d0^4*f0^5+d0^4*f1^5+3*d0^3*d1*f0^4*f1+d0^3*d1*f0^3*f1^2+d0^3*d1*f0^2*f1^3+3*d0^3*d1*f0*f1^4+6*d0^2*d1^2*f0^3*f1^2+6*d0^2*d1^2*f0^2*f1^3+3*d0*d1^3*f0^4*f1+d0*d1^3*f0^3*f1^2+d0*d1^3*f0^2*f1^3+3*d0*d1^3*f0*f1^4+d1^4*f0^5+d1^4*f1^5,
2*d0^4*f0^4*f1+2*d0^4*f0*f1^4+2*d0^3*d1*f0^4*f1+6*d0^3*d1*f0^3*f1^2+6*d0^3*d1*f0^2*f1^3+2*d0^3*d1*f0*f1^4+12*d0^2*d1^2*f0^3*f1^2+12*d0^2*d1^2*f0^2*f1^3+2*d0*d1^3*f0^4*f1+6*d0*d1^3*f0^3*f1^2+6*d0*d1^3*f0^2*f1^3+2*d0*d1^3*f0*f1^4+2*d1^4*f0^4*f1+2*d1^4*f0*f1^4,
d0^4*f0^3*f1^2+d0^4*f0^2*f1^3+d0^3*d1*f0^5+3*d0^3*d1*f0^3*f1^2+3*d0^3*d1*f0^2*f1^3+d0^3*d1*f1^5+6*d0^2*d1^2*f0^4*f1+6*d0^2*d1^2*f0*f1^4+d0*d1^3*f0^5+3*d0*d1^3*f0^3*f1^2+3*d0*d1^3*f0^2*f1^3+d0*d1^3*f1^5+d1^4*f0^3*f1^2+d1^4*f0^2*f1^3,
3*d0^4*f0^4*f1+3*d0^4*f0*f1^4+3*d0^3*d1*f0^5+9*d0^3*d1*f0^3*f1^2+9*d0^3*d1*f0^2*f1^3+3*d0^3*d1*f1^5+12*d0^2*d1^2*f0^4*f1+6*d0^2*d1^2*f0^3*f1^2+6*d0^2*d1^2*f0^2*f1^3+12*d0^2*d1^2*f0*f1^4+3*d0*d1^3*f0^5+9*d0*d1^3*f0^3*f1^2+9*d0*d1^3*f0^2*f1^3+3*d0*d1^3*f1^5+3*d1^4*f0^4*f1+3*d1^4*f0*f1^4,
6*d0^4*f0^3*f1^2+6*d0^4*f0^2*f1^3+6*d0^3*d1*f0^4*f1+18*d0^3*d1*f0^3*f1^2+18*d0^3*d1*f0^2*f1^3+6*d0^3*d1*f0*f1^4+12*d0^2*d1^2*f0^4*f1+24*d0^2*d1^2*f0^3*f1^2+24*d0^2*d1^2*f0^2*f1^3+12*d0^2*d1^2*f0*f1^4+6*d0*d1^3*f0^4*f1+18*d0*d1^3*f0^3*f1^2+18*d0*d1^3*f0^2*f1^3+6*d0*d1^3*f0*f1^4+6*d1^4*f0^3*f1^2+6*d1^4*f0^2*f1^3,
3*d0^4*f0^3*f1^2+3*d0^4*f0^2*f1^3+9*d0^3*d1*f0^4*f1+3*d0^3*d1*f0^3*f1^2+3*d0^3*d1*f0^2*f1^3+9*d0^3*d1*f0*f1^4+6*d0^2*d1^2*f0^5+12*d0^2*d1^2*f0^3*f1^2+12*d0^2*d1^2*f0^2*f1^3+6*d0^2*d1^2*f1^5+9*d0*d1^3*f0^4*f1+3*d0*d1^3*f0^3*f1^2+3*d0*d1^3*f0^2*f1^3+9*d0*d1^3*f0*f1^4+3*d1^4*f0^3*f1^2+3*d1^4*f0^2*f1^3