^2+2*a*c*x^n+c^2*x^(2*n))","x",1], ["1/(a^2+2*a*c*x^n+c^2*x^(2*n))^2","x",1], ["1/(a^2+2*a*c*x^n+c^2*x^(2*n))^3","x",1], ["(a^2+2*a*c*x^n+c^2*x^(2*n))^(5/2)","x",1], ["(a^2+2*a*c*x^n+c^2*x^(2*n))^(3/2)","x",1], ["(a^2+2*a*c*x^n+c^2*x^(2*n))^(1/2)","x",1], ["1/(a^2+2*a*c*x^n+c^2*x^(2*n))^(1/2)","x",1], ["1/(a^2+2*a*c*x^n+c^2*x^(2*n))^(3/2)","x",1], ["1/(a^2+2*a*c*x^n+c^2*x^(2*n))^(5/2)","x",1]]