d0^4*f0^5+3*d0^4*f1^5+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+24*d0^3*d1*f1^5+36*d0^2*d1^2*f0^3*f1^2+54*d0^2*d1^2*f0^2*f1^3+54*d0^2*d1^2*f0*f1^4+72*d0^2*d1^2*f1^5+9*d0*d1^3*f0^4*f1+39*d0*d1^3*f0^3*f1^2+99*d0*d1^3*f0^2*f1^3+189*d0*d1^3*f0*f1^4+96*d0*d1^3*f1^5+3*d1^4*f0^5+18*d1^4*f0^4*f1+42*d1^4*f0^3*f1^2+60*d1^4*f0^2*f1^3+72*d1^4*f0*f1^4+129*d1^4*f1^5,
6*d0^4*f0^4*f1+6*d0^4*f0*f1^4+12*d0^4*f1^5+6*d0^3*d1*f0^4*f1+66*d0^3*d1*f0^3*f1^2+18*d0^3*d1*f0^2*f1^3+102*d0^3*d1*f0*f1^4+96*d0^3*d1*f1^5+72*d0^2*d1^2*f0^3*f1^2+468*d0^2*d1^2*f0^2*f1^3+468*d0^2*d1^2*f0*f1^4+288*d0^2*d1^2*f1^5+6*d0*d1^3*f0^4*f1+138*d0*d1^3*f0^3*f1^2+738*d0*d1^3*f0^2*f1^3+1326*d0*d1^3*f0*f1^4+384*d0*d1^3*f1^5+30*d1^4*f0^4*f1+204*d1^4*f0^3*f1^2+504*d1^4*f0^2*f1^3+690*d1^4*f0*f1^4+516*d1^4*f1^5,
3*d0^4*f0^3*f1^2+3*d0^4*f0^2*f1^3+6*d0^4*f1^5+3*d0^3*d1*f0^5+15*d0^3*d1*f0^3*f1^2+51*d0^3*d1*f0^2*f1^3+18*d0^3*d1*f0*f1^4+57*d0^3*d1*f1^5+36*d0^2*d1^2*f0^4*f1+54*d0^2*d1^2*f0^3*f1^2+144*d0^2*d1^2*f0^2*f1^3+216*d0^2*d1^2*f0*f1^4+198*d0^2*d1^2*f1^5+3*d0*d1^3*f0^5+36*d0*d1^3*f0^4*f1+195*d0*d1^3*f0^3*f1^2+195*d0*d1^3*f0^2*f1^3+486*d0*d1^3*f0*f1^4+381*d0*d1^3*f1^5+6*d1^4*f0^5+36*d1^4*f0^4*f1+93*d1^4*f0^3*f1^2+255*d1^4*f0^2*f1^3+252*d1^4*f0*f1^4+330*d1^4*f1^5,
6*d0^4*f0^3*f1^2+12*d0^4*f0*f1^4+6*d0^4*f1^5+12*d0^3*d1*f0^4*f1+6*d0^3*d1*f0^3*f1^2+90*d0^3*d1*f0^2*f1^3+114*d0^3*d1*f0*f1^4+66*d0^3*d1*f1^5+144*d0^2*d1^2*f0^3*f1^2+288*d0^2*d1^2*f0^2*f1^3+612*d0^2*d1^2*f0*f1^4+252*d0^2*d1^2*f1^5+12*d0*d1^3*f0^4*f1+150*d0*d1^3*f0^3*f1^2+882*d0*d1^3*f0^2*f1^3+978*d0*d1^3*f0*f1^4+570*d0*d1^3*f1^5+24*d1^4*f0^4*f1+174*d1^4*f0^3*f1^2+468*d1^4*f0^2*f1^3+876*d1^4*f0*f1^4+402*d1^4*f1^5,
9*d0^4*f0^4*f1+9*d0^4*f0*f1^4+18*d0^4*f1^5+9*d0^3*d1*f0^5+18*d0^3*d1*f0^4*f1+63*d0^3*d1*f0^3*f1^2+63*d0^3*d1*f0^2*f1^3+108*d0^3*d1*f0*f1^4+171*d0^3*d1*f1^5+72*d0^2*d1^2*f0^4*f1+234*d0^2*d1^2*f0^3*f1^2+396*d0^2*d1^2*f0^2*f1^3+648*d0^2*d1^2*f0*f1^4+594*d0^2*d1^2*f1^5+9*d0*d1^3*f0^5+90*d0*d1^3*f0^4*f1+423*d0*d1^3*f0^3*f1^2+963*d0*d1^3*f0^2*f1^3+1260*d0*d1^3*f0*f1^4+1143*d0*d1^3*f1^5+18*d1^4*f0^5+135*d1^4*f0^4*f1+360*d1^4*f0^3*f1^2+522*d1^4*f0^2*f1^3+891*d1^4*f0*f1^4+990*d1^4*f1^5,
18*d0^4*f0^3*f1^2+18*d0^4*f0^2*f1^3+36*d0^4*f1^5+18*d0^3*d1*f0^4*f1+90*d0^3*d1*f0^3*f1^2+234*d0^3*d1*f0^2*f1^3+270*d0^3*d1*f0*f1^4+252*d0^3*d1*f1^5+36*d0^2*d1^2*f0^4*f1+288*d0^2*d1^2*f0^3*f1^2+1044*d0^2*d1^2*f0^2*f1^3+1764*d0^2*d1^2*f0*f1^4+756*d0^2*d1^2*f1^5+18*d0*d1^3*f0^4*f1+522*d0*d1^3*f0^3*f1^2+2322*d0*d1^3*f0^2*f1^3+3438*d0*d1^3*f0*f1^4+1476*d0*d1^3*f1^5+72*d1^4*f0^4*f1+522*d1^4*f0^3*f1^2+1566*d1^4*f0^2*f1^3+2304*d1^4*f0*f1^4+1368*d1^4*f1^5,
36*d0^4*f0^3*f1^2+72*d0^4*f0*f1^4+36*d0^4*f1^5+36*d0^3*d1*f0^4*f1+108*d0^3*d1*f0^3*f1^2+540*d0^3*d1*f0^2*f1^3+612*d0^3*d1*f0*f1^4+432*d0^3*d1*f1^5+36*d0^2*d1^2*f0^4*f1+648*d0^2*d1^2*f0^3*f1^2+2160*d0^2*d1^2*f0^2*f1^3+3312*d0^2*d1^2*f0*f1^4+1620*d0^2*d1^2*f1^5+108*d0*d1^3*f0^4*f1+1116*d0*d1^3*f0^3*f1^2+4428*d0*d1^3*f0^2*f1^3+6804*d0*d1^3*f0*f1^4+3096*d0*d1^3*f1^5+108*d1^4*f0^4*f1+972*d1^4*f0^3*f1^2+3240*d1^4*f0^2*f1^3+4752*d1^4*f0*f1^4+2592*d1^4*f1^5,
9*d0^4*f0^3*f1^2+9*d0^4*f0^2*f1^3+18*d0^4*f1^5+27*d0^3*d1*f0^4*f1+45*d0^3*d1*f0^3*f1^2+81*d0^3*d1*f0^2*f1^3+135*d0^3*d1*f0*f1^4+144*d0^3*d1*f1^5+18*d0^2*d1^2*f0^5+54*d0^2*d1^2*f0^4*f1+216*d0^2*d1^2*f0^3*f1^2+414*d0^2*d1^2*f0^2*f1^3+648*d0^2*d1^2*f0*f1^4+594*d0^2*d1^2*f1^5+135*d0*d1^3*f0^4*f1+477*d0*d1^3*f0^3*f1^2+837*d0*d1^3*f0^2*f1^3+1215*d0*d1^3*f0*f1^4+1224*d0*d1^3*f1^5+18*d1^4*f0^5+108*d1^4*f0^4*f1+333*d1^4*f0^3*f1^2+603*d1^4*f0^2*f1^3+918*d1^4*f0*f1^4+936*d1^4*f1^5,
72*d0^4*f0^2*f1^3+36*d0^4*f0*f1^4+36*d0^4*f1^5+180*d0^3*d1*f0^3*f1^2+396*d0^3*d1*f0^2*f1^3+828*d0^3*d1*f0*f1^4+324*d0^3*d1*f1^5+108*d0^2*d1^2*f0^4*f1+504*d0^2*d1^2*f0^3*f1^2+2232*d0^2*d1^2*f0^2*f1^3+3312*d0^2*d1^2*f0*f1^4+1620*d0^2*d1^2*f1^5+72*d0*d1^3*f0^4*f1+1332*d0*d1^3*f0^3*f1^2+4428*d0*d1^3*f0^2*f1^3+6300*d0*d1^3*f0*f1^4+3420*d0*d1^3*f1^5+108*d1^4*f0^4*f1+864*d1^4*f0^3*f1^2+3240*d1^4*f0^2*f1^3+5076*d1^4*f0*f1^4+2376*d1^4*f1^5,
36*d0^4*f0^2*f1^3+18*d0^4*f0*f1^4+18*d0^4*f1^5+18*d0^3*d1*f0^4*f1+90*d0^3*d1*f0^3*f1^2+234*d0^3*d1*f0^2*f1^3+270*d0^3*d1*f0*f1^4+252*d0^3*d1*f1^5+18*d0^2*d1^2*f0^5+126*d0^2*d1^2*f0^4*f1+504*d0^2*d1^2*f0^3*f1^2+756*d0^2*d1^2*f0^2*f1^3+1242*d0^2*d1^2*f0*f1^4+1242*d0^2*d1^2*f1^5+36*d0*d1^3*f0^5+342*d0*d1^3*f0^4*f1+882*d0*d1^3*f0^3*f1^2+1530*d0*d1^3*f0^2*f1^3+2466*d0*d1^3*f0*f1^4+2520*d0*d1^3*f1^5+18*d1^4*f0^5+162*d1^4*f0^4*f1+684*d1^4*f0^3*f1^2+1332*d1^4*f0^2*f1^3+1836*d1^4*f0*f1^4+1800*d1^4*f1^5,
18*d0^4*f0^2*f1^3+54*d0^4*f0*f1^4+54*d0^3*d1*f0^3*f1^2+234*d0^3*d1*f0^2*f1^3+450*d0^3*d1*f0*f1^4+126*d0^3*d1*f1^5+36*d0^2*d1^2*f0^4*f1+288*d0^2*d1^2*f0^3*f1^2+1152*d0^2*d1^2*f0^2*f1^3+1548*d0^2*d1^2*f0*f1^4+864*d0^2*d1^2*f1^5+72*d0*d1^3*f0^4*f1+702*d0*d1^3*f0^3*f1^2+2106*d0*d1^3*f0^2*f1^3+3114*d0*d1^3*f0*f1^4+1782*d0*d1^3*f1^5+36*d1^4*f0^4*f1+396*d1^4*f0^3*f1^2+1674*d1^4*f0^2*f1^3+2610*d1^4*f0*f1^4+1116*d1^4*f1^5,
18*d0^4*f0^3*f1^2+36*d0^4*f0*f1^4+18*d0^4*f1^5+36*d0^3*d1*f0^4*f1+108*d0^3*d1*f0^3*f1^2+144*d0^3*d1*f0^2*f1^3+324*d0^3*d1*f0*f1^4+252*d0^3*d1*f1^5+18*d0^2*d1^2*f0^5+144*d0^2*d1^2*f0^4*f1+414*d0^2*d1^2*f0^3*f1^2+882*d0^2*d1^2*f0^2*f1^3+1188*d0^2*d1^2*f0*f1^4+1242*d0^2*d1^2*f1^5+36*d0*d1^3*f0^5+252*d0*d1^3*f0^4*f1+936*d0*d1^3*f0^3*f1^2+1692*d0*d1^3*f0^2*f1^3+2340*d0*d1^3*f0*f1^4+2520*d0*d1^3*f1^5+18*d1^4*f0^5+216*d1^4*f0^4*f1+684*d1^4*f0^3*f1^2+1170*d1^4*f0^2*f1^3+1944*d1^4*f0*f1^4+1800*d1^4*f1^5,
72*d0^4*f0^2*f1^3+36*d0^4*f0*f1^4+36*d0^4*f1^5+144*d0^3*d1*f0^3*f1^2+504*d0^3*d1*f0^2*f1^3+720*d0^3*d1*f0*f1^4+360*d0^3*d1*f1^5+72*d0^2*d1^2*f0^4*f1+612*d0^2*d1^2*f0^3*f1^2+2124*d0^2*d1^2*f0^2*f1^3+3348*d0^2*d1^2*f0*f1^4+1620*d0^2*d1^2*f1^5+144*d0*d1^3*f0^4*f1+1224*d0*d1^3*f0^3*f1^2+4320*d0*d1^3*f0^2*f1^3+6552*d0*d1^3*f0*f1^4+3312*d0*d1^3*f1^5+72*d1^4*f0^4*f1+900*d1^4*f0^3*f1^2+3348*d1^4*f0^2*f1^3+4896*d1^4*f0*f1^4+2448*d1^4*f1^5,
36*d0^4*f0^2*f1^3+108*d0^4*f0*f1^4+72*d0^3*d1*f0^3*f1^2+576*d0^3*d1*f0^2*f1^3+792*d0^3*d1*f0*f1^4+288*d0^3*d1*f1^5+36*d0^2*d1^2*f0^4*f1+684*d0^2*d1^2*f0^3*f1^2+2196*d0^2*d1^2*f0^2*f1^3+3132*d0^2*d1^2*f0*f1^4+1728*d0^2*d1^2*f1^5+216*d0*d1^3*f0^4*f1+1296*d0*d1^3*f0^3*f1^2+4104*d0*d1^3*f0^2*f1^3+6480*d0*d1^3*f0*f1^4+3456*d0*d1^3*f1^5+36*d1^4*f0^4*f1+828*d1^4*f0^3*f1^2+3456*d1^4*f0^2*f1^3+5040*d1^4*f0*f1^4+2304*d1^4*f1^5,
6*d0^4*f0^2*f1^3+18*d0^4*f0*f1^4+36*d0^3*d1*f0^3*f1^2+72*d0^3*d1*f0^2*f1^3+108*d0^3*d1*f0*f1^4+72*d0^3*d1*f1^5+54*d0^2*d1^2*f0^4*f1+162*d0^2*d1^2*f0^3*f1^2+270*d0^2*d1^2*f0^2*f1^3+378*d0^2*d1^2*f0*f1^4+432*d0^2*d1^2*f1^5+24*d0*d1^3*f0^5+108*d0*d1^3*f0^4*f1+288*d0*d1^3*f0^3*f1^2+516*d0*d1^3*f0^2*f1^3+792*d0*d1^3*f0*f1^4+864*d0*d1^3*f1^5+54*d1^4*f0^4*f1+234*d1^4*f0^3*f1^2+432*d1^4*f0^2*f1^3+648*d1^4*f0*f1^4+576*d1^4*f1^5