/*********************************************************** Humbert equations in terms of four theta functions as first computed by Runge for small discriminants. Note the order of the theta functions with characteristics: t0 := theta(0,0,0,0) t1 := theta(0,1,0,0) t2 := theta(1,0,0,0) t3 := theta(1,1,0,0) Discriminants calculated: 1,4,5,8,9,12,13,16,17, 20,24,28,32,36,40,44,48,52,56,60,68 David Gruenewald April 2007 **********************************************************/ T:=PolynomialRing(Rationals(),4); /* Discriminant 20 (degree 8): > time out:=findrungerelation(8,20,70); Time: 0.719 > out; */ rh20:= 64*t0^6*t3^2 - 16*t0^4*t1^3*t2 - 32*t0^4*t1^2*t2^2 - 16*t0^4*t1*t2^3 + 128*t0^4*t3^4 - 32*t0^2*t1^4*t3^2 - 96*t0^2*t1^3*t2*t3^2 - 128*t0^2*t1^2*t2^2*t3^2 - 96*t0^2*t1*t2^3*t3^2 - 32*t0^2*t2^4*t3^2 + 64*t0^2*t3^6 + t1^8 + 8*t1^7*t2 + 28*t1^6*t2^2 + 56*t1^5*t2^3 + 70*t1^4*t2^4 + 56*t1^3*t2^5 - 16*t1^3*t2*t3^4 + 28*t1^2*t2^6 - 32*t1^2*t2^2*t3^4 + 8*t1*t2^7 - 16*t1*t2^3*t3^4 + t2^8 ; /* Discriminant 24: > time out:=findrungerelation(12,24,100); Time: 6.297 > out; */ rh24:= 256*t0^8*t2^2*t3^2 - 128*t0^7*t1^3*t2^2 - 128*t0^7*t1^3*t3^2 + 64*t0^6*t1^6 - 128*t0^6*t1^2*t2^4 - 128*t0^6*t1^2*t3^4 + 64*t0^5*t1^5*t2^2 + 64*t0^5*t1^5*t3^2 - 32*t0^5*t1*t2^6 - 352*t0^5*t1*t2^4*t3^2 - 352*t0^5*t1*t2^2*t3^4 - 32*t0^5*t1*t3^6 + 240*t0^4*t1^4*t2^4 + 480*t0^4*t1^4*t2^2*t3^2 + 240*t0^4*t1^4*t3^4 - 192*t0^4*t2^6*t3^2 + 640*t0^4*t2^4*t3^4 - 192*t0^4*t2^2*t3^6 - 128*t0^3*t1^7*t2^2 - 128*t0^3*t1^7*t3^2 + 288*t0^3*t1^3*t2^6 - 160*t0^3*t1^3*t2^4*t3^2 - 160*t0^3*t1^3*t2^2*t3^4 + 288*t0^3*t1^3*t3^6 - 128*t0^2*t1^6*t2^4 - 128*t0^2*t1^6*t3^4 + 124*t0^2*t1^2*t2^8 - 400*t0^2*t1^2*t2^6*t3^2 + 1000*t0^2*t1^2*t2^4*t3^4 - 400*t0^2*t1^2*t2^2*t3^6 + 124*t0^2*t1^2*t3^8 - 32*t0*t1^5*t2^6 - 352*t0*t1^5*t2^4*t3^2 - 352*t0*t1^5*t2^2*t3^4 - 32*t0*t1^5*t3^6 + 20*t0*t1*t2^10 - 28*t0*t1*t2^8*t3^2 - 184*t0*t1*t2^6*t3^4 - 184*t0*t1*t2^4*t3^6 - 28*t0*t1*t2^2*t3^8 + 20*t0*t1*t3^10 + 256*t1^8*t2^2*t3^2 - 192*t1^4*t2^6*t3^2 + 640*t1^4*t2^4*t3^4 - 192*t1^4*t2^2*t3^6 + t2^12 + 6*t2^10*t3^2 + 15*t2^8*t3^4 + 20*t2^6*t3^6 + 15*t2^4*t3^8 + 6*t2^2*t3^10 + t3^12 ; /* Discriminant 28: > time out:=findrungerelation(16,28,140); Time: 49.094 > out; */ rh28:= 1024*t0^10*t1^4*t3^2 - 1024*t0^10*t1^3*t2^3 - 1024*t0^10*t1*t2*t3^4 + 1024*t0^10*t2^4*t3^2 - 512*t0^8*t1^6*t2^2 - 512*t0^8*t1^5*t2*t3^2 + 1280*t0^8*t1^4*t2^4 + 1024*t0^8*t1^3*t2^3*t3^2 - 512*t0^8*t1^2*t2^6 - 512*t0^8*t1^2*t2^2*t3^4 - 512*t0^8*t1*t2^5*t3^2 + 256*t0^8*t3^8 - 64*t0^6*t1^9*t2 - 1024*t0^6*t1^8*t3^2 + 1536*t0^6*t1^7*t2^3 - 256*t0^6*t1^6*t2^2*t3^2 - 896*t0^6*t1^5*t2^5 - 3328*t0^6*t1^5*t2*t3^4 + 2560*t0^6*t1^4*t2^4*t3^2 + 256*t0^6*t1^4*t3^6 + 1536*t0^6*t1^3*t2^7 + 512*t0^6*t1^3*t2^3*t3^4 - 256*t0^6*t1^2*t2^6*t3^2 + 3584*t0^6*t1^2*t2^2*t3^6 - 64*t0^6*t1*t2^9 - 3328*t0^6*t1*t2^5*t3^4 - 1024*t0^6*t2^8*t3^2 + 256*t0^6*t2^4*t3^6 + 480*t0^4*t1^10*t2^2 - 640*t0^4*t1^9*t2*t3^2 - 128*t0^4*t1^8*t2^4 + 3168*t0^4*t1^8*t3^4 + 768*t0^4*t1^7*t2^3*t3^2 - 1216*t0^4*t1^6*t2^6 + 4992*t0^4*t1^6*t2^2*t3^4 - 9472*t0^4*t1^5*t2^5*t3^2 - 3328*t0^4*t1^5*t2*t3^6 - 128*t0^4*t1^4*t2^8 + 1088*t0^4*t1^4*t2^4*t3^4 + 768*t0^4*t1^3*t2^7*t3^2 + 512*t0^4*t1^3*t2^3*t3^6 + 480*t0^4*t1^2*t2^10 + 4992*t0^4*t1^2*t2^6*t3^4 - 512*t0^4*t1^2*t2^2*t3^8 - 640*t0^4*t1*t2^9*t3^2 - 3328*t0^4*t1*t2^5*t3^6 - 1024*t0^4*t1*t2*t3^10 + 3168*t0^4*t2^8*t3^4 + 48*t0^2*t1^13*t2 + 144*t0^2*t1^12*t3^2 + 32*t0^2*t1^11*t2^3 - 2272*t0^2*t1^10*t2^2*t3^2 - 304*t0^2*t1^9*t2^5 - 640*t0^2*t1^9*t2*t3^4 + 1904*t0^2*t1^8*t2^4*t3^2 - 1024*t0^2*t1^8*t3^6 - 576*t0^2*t1^7*t2^7 + 768*t0^2*t1^7*t2^3*t3^4 + 8640*t0^2*t1^6*t2^6*t3^2 - 256*t0^2*t1^6*t2^2*t3^6 - 304*t0^2*t1^5*t2^9 - 9472*t0^2*t1^5*t2^5*t3^4 - 512*t0^2*t1^5*t2*t3^8 + 1904*t0^2*t1^4*t2^8*t3^2 + 2560*t0^2*t1^4*t2^4*t3^6 + 1024*t0^2*t1^4*t3^10 + 32*t0^2*t1^3*t2^11 + 768*t0^2*t1^3*t2^7*t3^4 + 1024*t0^2*t1^3*t2^3*t3^8 - 2272*t0^2*t1^2*t2^10*t3^2 - 256*t0^2*t1^2*t2^6*t3^6 + 48*t0^2*t1*t2^13 - 640*t0^2*t1*t2^9*t3^4 - 512*t0^2*t1*t2^5*t3^8 + 144*t0^2*t2^12*t3^2 - 1024*t0^2*t2^8*t3^6 + 1024*t0^2*t2^4*t3^10 + t1^16 + 8*t1^14*t2^2 + 48*t1^13*t2*t3^2 + 28*t1^12*t2^4 + 32*t1^11*t2^3*t3^2 + 56*t1^10*t2^6 + 480*t1^10*t2^2*t3^4 - 304*t1^9*t2^5*t3^2 - 64*t1^9*t2*t3^6 + 70*t1^8*t2^8 - 128*t1^8*t2^4*t3^4 - 576*t1^7*t2^7*t3^2 + 1536*t1^7*t2^3*t3^6 + 56*t1^6*t2^10 - 1216*t1^6*t2^6*t3^4 - 512*t1^6*t2^2*t3^8 - 304*t1^5*t2^9*t3^2 - 896*t1^5*t2^5*t3^6 + 28*t1^4*t2^12 - 128*t1^4*t2^8*t3^4 + 1280*t1^4*t2^4*t3^8 + 32*t1^3*t2^11*t3^2 + 1536*t1^3*t2^7*t3^6 - 1024*t1^3*t2^3*t3^10 + 8*t1^2*t2^14 + 480*t1^2*t2^10*t3^4 - 512*t1^2*t2^6*t3^8 + 48*t1*t2^13*t3^2 - 64*t1*t2^9*t3^6 + t2^16 ; /* Discriminant 32: > time out:=findrungerelation(16,32,150); Time: 57.875 > out; */ rh32:= 8192*t0^13*t1^3 + 32768*t0^12*t1^4 - 4096*t0^12*t2^2*t3^2 + 73728*t0^11*t1^5 - 22528*t0^11*t1*t2^2*t3^2 + 131072*t0^10*t1^6 + 2048*t0^10*t1^2*t2^4 - 61440*t0^10*t1^2*t2^2*t3^2 + 2048*t0^10*t1^2*t3^4 + 180224*t0^9*t1^7 - 2048*t0^9*t1^3*t2^4 - 124928*t0^9*t1^3*t2^2*t3^2 - 2048*t0^9*t1^3*t3^4 + 196608*t0^8*t1^8 - 32768*t0^8*t1^4*t2^4 - 258048*t0^8*t1^4*t2^2*t3^2 - 32768*t0^8*t1^4*t3^4 + 5120*t0^8*t2^6*t3^2 + 1792*t0^8*t2^4*t3^4 + 5120*t0^8*t2^2*t3^6 + 180224*t0^7*t1^9 - 96256*t0^7*t1^5*t2^4 - 442368*t0^7*t1^5*t2^2*t3^2 - 96256*t0^7*t1^5*t3^4 + 128*t0^7*t1*t2^8 + 32512*t0^7*t1*t2^6*t3^2 + 35072*t0^7*t1*t2^4*t3^4 + 32512*t0^7*t1*t2^2*t3^6 + 128*t0^7*t1*t3^8 + 131072*t0^6*t1^10 - 135168*t0^6*t1^6*t2^4 - 532480*t0^6*t1^6*t2^2*t3^2 - 135168*t0^6*t1^6*t3^4 - 1600*t0^6*t1^2*t2^8 + 99072*t0^6*t1^2*t2^6*t3^2 + 141952*t0^6*t1^2*t2^4*t3^4 + 99072*t0^6*t1^2*t2^2*t3^6 - 1600*t0^6*t1^2*t3^8 + 73728*t0^5*t1^11 - 96256*t0^5*t1^7*t2^4 - 442368*t0^5*t1^7*t2^2*t3^2 - 96256*t0^5*t1^7*t3^4 - 7040*t0^5*t1^3*t2^8 + 195840*t0^5*t1^3*t2^6*t3^2 + 324864*t0^5*t1^3*t2^4*t3^4 + 195840*t0^5*t1^3*t2^2*t3^6 - 7040*t0^5*t1^3*t3^8 + 32768*t0^4*t1^12 - 32768*t0^4*t1^8*t2^4 - 258048*t0^4*t1^8*t2^2*t3^2 - 32768*t0^4*t1^8*t3^4 - 11648*t0^4*t1^4*t2^8 + 236032*t0^4*t1^4*t2^6*t3^2 + 393472*t0^4*t1^4*t2^4*t3^4 + 236032*t0^4*t1^4*t2^2*t3^6 - 11648*t0^4*t1^4*t3^8 - 1312*t0^4*t2^10*t3^2 - 15232*t0^4*t2^8*t3^4 - 32448*t0^4*t2^6*t3^6 - 15232*t0^4*t2^4*t3^8 - 1312*t0^4*t2^2*t3^10 + 8192*t0^3*t1^13 - 2048*t0^3*t1^9*t2^4 - 124928*t0^3*t1^9*t2^2*t3^2 - 2048*t0^3*t1^9*t3^4 - 7040*t0^3*t1^5*t2^8 + 195840*t0^3*t1^5*t2^6*t3^2 + 324864*t0^3*t1^5*t2^4*t3^4 + 195840*t0^3*t1^5*t2^2*t3^6 - 7040*t0^3*t1^5*t3^8 - 112*t0^3*t1*t2^12 - 8416*t0^3*t1*t2^10*t3^2 - 63632*t0^3*t1*t2^8*t3^4 - 117824*t0^3*t1*t2^6*t3^6 - 63632*t0^3*t1*t2^4*t3^8 - 8416*t0^3*t1*t2^2*t3^10 - 112*t0^3*t1*t3^12 + 2048*t0^2*t1^10*t2^4 - 61440*t0^2*t1^10*t2^2*t3^2 + 2048*t0^2*t1^10*t3^4 - 1600*t0^2*t1^6*t2^8 + 99072*t0^2*t1^6*t2^6*t3^2 + 141952*t0^2*t1^6*t2^4*t3^4 + 99072*t0^2*t1^6*t2^2*t3^6 - 1600*t0^2*t1^6*t3^8 - 288*t0^2*t1^2*t2^12 - 14336*t0^2*t1^2*t2^10*t3^2 - 95712*t0^2*t1^2*t2^8*t3^4 - 172544*t0^2*t1^2*t2^6*t3^6 - 95712*t0^2*t1^2*t2^4*t3^8 - 14336*t0^2*t1^2*t2^2*t3^10 - 288*t0^2*t1^2*t3^12 - 22528*t0*t1^11*t2^2*t3^2 + 128*t0*t1^7*t2^8 + 32512*t0*t1^7*t2^6*t3^2 + 35072*t0*t1^7*t2^4*t3^4 + 32512*t0*t1^7*t2^2*t3^6 + 128*t0*t1^7*t3^8 - 112*t0*t1^3*t2^12 - 8416*t0*t1^3*t2^10*t3^2 - 63632*t0*t1^3*t2^8*t3^4 - 117824*t0*t1^3*t2^6*t3^6 - 63632*t0*t1^3*t2^4*t3^8 - 8416*t0*t1^3*t2^2*t3^10 - 112*t0*t1^3*t3^12 - 4096*t1^12*t2^2*t3^2 + 5120*t1^8*t2^6*t3^2 + 1792*t1^8*t2^4*t3^4 + 5120*t1^8*t2^2*t3^6 - 1312*t1^4*t2^10*t3^2 - 15232*t1^4*t2^8*t3^4 - 32448*t1^4*t2^6*t3^6 - 15232*t1^4*t2^4*t3^8 - 1312*t1^4*t2^2*t3^10 - t2^16 + 8*t2^14*t3^2 - 28*t2^12*t3^4 + 56*t2^10*t3^6 - 70*t2^8*t3^8 + 56*t2^6*t3^10 - 28*t2^4*t3^12 + 8*t2^2*t3^14 - t3^16 ; /* Discriminant 9: > time out:=findrunge(24,9,100); Time: 153.203 > out; */ rh9:= 32*t0^17*t1^3*t2*t3^3 - 16*t0^16*t1^4*t2^4 + 16*t0^16*t1^4*t3^4 - 16*t0^16*t2^4*t3^4 - 32*t0^15*t1^5*t2^3*t3 + 8*t0^15*t1*t2^7*t3 - 32*t0^15*t1*t2^3*t3^5 + 32*t0^14*t1^2*t2^6*t3^2 - 96*t0^13*t1^7*t2*t3^3 + 24*t0^13*t1^3*t2^5*t3^3 - 96*t0^13*t1^3*t2*t3^7 + 48*t0^12*t1^8*t2^4 - 48*t0^12*t1^8*t3^4 - 208*t0^12*t1^4*t2^4*t3^4 - 48*t0^12*t1^4*t3^8 - t0^12*t2^12 + 48*t0^12*t2^4*t3^8 + 96*t0^11*t1^9*t2^3*t3 + 112*t0^11*t1^5*t2^7*t3 + 248*t0^11*t1^5*t2^3*t3^5 - 4*t0^11*t1*t2^11*t3 + 112*t0^11*t1*t2^7*t3^5 + 96*t0^11*t1*t2^3*t3^9 + 96*t0^10*t1^6*t2^6*t3^2 + 896*t0^10*t1^6*t2^2*t3^6 - 66*t0^10*t1^2*t2^10*t3^2 + 96*t0^10*t1^2*t2^6*t3^6 + 96*t0^9*t1^11*t2*t3^3 - 240*t0^9*t1^7*t2^5*t3^3 - 24*t0^9*t1^7*t2*t3^7 - 212*t0^9*t1^3*t2^9*t3^3 - 240*t0^9*t1^3*t2^5*t3^7 + 96*t0^9*t1^3*t2*t3^11 - 48*t0^8*t1^12*t2^4 + 48*t0^8*t1^12*t3^4 - 208*t0^8*t1^8*t2^8 - 1088*t0^8*t1^8*t2^4*t3^4 - 208*t0^8*t1^8*t3^8 - 271*t0^8*t1^4*t2^8*t3^4 - 1088*t0^8*t1^4*t2^4*t3^8 + 48*t0^8*t1^4*t3^12 - 208*t0^8*t2^8*t3^8 - 48*t0^8*t2^4*t3^12 - 96*t0^7*t1^13*t2^3*t3 - 24*t0^7*t1^9*t2^7*t3 - 240*t0^7*t1^9*t2^3*t3^5 + 112*t0^7*t1^5*t2^11*t3 + 1304*t0^7*t1^5*t2^7*t3^5 - 240*t0^7*t1^5*t2^3*t3^9 + 8*t0^7*t1*t2^15*t3 + 112*t0^7*t1*t2^11*t3^5 - 24*t0^7*t1*t2^7*t3^9 - 96*t0^7*t1*t2^3*t3^13 + 896*t0^6*t1^10*t2^6*t3^2 + 96*t0^6*t1^10*t2^2*t3^6 + 96*t0^6*t1^6*t2^10*t3^2 + 228*t0^6*t1^6*t2^6*t3^6 + 96*t0^6*t1^6*t2^2*t3^10 + 32*t0^6*t1^2*t2^14*t3^2 + 96*t0^6*t1^2*t2^10*t3^6 + 896*t0^6*t1^2*t2^6*t3^10 - 32*t0^5*t1^15*t2*t3^3 + 248*t0^5*t1^11*t2^5*t3^3 + 112*t0^5*t1^11*t2*t3^7 - 240*t0^5*t1^7*t2^9*t3^3 + 1304*t0^5*t1^7*t2^5*t3^7 + 112*t0^5*t1^7*t2*t3^11 + 24*t0^5*t1^3*t2^13*t3^3 - 240*t0^5*t1^3*t2^9*t3^7 + 248*t0^5*t1^3*t2^5*t3^11 - 32*t0^5*t1^3*t2*t3^15 + 16*t0^4*t1^16*t2^4 - 16*t0^4*t1^16*t3^4 - 48*t0^4*t1^12*t2^8 - 208*t0^4*t1^12*t2^4*t3^4 + 48*t0^4*t1^8*t2^12 - 1088*t0^4*t1^8*t2^8*t3^4 - 271*t0^4*t1^8*t2^4*t3^8 - 16*t0^4*t1^4*t2^16 - 208*t0^4*t1^4*t2^12*t3^4 - 1088*t0^4*t1^4*t2^8*t3^8 - 208*t0^4*t1^4*t2^4*t3^12 - 16*t0^4*t1^4*t3^16 - 16*t0^4*t2^16*t3^4 + 48*t0^4*t2^12*t3^8 - 48*t0^4*t2^8*t3^12 + 16*t0^4*t2^4*t3^16 + 32*t0^3*t1^17*t2^3*t3 - 96*t0^3*t1^13*t2^7*t3 + 24*t0^3*t1^13*t2^3*t3^5 + 96*t0^3*t1^9*t2^11*t3 - 240*t0^3*t1^9*t2^7*t3^5 - 212*t0^3*t1^9*t2^3*t3^9 - 32*t0^3*t1^5*t2^15*t3 + 248*t0^3*t1^5*t2^11*t3^5 - 240*t0^3*t1^5*t2^7*t3^9 + 24*t0^3*t1^5*t2^3*t3^13 - 32*t0^3*t1*t2^15*t3^5 + 96*t0^3*t1*t2^11*t3^9 - 96*t0^3*t1*t2^7*t3^13 + 32*t0^3*t1*t2^3*t3^17 + 32*t0^2*t1^14*t2^2*t3^6 + 96*t0^2*t1^10*t2^6*t3^6 - 66*t0^2*t1^10*t2^2*t3^10 + 896*t0^2*t1^6*t2^10*t3^6 + 96*t0^2*t1^6*t2^6*t3^10 + 32*t0^2*t1^6*t2^2*t3^14 - 32*t0*t1^15*t2^5*t3^3 + 8*t0*t1^15*t2*t3^7 + 96*t0*t1^11*t2^9*t3^3 + 112*t0*t1^11*t2^5*t3^7 - 4*t0*t1^11*t2*t3^11 - 96*t0*t1^7*t2^13*t3^3 - 24*t0*t1^7*t2^9*t3^7 + 112*t0*t1^7*t2^5*t3^11 + 8*t0*t1^7*t2*t3^15 + 32*t0*t1^3*t2^17*t3^3 - 96*t0*t1^3*t2^13*t3^7 + 96*t0*t1^3*t2^9*t3^11 - 32*t0*t1^3*t2^5*t3^15 - 16*t1^16*t2^4*t3^4 + 48*t1^12*t2^8*t3^4 - t1^12*t3^12 - 48*t1^8*t2^12*t3^4 - 208*t1^8*t2^8*t3^8 + 16*t1^4*t2^16*t3^4 - 48*t1^4*t2^12*t3^8 + 48*t1^4*t2^8*t3^12 - 16*t1^4*t2^4*t3^16 ; /* Discriminant 13: > time out := findrungeoptimised(40,13,120); Time: 478.125 > out; */ rh13:= -2048*t0^31*t1^3*t2^3*t3^3 + 1536*t0^29*t1^5*t2^5*t3 + 1536*t0^29*t1^5*t2*t3^5 + 1536*t0^29*t1*t2^5*t3^5 + 256*t0^28*t1^8*t2^4 + 256*t0^28*t1^8*t3^4 + 256*t0^28*t1^4*t2^8 - 42496*t0^28*t1^4*t2^4*t3^4 + 256*t0^28*t1^4*t3^8 + 256*t0^28*t2^8*t3^4 + 256*t0^28*t2^4*t3^8 + 128*t0^27*t1^7*t2^3*t3^3 + 128*t0^27*t1^3*t2^7*t3^3 + 128*t0^27*t1^3*t2^3*t3^7 - 448*t0^26*t1^10*t2^2*t3^2 + 30848*t0^26*t1^6*t2^6*t3^2 + 30848*t0^26*t1^6*t2^2*t3^6 - 448*t0^26*t1^2*t2^10*t3^2 + 30848*t0^26*t1^2*t2^6*t3^6 - 448*t0^26*t1^2*t2^2*t3^10 - 32*t0^25*t1^13*t2*t3 + 4512*t0^25*t1^9*t2^5*t3 + 4512*t0^25*t1^9*t2*t3^5 + 4512*t0^25*t1^5*t2^9*t3 - 449504*t0^25*t1^5*t2^5*t3^5 + 4512*t0^25*t1^5*t2*t3^9 - 32*t0^25*t1*t2^13*t3 + 4512*t0^25*t1*t2^9*t3^5 + 4512*t0^25*t1*t2^5*t3^9 - 32*t0^25*t1*t2*t3^13 - 128*t0^24*t1^12*t2^4 - 128*t0^24*t1^12*t3^4 + 71632*t0^24*t1^8*t2^4*t3^4 - 128*t0^24*t1^4*t2^12 + 71632*t0^24*t1^4*t2^8*t3^4 + 71632*t0^24*t1^4*t2^4*t3^8 - 128*t0^24*t1^4*t3^12 - 128*t0^24*t2^12*t3^4 - 128*t0^24*t2^4*t3^12 - 8848*t0^23*t1^11*t2^3*t3^3 + 590688*t0^23*t1^7*t2^7*t3^3 + 590688*t0^23*t1^7*t2^3*t3^7 - 8848*t0^23*t1^3*t2^11*t3^3 + 590688*t0^23*t1^3*t2^7*t3^7 - 8848*t0^23*t1^3*t2^3*t3^11 - 472*t0^22*t1^14*t2^2*t3^2 - 11528*t0^22*t1^10*t2^6*t3^2 - 11528*t0^22*t1^10*t2^2*t3^6 - 11528*t0^22*t1^6*t2^10*t3^2 - 1917936*t0^22*t1^6*t2^6*t3^6 - 11528*t0^22*t1^6*t2^2*t3^10 - 472*t0^22*t1^2*t2^14*t3^2 - 11528*t0^22*t1^2*t2^10*t3^6 - 11528*t0^22*t1^2*t2^6*t3^10 - 472*t0^22*t1^2*t2^2*t3^14 + 22*t0^21*t1^17*t2*t3 - 11016*t0^21*t1^13*t2^5*t3 - 11016*t0^21*t1^13*t2*t3^5 - 223292*t0^21*t1^9*t2^9*t3 + 475080*t0^21*t1^9*t2^5*t3^5 - 223292*t0^21*t1^9*t2*t3^9 - 11016*t0^21*t1^5*t2^13*t3 + 475080*t0^21*t1^5*t2^9*t3^5 + 475080*t0^21*t1^5*t2^5*t3^9 - 11016*t0^21*t1^5*t2*t3^13 + 22*t0^21*t1*t2^17*t3 - 11016*t0^21*t1*t2^13*t3^5 - 223292*t0^21*t1*t2^9*t3^9 - 11016*t0^21*t1*t2^5*t3^13 + 22*t0^21*t1*t2*t3^17 + t0^20*t1^20 + 5*t0^20*t1^16*t2^4 + 5*t0^20*t1^16*t3^4 - 34294*t0^20*t1^12*t2^8 - 159548*t0^20*t1^12*t2^4*t3^4 - 34294*t0^20*t1^12*t3^8 - 34294*t0^20*t1^8*t2^12 + 3084238*t0^20*t1^8*t2^8*t3^4 + 3084238*t0^20*t1^8*t2^4*t3^8 - 34294*t0^20*t1^8*t3^12 + 5*t0^20*t1^4*t2^16 - 159548*t0^20*t1^4*t2^12*t3^4 + 3084238*t0^20*t1^4*t2^8*t3^8 - 159548*t0^20*t1^4*t2^4*t3^12 + 5*t0^20*t1^4*t3^16 + t0^20*t2^20 + 5*t0^20*t2^16*t3^4 - 34294*t0^20*t2^12*t3^8 - 34294*t0^20*t2^8*t3^12 + 5*t0^20*t2^4*t3^16 + t0^20*t3^20 + 11648*t0^19*t1^15*t2^3*t3^3 - 1078048*t0^19*t1^11*t2^7*t3^3 - 1078048*t0^19*t1^11*t2^3*t3^7 - 1078048*t0^19*t1^7*t2^11*t3^3 - 10355744*t0^19*t1^7*t2^7*t3^7 - 1078048*t0^19*t1^7*t2^3*t3^11 + 11648*t0^19*t1^3*t2^15*t3^3 - 1078048*t0^19*t1^3*t2^11*t3^7 - 1078048*t0^19*t1^3*t2^7*t3^11 + 11648*t0^19*t1^3*t2^3*t3^15 + 1498*t0^18*t1^18*t2^2*t3^2 - 46112*t0^18*t1^14*t2^6*t3^2 - 46112*t0^18*t1^14*t2^2*t3^6 - 1574324*t0^18*t1^10*t2^10*t3^2 - 3446416*t0^18*t1^10*t2^6*t3^6 - 1574324*t0^18*t1^10*t2^2*t3^10 - 46112*t0^18*t1^6*t2^14*t3^2 - 3446416*t0^18*t1^6*t2^10*t3^6 - 3446416*t0^18*t1^6*t2^6*t3^10 - 46112*t0^18*t1^6*t2^2*t3^14 + 1498*t0^18*t1^2*t2^18*t3^2 - 46112*t0^18*t1^2*t2^14*t3^6 - 1574324*t0^18*t1^2*t2^10*t3^10 - 46112*t0^18*t1^2*t2^6*t3^14 + 1498*t0^18*t1^2*t2^2*t3^18 + 22*t0^17*t1^21*t2*t3 + 8486*t0^17*t1^17*t2^5*t3 + 8486*t0^17*t1^17*t2*t3^5 + 237732*t0^17*t1^13*t2^9*t3 + 43664*t0^17*t1^13*t2^5*t3^5 + 237732*t0^17*t1^13*t2*t3^9 + 237732*t0^17*t1^9*t2^13*t3 + 12318644*t0^17*t1^9*t2^9*t3^5 + 12318644*t0^17*t1^9*t2^5*t3^9 + 237732*t0^17*t1^9*t2*t3^13 + 8486*t0^17*t1^5*t2^17*t3 + 43664*t0^17*t1^5*t2^13*t3^5 + 12318644*t0^17*t1^5*t2^9*t3^9 + 43664*t0^17*t1^5*t2^5*t3^13 + 8486*t0^17*t1^5*t2*t3^17 + 22*t0^17*t1*t2^21*t3 + 8486*t0^17*t1*t2^17*t3^5 + 237732*t0^17*t1*t2^13*t3^9 + 237732*t0^17*t1*t2^9*t3^13 + 8486*t0^17*t1*t2^5*t3^17 + 22*t0^17*t1*t2*t3^21 + 5*t0^16*t1^20*t2^4 + 5*t0^16*t1^20*t3^4 + 81044*t0^16*t1^16*t2^8 + 346901*t0^16*t1^16*t2^4*t3^4 + 81044*t0^16*t1^16*t3^8 + 127902*t0^16*t1^12*t2^12 - 1300794*t0^16*t1^12*t2^8*t3^4 - 1300794*t0^16*t1^12*t2^4*t3^8 + 127902*t0^16*t1^12*t3^12 + 81044*t0^16*t1^8*t2^16 - 1300794*t0^16*t1^8*t2^12*t3^4 - 11305660*t0^16*t1^8*t2^8*t3^8 - 1300794*t0^16*t1^8*t2^4*t3^12 + 81044*t0^16*t1^8*t3^16 + 5*t0^16*t1^4*t2^20 + 346901*t0^16*t1^4*t2^16*t3^4 - 1300794*t0^16*t1^4*t2^12*t3^8 - 1300794*t0^16*t1^4*t2^8*t3^12 + 346901*t0^16*t1^4*t2^4*t3^16 + 5*t0^16*t1^4*t3^20 + 5*t0^16*t2^20*t3^4 + 81044*t0^16*t2^16*t3^8 + 127902*t0^16*t2^12*t3^12 + 81044*t0^16*t2^8*t3^16 + 5*t0^16*t2^4*t3^20 + 11648*t0^15*t1^19*t2^3*t3^3 + 858032*t0^15*t1^15*t2^7*t3^3 + 858032*t0^15*t1^15*t2^3*t3^7 - 4320432*t0^15*t1^11*t2^11*t3^3 - 8625072*t0^15*t1^11*t2^7*t3^7 - 4320432*t0^15*t1^11*t2^3*t3^11 + 858032*t0^15*t1^7*t2^15*t3^3 - 8625072*t0^15*t1^7*t2^11*t3^7 - 8625072*t0^15*t1^7*t2^7*t3^11 + 858032*t0^15*t1^7*t2^3*t3^15 + 11648*t0^15*t1^3*t2^19*t3^3 + 858032*t0^15*t1^3*t2^15*t3^7 - 4320432*t0^15*t1^3*t2^11*t3^11 + 858032*t0^15*t1^3*t2^7*t3^15 + 11648*t0^15*t1^3*t2^3*t3^19 - 472*t0^14*t1^22*t2^2*t3^2 - 46112*t0^14*t1^18*t2^6*t3^2 - 46112*t0^14*t1^18*t2^2*t3^6 + 1792848*t0^14*t1^14*t2^10*t3^2 + 5670024*t0^14*t1^14*t2^6*t3^6 + 1792848*t0^14*t1^14*t2^2*t3^10 + 1792848*t0^14*t1^10*t2^14*t3^2 + 35484072*t0^14*t1^10*t2^10*t3^6 + 35484072*t0^14*t1^10*t2^6*t3^10 + 1792848*t0^14*t1^10*t2^2*t3^14 - 46112*t0^14*t1^6*t2^18*t3^2 + 5670024*t0^14*t1^6*t2^14*t3^6 + 35484072*t0^14*t1^6*t2^10*t3^10 + 5670024*t0^14*t1^6*t2^6*t3^14 - 46112*t0^14*t1^6*t2^2*t3^18 - 472*t0^14*t1^2*t2^22*t3^2 - 46112*t0^14*t1^2*t2^18*t3^6 + 1792848*t0^14*t1^2*t2^14*t3^10 + 1792848*t0^14*t1^2*t2^10*t3^14 - 46112*t0^14*t1^2*t2^6*t3^18 - 472*t0^14*t1^2*t2^2*t3^22 - 32*t0^13*t1^25*t2*t3 - 11016*t0^13*t1^21*t2^5*t3 - 11016*t0^13*t1^21*t2*t3^5 + 237732*t0^13*t1^17*t2^9*t3 + 43664*t0^13*t1^17*t2^5*t3^5 + 237732*t0^13*t1^17*t2*t3^9 + 1333752*t0^13*t1^13*t2^13*t3 + 1782432*t0^13*t1^13*t2^9*t3^5 + 1782432*t0^13*t1^13*t2^5*t3^9 + 1333752*t0^13*t1^13*t2*t3^13 + 237732*t0^13*t1^9*t2^17*t3 + 1782432*t0^13*t1^9*t2^13*t3^5 - 14209316*t0^13*t1^9*t2^9*t3^9 + 1782432*t0^13*t1^9*t2^5*t3^13 + 237732*t0^13*t1^9*t2*t3^17 - 11016*t0^13*t1^5*t2^21*t3 + 43664*t0^13*t1^5*t2^17*t3^5 + 1782432*t0^13*t1^5*t2^13*t3^9 + 1782432*t0^13*t1^5*t2^9*t3^13 + 43664*t0^13*t1^5*t2^5*t3^17 - 11016*t0^13*t1^5*t2*t3^21 - 32*t0^13*t1*t2^25*t3 - 11016*t0^13*t1*t2^21*t3^5 + 237732*t0^13*t1*t2^17*t3^9 + 1333752*t0^13*t1*t2^13*t3^13 + 237732*t0^13*t1*t2^9*t3^17 - 11016*t0^13*t1*t2^5*t3^21 - 32*t0^13*t1*t2*t3^25 - 128*t0^12*t1^24*t2^4 - 128*t0^12*t1^24*t3^4 - 34294*t0^12*t1^20*t2^8 - 159548*t0^12*t1^20*t2^4*t3^4 - 34294*t0^12*t1^20*t3^8 + 127902*t0^12*t1^16*t2^12 - 1300794*t0^12*t1^16*t2^8*t3^4 - 1300794*t0^12*t1^16*t2^4*t3^8 + 127902*t0^12*t1^16*t3^12 + 127902*t0^12*t1^12*t2^16 - 22129292*t0^12*t1^12*t2^12*t3^4 - 69000290*t0^12*t1^12*t2^8*t3^8 - 22129292*t0^12*t1^12*t2^4*t3^12 + 127902*t0^12*t1^12*t3^16 - 34294*t0^12*t1^8*t2^20 - 1300794*t0^12*t1^8*t2^16*t3^4 - 69000290*t0^12*t1^8*t2^12*t3^8 - 69000290*t0^12*t1^8*t2^8*t3^12 - 1300794*t0^12*t1^8*t2^4*t3^16 - 34294*t0^12*t1^8*t3^20 - 128*t0^12*t1^4*t2^24 - 159548*t0^12*t1^4*t2^20*t3^4 - 1300794*t0^12*t1^4*t2^16*t3^8 - 22129292*t0^12*t1^4*t2^12*t3^12 - 1300794*t0^12*t1^4*t2^8*t3^16 - 159548*t0^12*t1^4*t2^4*t3^20 - 128*t0^12*t1^4*t3^24 - 128*t0^12*t2^24*t3^4 - 34294*t0^12*t2^20*t3^8 + 127902*t0^12*t2^16*t3^12 + 127902*t0^12*t2^12*t3^16 - 34294*t0^12*t2^8*t3^20 - 128*t0^12*t2^4*t3^24 - 8848*t0^11*t1^23*t2^3*t3^3 - 1078048*t0^11*t1^19*t2^7*t3^3 - 1078048*t0^11*t1^19*t2^3*t3^7 - 4320432*t0^11*t1^15*t2^11*t3^3 - 8625072*t0^11*t1^15*t2^7*t3^7 - 4320432*t0^11*t1^15*t2^3*t3^11 - 4320432*t0^11*t1^11*t2^15*t3^3 + 19894656*t0^11*t1^11*t2^11*t3^7 + 19894656*t0^11*t1^11*t2^7*t3^11 - 4320432*t0^11*t1^11*t2^3*t3^15 - 1078048*t0^11*t1^7*t2^19*t3^3 - 8625072*t0^11*t1^7*t2^15*t3^7 + 19894656*t0^11*t1^7*t2^11*t3^11 - 8625072*t0^11*t1^7*t2^7*t3^15 - 1078048*t0^11*t1^7*t2^3*t3^19 - 8848*t0^11*t1^3*t2^23*t3^3 - 1078048*t0^11*t1^3*t2^19*t3^7 - 4320432*t0^11*t1^3*t2^15*t3^11 - 4320432*t0^11*t1^3*t2^11*t3^15 - 1078048*t0^11*t1^3*t2^7*t3^19 - 8848*t0^11*t1^3*t2^3*t3^23 - 448*t0^10*t1^26*t2^2*t3^2 - 11528*t0^10*t1^22*t2^6*t3^2 - 11528*t0^10*t1^22*t2^2*t3^6 - 1574324*t0^10*t1^18*t2^10*t3^2 - 3446416*t0^10*t1^18*t2^6*t3^6 - 1574324*t0^10*t1^18*t2^2*t3^10 + 1792848*t0^10*t1^14*t2^14*t3^2 + 35484072*t0^10*t1^14*t2^10*t3^6 + 35484072*t0^10*t1^14*t2^6*t3^10 + 1792848*t0^10*t1^14*t2^2*t3^14 - 1574324*t0^10*t1^10*t2^18*t3^2 + 35484072*t0^10*t1^10*t2^14*t3^6 + 127522788*t0^10*t1^10*t2^10*t3^10 + 35484072*t0^10*t1^10*t2^6*t3^14 - 1574324*t0^10*t1^10*t2^2*t3^18 - 11528*t0^10*t1^6*t2^22*t3^2 - 3446416*t0^10*t1^6*t2^18*t3^6 + 35484072*t0^10*t1^6*t2^14*t3^10 + 35484072*t0^10*t1^6*t2^10*t3^14 - 3446416*t0^10*t1^6*t2^6*t3^18 - 11528*t0^10*t1^6*t2^2*t3^22 - 448*t0^10*t1^2*t2^26*t3^2 - 11528*t0^10*t1^2*t2^22*t3^6 - 1574324*t0^10*t1^2*t2^18*t3^10 + 1792848*t0^10*t1^2*t2^14*t3^14 - 1574324*t0^10*t1^2*t2^10*t3^18 - 11528*t0^10*t1^2*t2^6*t3^22 - 448*t0^10*t1^2*t2^2*t3^26 + 4512*t0^9*t1^25*t2^5*t3 + 4512*t0^9*t1^25*t2*t3^5 - 223292*t0^9*t1^21*t2^9*t3 + 475080*t0^9*t1^21*t2^5*t3^5 - 223292*t0^9*t1^21*t2*t3^9 + 237732*t0^9*t1^17*t2^13*t3 + 12318644*t0^9*t1^17*t2^9*t3^5 + 12318644*t0^9*t1^17*t2^5*t3^9 + 237732*t0^9*t1^17*t2*t3^13 + 237732*t0^9*t1^13*t2^17*t3 + 1782432*t0^9*t1^13*t2^13*t3^5 - 14209316*t0^9*t1^13*t2^9*t3^9 + 1782432*t0^9*t1^13*t2^5*t3^13 + 237732*t0^9*t1^13*t2*t3^17 - 223292*t0^9*t1^9*t2^21*t3 + 12318644*t0^9*t1^9*t2^17*t3^5 - 14209316*t0^9*t1^9*t2^13*t3^9 - 14209316*t0^9*t1^9*t2^9*t3^13 + 12318644*t0^9*t1^9*t2^5*t3^17 - 223292*t0^9*t1^9*t2*t3^21 + 4512*t0^9*t1^5*t2^25*t3 + 475080*t0^9*t1^5*t2^21*t3^5 + 12318644*t0^9*t1^5*t2^17*t3^9 + 1782432*t0^9*t1^5*t2^13*t3^13 + 12318644*t0^9*t1^5*t2^9*t3^17 + 475080*t0^9*t1^5*t2^5*t3^21 + 4512*t0^9*t1^5*t2*t3^25 + 4512*t0^9*t1*t2^25*t3^5 - 223292*t0^9*t1*t2^21*t3^9 + 237732*t0^9*t1*t2^17*t3^13 + 237732*t0^9*t1*t2^13*t3^17 - 223292*t0^9*t1*t2^9*t3^21 + 4512*t0^9*t1*t2^5*t3^25 + 256*t0^8*t1^28*t2^4 + 256*t0^8*t1^28*t3^4 + 71632*t0^8*t1^24*t2^4*t3^4 - 34294*t0^8*t1^20*t2^12 + 3084238*t0^8*t1^20*t2^8*t3^4 + 3084238*t0^8*t1^20*t2^4*t3^8 - 34294*t0^8*t1^20*t3^12 + 81044*t0^8*t1^16*t2^16 - 1300794*t0^8*t1^16*t2^12*t3^4 - 11305660*t0^8*t1^16*t2^8*t3^8 - 1300794*t0^8*t1^16*t2^4*t3^12 + 81044*t0^8*t1^16*t3^16 - 34294*t0^8*t1^12*t2^20 - 1300794*t0^8*t1^12*t2^16*t3^4 - 69000290*t0^8*t1^12*t2^12*t3^8 - 69000290*t0^8*t1^12*t2^8*t3^12 - 1300794*t0^8*t1^12*t2^4*t3^16 - 34294*t0^8*t1^12*t3^20 + 3084238*t0^8*t1^8*t2^20*t3^4 - 11305660*t0^8*t1^8*t2^16*t3^8 - 69000290*t0^8*t1^8*t2^12*t3^12 - 11305660*t0^8*t1^8*t2^8*t3^16 + 3084238*t0^8*t1^8*t2^4*t3^20 + 256*t0^8*t1^4*t2^28 + 71632*t0^8*t1^4*t2^24*t3^4 + 3084238*t0^8*t1^4*t2^20*t3^8 - 1300794*t0^8*t1^4*t2^16*t3^12 - 1300794*t0^8*t1^4*t2^12*t3^16 + 3084238*t0^8*t1^4*t2^8*t3^20 + 71632*t0^8*t1^4*t2^4*t3^24 + 256*t0^8*t1^4*t3^28 + 256*t0^8*t2^28*t3^4 - 34294*t0^8*t2^20*t3^12 + 81044*t0^8*t2^16*t3^16 - 34294*t0^8*t2^12*t3^20 + 256*t0^8*t2^4*t3^28 + 128*t0^7*t1^27*t2^3*t3^3 + 590688*t0^7*t1^23*t2^7*t3^3 + 590688*t0^7*t1^23*t2^3*t3^7 - 1078048*t0^7*t1^19*t2^11*t3^3 - 10355744*t0^7*t1^19*t2^7*t3^7 - 1078048*t0^7*t1^19*t2^3*t3^11 + 858032*t0^7*t1^15*t2^15*t3^3 - 8625072*t0^7*t1^15*t2^11*t3^7 - 8625072*t0^7*t1^15*t2^7*t3^11 + 858032*t0^7*t1^15*t2^3*t3^15 - 1078048*t0^7*t1^11*t2^19*t3^3 - 8625072*t0^7*t1^11*t2^15*t3^7 + 19894656*t0^7*t1^11*t2^11*t3^11 - 8625072*t0^7*t1^11*t2^7*t3^15 - 1078048*t0^7*t1^11*t2^3*t3^19 + 590688*t0^7*t1^7*t2^23*t3^3 - 10355744*t0^7*t1^7*t2^19*t3^7 - 8625072*t0^7*t1^7*t2^15*t3^11 - 8625072*t0^7*t1^7*t2^11*t3^15 - 10355744*t0^7*t1^7*t2^7*t3^19 + 590688*t0^7*t1^7*t2^3*t3^23 + 128*t0^7*t1^3*t2^27*t3^3 + 590688*t0^7*t1^3*t2^23*t3^7 - 1078048*t0^7*t1^3*t2^19*t3^11 + 858032*t0^7*t1^3*t2^15*t3^15 - 1078048*t0^7*t1^3*t2^11*t3^19 + 590688*t0^7*t1^3*t2^7*t3^23 + 128*t0^7*t1^3*t2^3*t3^27 + 30848*t0^6*t1^26*t2^6*t3^2 + 30848*t0^6*t1^26*t2^2*t3^6 - 11528*t0^6*t1^22*t2^10*t3^2 - 1917936*t0^6*t1^22*t2^6*t3^6 - 11528*t0^6*t1^22*t2^2*t3^10 - 46112*t0^6*t1^18*t2^14*t3^2 - 3446416*t0^6*t1^18*t2^10*t3^6 - 3446416*t0^6*t1^18*t2^6*t3^10 - 46112*t0^6*t1^18*t2^2*t3^14 - 46112*t0^6*t1^14*t2^18*t3^2 + 5670024*t0^6*t1^14*t2^14*t3^6 + 35484072*t0^6*t1^14*t2^10*t3^10 + 5670024*t0^6*t1^14*t2^6*t3^14 - 46112*t0^6*t1^14*t2^2*t3^18 - 11528*t0^6*t1^10*t2^22*t3^2 - 3446416*t0^6*t1^10*t2^18*t3^6 + 35484072*t0^6*t1^10*t2^14*t3^10 + 35484072*t0^6*t1^10*t2^10*t3^14 - 3446416*t0^6*t1^10*t2^6*t3^18 - 11528*t0^6*t1^10*t2^2*t3^22 + 30848*t0^6*t1^6*t2^26*t3^2 - 1917936*t0^6*t1^6*t2^22*t3^6 - 3446416*t0^6*t1^6*t2^18*t3^10 + 5670024*t0^6*t1^6*t2^14*t3^14 - 3446416*t0^6*t1^6*t2^10*t3^18 - 1917936*t0^6*t1^6*t2^6*t3^22 + 30848*t0^6*t1^6*t2^2*t3^26 + 30848*t0^6*t1^2*t2^26*t3^6 - 11528*t0^6*t1^2*t2^22*t3^10 - 46112*t0^6*t1^2*t2^18*t3^14 - 46112*t0^6*t1^2*t2^14*t3^18 - 11528*t0^6*t1^2*t2^10*t3^22 + 30848*t0^6*t1^2*t2^6*t3^26 + 1536*t0^5*t1^29*t2^5*t3 + 1536*t0^5*t1^29*t2*t3^5 + 4512*t0^5*t1^25*t2^9*t3 - 449504*t0^5*t1^25*t2^5*t3^5 + 4512*t0^5*t1^25*t2*t3^9 - 11016*t0^5*t1^21*t2^13*t3 + 475080*t0^5*t1^21*t2^9*t3^5 + 475080*t0^5*t1^21*t2^5*t3^9 - 11016*t0^5*t1^21*t2*t3^13 + 8486*t0^5*t1^17*t2^17*t3 + 43664*t0^5*t1^17*t2^13*t3^5 + 12318644*t0^5*t1^17*t2^9*t3^9 + 43664*t0^5*t1^17*t2^5*t3^13 + 8486*t0^5*t1^17*t2*t3^17 - 11016*t0^5*t1^13*t2^21*t3 + 43664*t0^5*t1^13*t2^17*t3^5 + 1782432*t0^5*t1^13*t2^13*t3^9 + 1782432*t0^5*t1^13*t2^9*t3^13 + 43664*t0^5*t1^13*t2^5*t3^17 - 11016*t0^5*t1^13*t2*t3^21 + 4512*t0^5*t1^9*t2^25*t3 + 475080*t0^5*t1^9*t2^21*t3^5 + 12318644*t0^5*t1^9*t2^17*t3^9 + 1782432*t0^5*t1^9*t2^13*t3^13 + 12318644*t0^5*t1^9*t2^9*t3^17 + 475080*t0^5*t1^9*t2^5*t3^21 + 4512*t0^5*t1^9*t2*t3^25 + 1536*t0^5*t1^5*t2^29*t3 - 449504*t0^5*t1^5*t2^25*t3^5 + 475080*t0^5*t1^5*t2^21*t3^9 + 43664*t0^5*t1^5*t2^17*t3^13 + 43664*t0^5*t1^5*t2^13*t3^17 + 475080*t0^5*t1^5*t2^9*t3^21 - 449504*t0^5*t1^5*t2^5*t3^25 + 1536*t0^5*t1^5*t2*t3^29 + 1536*t0^5*t1*t2^29*t3^5 + 4512*t0^5*t1*t2^25*t3^9 - 11016*t0^5*t1*t2^21*t3^13 + 8486*t0^5*t1*t2^17*t3^17 - 11016*t0^5*t1*t2^13*t3^21 + 4512*t0^5*t1*t2^9*t3^25 + 1536*t0^5*t1*t2^5*t3^29 + 256*t0^4*t1^28*t2^8 - 42496*t0^4*t1^28*t2^4*t3^4 + 256*t0^4*t1^28*t3^8 - 128*t0^4*t1^24*t2^12 + 71632*t0^4*t1^24*t2^8*t3^4 + 71632*t0^4*t1^24*t2^4*t3^8 - 128*t0^4*t1^24*t3^12 + 5*t0^4*t1^20*t2^16 - 159548*t0^4*t1^20*t2^12*t3^4 + 3084238*t0^4*t1^20*t2^8*t3^8 - 159548*t0^4*t1^20*t2^4*t3^12 + 5*t0^4*t1^20*t3^16 + 5*t0^4*t1^16*t2^20 + 346901*t0^4*t1^16*t2^16*t3^4 - 1300794*t0^4*t1^16*t2^12*t3^8 - 1300794*t0^4*t1^16*t2^8*t3^12 + 346901*t0^4*t1^16*t2^4*t3^16 + 5*t0^4*t1^16*t3^20 - 128*t0^4*t1^12*t2^24 - 159548*t0^4*t1^12*t2^20*t3^4 - 1300794*t0^4*t1^12*t2^16*t3^8 - 22129292*t0^4*t1^12*t2^12*t3^12 - 1300794*t0^4*t1^12*t2^8*t3^16 - 159548*t0^4*t1^12*t2^4*t3^20 - 128*t0^4*t1^12*t3^24 + 256*t0^4*t1^8*t2^28 + 71632*t0^4*t1^8*t2^24*t3^4 + 3084238*t0^4*t1^8*t2^20*t3^8 - 1300794*t0^4*t1^8*t2^16*t3^12 - 1300794*t0^4*t1^8*t2^12*t3^16 + 3084238*t0^4*t1^8*t2^8*t3^20 + 71632*t0^4*t1^8*t2^4*t3^24 + 256*t0^4*t1^8*t3^28 - 42496*t0^4*t1^4*t2^28*t3^4 + 71632*t0^4*t1^4*t2^24*t3^8 - 159548*t0^4*t1^4*t2^20*t3^12 + 346901*t0^4*t1^4*t2^16*t3^16 - 159548*t0^4*t1^4*t2^12*t3^20 + 71632*t0^4*t1^4*t2^8*t3^24 - 42496*t0^4*t1^4*t2^4*t3^28 + 256*t0^4*t2^28*t3^8 - 128*t0^4*t2^24*t3^12 + 5*t0^4*t2^20*t3^16 + 5*t0^4*t2^16*t3^20 - 128*t0^4*t2^12*t3^24 + 256*t0^4*t2^8*t3^28 - 2048*t0^3*t1^31*t2^3*t3^3 + 128*t0^3*t1^27*t2^7*t3^3 + 128*t0^3*t1^27*t2^3*t3^7 - 8848*t0^3*t1^23*t2^11*t3^3 + 590688*t0^3*t1^23*t2^7*t3^7 - 8848*t0^3*t1^23*t2^3*t3^11 + 11648*t0^3*t1^19*t2^15*t3^3 - 1078048*t0^3*t1^19*t2^11*t3^7 - 1078048*t0^3*t1^19*t2^7*t3^11 + 11648*t0^3*t1^19*t2^3*t3^15 + 11648*t0^3*t1^15*t2^19*t3^3 + 858032*t0^3*t1^15*t2^15*t3^7 - 4320432*t0^3*t1^15*t2^11*t3^11 + 858032*t0^3*t1^15*t2^7*t3^15 + 11648*t0^3*t1^15*t2^3*t3^19 - 8848*t0^3*t1^11*t2^23*t3^3 - 1078048*t0^3*t1^11*t2^19*t3^7 - 4320432*t0^3*t1^11*t2^15*t3^11 - 4320432*t0^3*t1^11*t2^11*t3^15 - 1078048*t0^3*t1^11*t2^7*t3^19 - 8848*t0^3*t1^11*t2^3*t3^23 + 128*t0^3*t1^7*t2^27*t3^3 + 590688*t0^3*t1^7*t2^23*t3^7 - 1078048*t0^3*t1^7*t2^19*t3^11 + 858032*t0^3*t1^7*t2^15*t3^15 - 1078048*t0^3*t1^7*t2^11*t3^19 + 590688*t0^3*t1^7*t2^7*t3^23 + 128*t0^3*t1^7*t2^3*t3^27 - 2048*t0^3*t1^3*t2^31*t3^3 + 128*t0^3*t1^3*t2^27*t3^7 - 8848*t0^3*t1^3*t2^23*t3^11 + 11648*t0^3*t1^3*t2^19*t3^15 + 11648*t0^3*t1^3*t2^15*t3^19 - 8848*t0^3*t1^3*t2^11*t3^23 + 128*t0^3*t1^3*t2^7*t3^27 - 2048*t0^3*t1^3*t2^3*t3^31 - 448*t0^2*t1^26*t2^10*t3^2 + 30848*t0^2*t1^26*t2^6*t3^6 - 448*t0^2*t1^26*t2^2*t3^10 - 472*t0^2*t1^22*t2^14*t3^2 - 11528*t0^2*t1^22*t2^10*t3^6 - 11528*t0^2*t1^22*t2^6*t3^10 - 472*t0^2*t1^22*t2^2*t3^14 + 1498*t0^2*t1^18*t2^18*t3^2 - 46112*t0^2*t1^18*t2^14*t3^6 - 1574324*t0^2*t1^18*t2^10*t3^10 - 46112*t0^2*t1^18*t2^6*t3^14 + 1498*t0^2*t1^18*t2^2*t3^18 - 472*t0^2*t1^14*t2^22*t3^2 - 46112*t0^2*t1^14*t2^18*t3^6 + 1792848*t0^2*t1^14*t2^14*t3^10 + 1792848*t0^2*t1^14*t2^10*t3^14 - 46112*t0^2*t1^14*t2^6*t3^18 - 472*t0^2*t1^14*t2^2*t3^22 - 448*t0^2*t1^10*t2^26*t3^2 - 11528*t0^2*t1^10*t2^22*t3^6 - 1574324*t0^2*t1^10*t2^18*t3^10 + 1792848*t0^2*t1^10*t2^14*t3^14 - 1574324*t0^2*t1^10*t2^10*t3^18 - 11528*t0^2*t1^10*t2^6*t3^22 - 448*t0^2*t1^10*t2^2*t3^26 + 30848*t0^2*t1^6*t2^26*t3^6 - 11528*t0^2*t1^6*t2^22*t3^10 - 46112*t0^2*t1^6*t2^18*t3^14 - 46112*t0^2*t1^6*t2^14*t3^18 - 11528*t0^2*t1^6*t2^10*t3^22 + 30848*t0^2*t1^6*t2^6*t3^26 - 448*t0^2*t1^2*t2^26*t3^10 - 472*t0^2*t1^2*t2^22*t3^14 + 1498*t0^2*t1^2*t2^18*t3^18 - 472*t0^2*t1^2*t2^14*t3^22 - 448*t0^2*t1^2*t2^10*t3^26 + 1536*t0*t1^29*t2^5*t3^5 - 32*t0*t1^25*t2^13*t3 + 4512*t0*t1^25*t2^9*t3^5 + 4512*t0*t1^25*t2^5*t3^9 - 32*t0*t1^25*t2*t3^13 + 22*t0*t1^21*t2^17*t3 - 11016*t0*t1^21*t2^13*t3^5 - 223292*t0*t1^21*t2^9*t3^9 - 11016*t0*t1^21*t2^5*t3^13 + 22*t0*t1^21*t2*t3^17 + 22*t0*t1^17*t2^21*t3 + 8486*t0*t1^17*t2^17*t3^5 + 237732*t0*t1^17*t2^13*t3^9 + 237732*t0*t1^17*t2^9*t3^13 + 8486*t0*t1^17*t2^5*t3^17 + 22*t0*t1^17*t2*t3^21 - 32*t0*t1^13*t2^25*t3 - 11016*t0*t1^13*t2^21*t3^5 + 237732*t0*t1^13*t2^17*t3^9 + 1333752*t0*t1^13*t2^13*t3^13 + 237732*t0*t1^13*t2^9*t3^17 - 11016*t0*t1^13*t2^5*t3^21 - 32*t0*t1^13*t2*t3^25 + 4512*t0*t1^9*t2^25*t3^5 - 223292*t0*t1^9*t2^21*t3^9 + 237732*t0*t1^9*t2^17*t3^13 + 237732*t0*t1^9*t2^13*t3^17 - 223292*t0*t1^9*t2^9*t3^21 + 4512*t0*t1^9*t2^5*t3^25 + 1536*t0*t1^5*t2^29*t3^5 + 4512*t0*t1^5*t2^25*t3^9 - 11016*t0*t1^5*t2^21*t3^13 + 8486*t0*t1^5*t2^17*t3^17 - 11016*t0*t1^5*t2^13*t3^21 + 4512*t0*t1^5*t2^9*t3^25 + 1536*t0*t1^5*t2^5*t3^29 - 32*t0*t1*t2^25*t3^13 + 22*t0*t1*t2^21*t3^17 + 22*t0*t1*t2^17*t3^21 - 32*t0*t1*t2^13*t3^25 + 256*t1^28*t2^8*t3^4 + 256*t1^28*t2^4*t3^8 - 128*t1^24*t2^12*t3^4 - 128*t1^24*t2^4*t3^12 + t1^20*t2^20 + 5*t1^20*t2^16*t3^4 - 34294*t1^20*t2^12*t3^8 - 34294*t1^20*t2^8*t3^12 + 5*t1^20*t2^4*t3^16 + t1^20*t3^20 + 5*t1^16*t2^20*t3^4 + 81044*t1^16*t2^16*t3^8 + 127902*t1^16*t2^12*t3^12 + 81044*t1^16*t2^8*t3^16 + 5*t1^16*t2^4*t3^20 - 128*t1^12*t2^24*t3^4 - 34294*t1^12*t2^20*t3^8 + 127902*t1^12*t2^16*t3^12 + 127902*t1^12*t2^12*t3^16 - 34294*t1^12*t2^8*t3^20 - 128*t1^12*t2^4*t3^24 + 256*t1^8*t2^28*t3^4 - 34294*t1^8*t2^20*t3^12 + 81044*t1^8*t2^16*t3^16 - 34294*t1^8*t2^12*t3^20 + 256*t1^8*t2^4*t3^28 + 256*t1^4*t2^28*t3^8 - 128*t1^4*t2^24*t3^12 + 5*t1^4*t2^20*t3^16 + 5*t1^4*t2^16*t3^20 - 128*t1^4*t2^12*t3^24 + 256*t1^4*t2^8*t3^28 + t2^20*t3^20 ; /* Discriminant 36: > time out := findrungeoptimised(24,36,130); Time: 41.516 > out; */ rh36:= 65536*t0^16*t1^5*t2^3 + 65536*t0^16*t1^4*t2^4 + 65536*t0^16*t1^3*t2^5 - 16384*t0^14*t1^8*t3^2 - 65536*t0^14*t1^7*t2*t3^2 - 65536*t0^14*t1^6*t2^2*t3^2 - 458752*t0^14*t1^5*t2^3*t3^2 - 360448*t0^14*t1^4*t2^4*t3^2 - 458752*t0^14*t1^3*t2^5*t3^2 - 65536*t0^14*t1^2*t2^6*t3^2 - 65536*t0^14*t1*t2^7*t3^2 - 16384*t0^14*t2^8*t3^2 + 8192*t0^12*t1^10*t2^2 - 98304*t0^12*t1^9*t2^3 - 98304*t0^12*t1^8*t2^4 + 98304*t0^12*t1^8*t3^4 + 98304*t0^12*t1^7*t2^5 + 393216*t0^12*t1^7*t2*t3^4 + 180224*t0^12*t1^6*t2^6 + 393216*t0^12*t1^6*t2^2*t3^4 + 98304*t0^12*t1^5*t2^7 + 1441792*t0^12*t1^5*t2^3*t3^4 - 98304*t0^12*t1^4*t2^8 + 851968*t0^12*t1^4*t2^4*t3^4 - 98304*t0^12*t1^3*t2^9 + 1441792*t0^12*t1^3*t2^5*t3^4 + 8192*t0^12*t1^2*t2^10 + 393216*t0^12*t1^2*t2^6*t3^4 + 393216*t0^12*t1*t2^7*t3^4 + 98304*t0^12*t2^8*t3^4 + 24576*t0^10*t1^12*t3^2 + 98304*t0^10*t1^11*t2*t3^2 + 294912*t0^10*t1^9*t2^3*t3^2 + 172032*t0^10*t1^8*t2^4*t3^2 - 245760*t0^10*t1^8*t3^6 - 393216*t0^10*t1^7*t2^5*t3^2 - 983040*t0^10*t1^7*t2*t3^6 - 393216*t0^10*t1^6*t2^6*t3^2 - 983040*t0^10*t1^6*t2^2*t3^6 - 393216*t0^10*t1^5*t2^7*t3^2 - 2686976*t0^10*t1^5*t2^3*t3^6 + 172032*t0^10*t1^4*t2^8*t3^2 - 1212416*t0^10*t1^4*t2^4*t3^6 + 294912*t0^10*t1^3*t2^9*t3^2 - 2686976*t0^10*t1^3*t2^5*t3^6 - 983040*t0^10*t1^2*t2^6*t3^6 + 98304*t0^10*t1*t2^11*t3^2 - 983040*t0^10*t1*t2^7*t3^6 + 24576*t0^10*t2^12*t3^2 - 245760*t0^10*t2^8*t3^6 + 256*t0^8*t1^15*t2 - 10240*t0^8*t1^14*t2^2 + 37632*t0^8*t1^13*t2^3 - 8192*t0^8*t1^12*t2^4 - 98304*t0^8*t1^12*t3^4 - 179968*t0^8*t1^11*t2^5 - 393216*t0^8*t1^11*t2*t3^4 + 387072*t0^8*t1^10*t2^6 - 73728*t0^8*t1^10*t2^2*t3^4 - 382208*t0^8*t1^9*t2^7 - 294912*t0^8*t1^9*t2^3*t3^4 + 311296*t0^8*t1^8*t2^8 + 196608*t0^8*t1^8*t2^4*t3^4 + 327680*t0^8*t1^8*t3^8 - 382208*t0^8*t1^7*t2^9 + 688128*t0^8*t1^7*t2^5*t3^4 + 1310720*t0^8*t1^7*t2*t3^8 + 387072*t0^8*t1^6*t2^10 - 49152*t0^8*t1^6*t2^6*t3^4 + 1310720*t0^8*t1^6*t2^2*t3^8 - 179968*t0^8*t1^5*t2^11 + 688128*t0^8*t1^5*t2^7*t3^4 + 3276800*t0^8*t1^5*t2^3*t3^8 - 8192*t0^8*t1^4*t2^12 + 196608*t0^8*t1^4*t2^8*t3^4 + 1310720*t0^8*t1^4*t2^4*t3^8 + 37632*t0^8*t1^3*t2^13 - 294912*t0^8*t1^3*t2^9*t3^4 + 3276800*t0^8*t1^3*t2^5*t3^8 - 10240*t0^8*t1^2*t2^14 - 73728*t0^8*t1^2*t2^10*t3^4 + 1310720*t0^8*t1^2*t2^6*t3^8 + 256*t0^8*t1*t2^15 - 393216*t0^8*t1*t2^11*t3^4 + 1310720*t0^8*t1*t2^7*t3^8 - 98304*t0^8*t2^12*t3^4 + 327680*t0^8*t2^8*t3^8 - 9216*t0^6*t1^16*t3^2 - 21504*t0^6*t1^15*t2*t3^2 + 106496*t0^6*t1^14*t2^2*t3^2 + 214016*t0^6*t1^13*t2^3*t3^2 - 962560*t0^6*t1^12*t2^4*t3^2 + 147456*t0^6*t1^12*t3^6 + 797696*t0^6*t1^11*t2^5*t3^2 + 589824*t0^6*t1^11*t2*t3^6 - 106496*t0^6*t1^10*t2^6*t3^2 + 131072*t0^6*t1^10*t2^2*t3^6 + 1106944*t0^6*t1^9*t2^7*t3^2 + 196608*t0^6*t1^9*t2^3*t3^6 - 2250752*t0^6*t1^8*t2^8*t3^2 - 540672*t0^6*t1^8*t2^4*t3^6 - 245760*t0^6*t1^8*t3^10 + 1106944*t0^6*t1^7*t2^9*t3^2 - 786432*t0^6*t1^7*t2^5*t3^6 - 983040*t0^6*t1^7*t2*t3^10 - 106496*t0^6*t1^6*t2^10*t3^2 + 524288*t0^6*t1^6*t2^6*t3^6 - 983040*t0^6*t1^6*t2^2*t3^10 + 797696*t0^6*t1^5*t2^11*t3^2 - 786432*t0^6*t1^5*t2^7*t3^6 - 2686976*t0^6*t1^5*t2^3*t3^10 - 962560*t0^6*t1^4*t2^12*t3^2 - 540672*t0^6*t1^4*t2^8*t3^6 - 1212416*t0^6*t1^4*t2^4*t3^10 + 214016*t0^6*t1^3*t2^13*t3^2 + 196608*t0^6*t1^3*t2^9*t3^6 - 2686976*t0^6*t1^3*t2^5*t3^10 + 106496*t0^6*t1^2*t2^14*t3^2 + 131072*t0^6*t1^2*t2^10*t3^6 - 983040*t0^6*t1^2*t2^6*t3^10 - 21504*t0^6*t1*t2^15*t3^2 + 589824*t0^6*t1*t2^11*t3^6 - 983040*t0^6*t1*t2^7*t3^10 - 9216*t0^6*t2^16*t3^2 + 147456*t0^6*t2^12*t3^6 - 245760*t0^6*t2^8*t3^10 - 256*t0^4*t1^19*t2 + 2560*t0^4*t1^18*t2^2 - 10496*t0^4*t1^17*t2^3 + 20480*t0^4*t1^16*t2^4 - 47104*t0^4*t1^16*t3^4 - 9216*t0^4*t1^15*t2^5 + 42496*t0^4*t1^15*t2*t3^4 - 43008*t0^4*t1^14*t2^6 + 331776*t0^4*t1^14*t2^2*t3^4 + 93184*t0^4*t1^13*t2^7 - 503296*t0^4*t1^13*t2^3*t3^4 - 53248*t0^4*t1^12*t2^8 + 106496*t0^4*t1^12*t2^4*t3^4 - 98304*t0^4*t1^12*t3^8 - 73216*t0^4*t1^11*t2^9 - 1235456*t0^4*t1^11*t2^5*t3^4 - 393216*t0^4*t1^11*t2*t3^8 + 146432*t0^4*t1^10*t2^10 + 3108864*t0^4*t1^10*t2^6*t3^4 - 73728*t0^4*t1^10*t2^2*t3^8 - 73216*t0^4*t1^9*t2^11 - 1449472*t0^4*t1^9*t2^7*t3^4 - 294912*t0^4*t1^9*t2^3*t3^8 - 53248*t0^4*t1^8*t2^12 - 708608*t0^4*t1^8*t2^8*t3^4 + 196608*t0^4*t1^8*t2^4*t3^8 + 98304*t0^4*t1^8*t3^12 + 93184*t0^4*t1^7*t2^13 - 1449472*t0^4*t1^7*t2^9*t3^4 + 688128*t0^4*t1^7*t2^5*t3^8 + 393216*t0^4*t1^7*t2*t3^12 - 43008*t0^4*t1^6*t2^14 + 3108864*t0^4*t1^6*t2^10*t3^4 - 49152*t0^4*t1^6*t2^6*t3^8 + 393216*t0^4*t1^6*t2^2*t3^12 - 9216*t0^4*t1^5*t2^15 - 1235456*t0^4*t1^5*t2^11*t3^4 + 688128*t0^4*t1^5*t2^7*t3^8 + 1441792*t0^4*t1^5*t2^3*t3^12 + 20480*t0^4*t1^4*t2^16 + 106496*t0^4*t1^4*t2^12*t3^4 + 196608*t0^4*t1^4*t2^8*t3^8 + 851968*t0^4*t1^4*t2^4*t3^12 - 10496*t0^4*t1^3*t2^17 - 503296*t0^4*t1^3*t2^13*t3^4 - 294912*t0^4*t1^3*t2^9*t3^8 + 1441792*t0^4*t1^3*t2^5*t3^12 + 2560*t0^4*t1^2*t2^18 + 331776*t0^4*t1^2*t2^14*t3^4 - 73728*t0^4*t1^2*t2^10*t3^8 + 393216*t0^4*t1^2*t2^6*t3^12 - 256*t0^4*t1*t2^19 + 42496*t0^4*t1*t2^15*t3^4 - 393216*t0^4*t1*t2^11*t3^8 + 393216*t0^4*t1*t2^7*t3^12 - 47104*t0^4*t2^16*t3^4 - 98304*t0^4*t2^12*t3^8 + 98304*t0^4*t2^8*t3^12 + 512*t0^2*t1^20*t3^2 - 5632*t0^2*t1^19*t2*t3^2 + 26624*t0^2*t1^18*t2^2*t3^2 - 67072*t0^2*t1^17*t2^3*t3^2 + 80384*t0^2*t1^16*t2^4*t3^2 - 9216*t0^2*t1^16*t3^6 + 26624*t0^2*t1^15*t2^5*t3^2 - 21504*t0^2*t1^15*t2*t3^6 - 253952*t0^2*t1^14*t2^6*t3^2 + 106496*t0^2*t1^14*t2^2*t3^6 + 378880*t0^2*t1^13*t2^7*t3^2 + 214016*t0^2*t1^13*t2^3*t3^6 - 146432*t0^2*t1^12*t2^8*t3^2 - 962560*t0^2*t1^12*t2^4*t3^6 + 24576*t0^2*t1^12*t3^10 - 332800*t0^2*t1^11*t2^9*t3^2 + 797696*t0^2*t1^11*t2^5*t3^6 + 98304*t0^2*t1^11*t2*t3^10 + 585728*t0^2*t1^10*t2^10*t3^2 - 106496*t0^2*t1^10*t2^6*t3^6 - 332800*t0^2*t1^9*t2^11*t3^2 + 1106944*t0^2*t1^9*t2^7*t3^6 + 294912*t0^2*t1^9*t2^3*t3^10 - 146432*t0^2*t1^8*t2^12*t3^2 - 2250752*t0^2*t1^8*t2^8*t3^6 + 172032*t0^2*t1^8*t2^4*t3^10 - 16384*t0^2*t1^8*t3^14 + 378880*t0^2*t1^7*t2^13*t3^2 + 1106944*t0^2*t1^7*t2^9*t3^6 - 393216*t0^2*t1^7*t2^5*t3^10 - 65536*t0^2*t1^7*t2*t3^14 - 253952*t0^2*t1^6*t2^14*t3^2 - 106496*t0^2*t1^6*t2^10*t3^6 - 393216*t0^2*t1^6*t2^6*t3^10 - 65536*t0^2*t1^6*t2^2*t3^14 + 26624*t0^2*t1^5*t2^15*t3^2 + 797696*t0^2*t1^5*t2^11*t3^6 - 393216*t0^2*t1^5*t2^7*t3^10 - 458752*t0^2*t1^5*t2^3*t3^14 + 80384*t0^2*t1^4*t2^16*t3^2 - 962560*t0^2*t1^4*t2^12*t3^6 + 172032*t0^2*t1^4*t2^8*t3^10 - 360448*t0^2*t1^4*t2^4*t3^14 - 67072*t0^2*t1^3*t2^17*t3^2 + 214016*t0^2*t1^3*t2^13*t3^6 + 294912*t0^2*t1^3*t2^9*t3^10 - 458752*t0^2*t1^3*t2^5*t3^14 + 26624*t0^2*t1^2*t2^18*t3^2 + 106496*t0^2*t1^2*t2^14*t3^6 - 65536*t0^2*t1^2*t2^6*t3^14 - 5632*t0^2*t1*t2^19*t3^2 - 21504*t0^2*t1*t2^15*t3^6 + 98304*t0^2*t1*t2^11*t3^10 - 65536*t0^2*t1*t2^7*t3^14 + 512*t0^2*t2^20*t3^2 - 9216*t0^2*t2^16*t3^6 + 24576*t0^2*t2^12*t3^10 - 16384*t0^2*t2^8*t3^14 - t1^24 + 24*t1^23*t2 - 276*t1^22*t2^2 + 2024*t1^21*t2^3 - 10626*t1^20*t2^4 + 42504*t1^19*t2^5 - 256*t1^19*t2*t3^4 - 134596*t1^18*t2^6 + 2560*t1^18*t2^2*t3^4 + 346104*t1^17*t2^7 - 10496*t1^17*t2^3*t3^4 - 735471*t1^16*t2^8 + 20480*t1^16*t2^4*t3^4 + 1307504*t1^15*t2^9 - 9216*t1^15*t2^5*t3^4 + 256*t1^15*t2*t3^8 - 1961256*t1^14*t2^10 - 43008*t1^14*t2^6*t3^4 - 10240*t1^14*t2^2*t3^8 + 2496144*t1^13*t2^11 + 93184*t1^13*t2^7*t3^4 + 37632*t1^13*t2^3*t3^8 - 2704156*t1^12*t2^12 - 53248*t1^12*t2^8*t3^4 - 8192*t1^12*t2^4*t3^8 + 2496144*t1^11*t2^13 - 73216*t1^11*t2^9*t3^4 - 179968*t1^11*t2^5*t3^8 - 1961256*t1^10*t2^14 + 146432*t1^10*t2^10*t3^4 + 387072*t1^10*t2^6*t3^8 + 8192*t1^10*t2^2*t3^12 + 1307504*t1^9*t2^15 - 73216*t1^9*t2^11*t3^4 - 382208*t1^9*t2^7*t3^8 - 98304*t1^9*t2^3*t3^12 - 735471*t1^8*t2^16 - 53248*t1^8*t2^12*t3^4 + 311296*t1^8*t2^8*t3^8 - 98304*t1^8*t2^4*t3^12 + 346104*t1^7*t2^17 + 93184*t1^7*t2^13*t3^4 - 382208*t1^7*t2^9*t3^8 + 98304*t1^7*t2^5*t3^12 - 134596*t1^6*t2^18 - 43008*t1^6*t2^14*t3^4 + 387072*t1^6*t2^10*t3^8 + 180224*t1^6*t2^6*t3^12 + 42504*t1^5*t2^19 - 9216*t1^5*t2^15*t3^4 - 179968*t1^5*t2^11*t3^8 + 98304*t1^5*t2^7*t3^12 + 65536*t1^5*t2^3*t3^16 - 10626*t1^4*t2^20 + 20480*t1^4*t2^16*t3^4 - 8192*t1^4*t2^12*t3^8 - 98304*t1^4*t2^8*t3^12 + 65536*t1^4*t2^4*t3^16 + 2024*t1^3*t2^21 - 10496*t1^3*t2^17*t3^4 + 37632*t1^3*t2^13*t3^8 - 98304*t1^3*t2^9*t3^12 + 65536*t1^3*t2^5*t3^16 - 276*t1^2*t2^22 + 2560*t1^2*t2^18*t3^4 - 10240*t1^2*t2^14*t3^8 + 8192*t1^2*t2^10*t3^12 + 24*t1*t2^23 - 256*t1*t2^19*t3^4 + 256*t1*t2^15*t3^8 - t2^24 ; /* Discriminant 40: > time out := findrungeoptimised(28,40,170); Time: 192.391 > > out; */ rh40:= 1048576*t0^20*t1^4*t2^2*t3^2 - 524288*t0^19*t1^3*t2^6 - 524288*t0^19*t1^3*t3^6 - 524288*t0^18*t1^6*t2^4 - 524288*t0^18*t1^6*t3^4 - 786432*t0^18*t1^2*t2^4*t3^4 - 131072*t0^17*t1^9*t2^2 - 131072*t0^17*t1^9*t3^2 + 4456448*t0^17*t1^5*t2^4*t3^2 + 4456448*t0^17*t1^5*t2^2*t3^4 + 393216*t0^17*t1*t2^8*t3^2 - 131072*t0^17*t1*t2^6*t3^4 - 131072*t0^17*t1*t2^4*t3^6 + 393216*t0^17*t1*t2^2*t3^8 + 65536*t0^16*t1^8*t2^4 + 65536*t0^16*t1^8*t3^4 - 1835008*t0^16*t1^4*t2^8 - 3407872*t0^16*t1^4*t2^6*t3^2 - 12058624*t0^16*t1^4*t2^4*t3^4 - 3407872*t0^16*t1^4*t2^2*t3^6 - 1835008*t0^16*t1^4*t3^8 + 65536*t0^16*t2^10*t3^2 + 65536*t0^16*t2^8*t3^4 + 65536*t0^16*t2^4*t3^8 + 65536*t0^16*t2^2*t3^10 + 65536*t0^15*t1^11*t2^2 + 65536*t0^15*t1^11*t3^2 - 1900544*t0^15*t1^7*t2^6 - 10158080*t0^15*t1^7*t2^4*t3^2 - 10158080*t0^15*t1^7*t2^2*t3^4 - 1900544*t0^15*t1^7*t3^6 + 1048576*t0^15*t1^3*t2^10 + 6160384*t0^15*t1^3*t2^8*t3^2 - 2490368*t0^15*t1^3*t2^6*t3^4 - 2490368*t0^15*t1^3*t2^4*t3^6 + 6160384*t0^15*t1^3*t2^2*t3^8 + 1048576*t0^15*t1^3*t3^10 + 16384*t0^14*t1^14 - 458752*t0^14*t1^10*t2^4 - 1048576*t0^14*t1^10*t2^2*t3^2 - 458752*t0^14*t1^10*t3^4 + 4964352*t0^14*t1^6*t2^8 + 25493504*t0^14*t1^6*t2^6*t3^2 + 24543232*t0^14*t1^6*t2^4*t3^4 + 25493504*t0^14*t1^6*t2^2*t3^6 + 4964352*t0^14*t1^6*t3^8 - 32768*t0^14*t1^2*t2^12 + 1310720*t0^14*t1^2*t2^10*t3^2 + 2129920*t0^14*t1^2*t2^8*t3^4 + 7864320*t0^14*t1^2*t2^6*t3^6 + 2129920*t0^14*t1^2*t2^4*t3^8 + 1310720*t0^14*t1^2*t2^2*t3^10 - 32768*t0^14*t1^2*t3^12 + 16384*t0^13*t1^13*t2^2 + 16384*t0^13*t1^13*t3^2 + 4538368*t0^13*t1^9*t2^6 + 5619712*t0^13*t1^9*t2^4*t3^2 + 5619712*t0^13*t1^9*t2^2*t3^4 + 4538368*t0^13*t1^9*t3^6 - 6373376*t0^13*t1^5*t2^10 - 15417344*t0^13*t1^5*t2^8*t3^2 - 32997376*t0^13*t1^5*t2^6*t3^4 - 32997376*t0^13*t1^5*t2^4*t3^6 - 15417344*t0^13*t1^5*t2^2*t3^8 - 6373376*t0^13*t1^5*t3^10 - 507904*t0^13*t1*t2^12*t3^2 - 3850240*t0^13*t1*t2^10*t3^4 + 1474560*t0^13*t1*t2^8*t3^6 + 1474560*t0^13*t1*t2^6*t3^8 - 3850240*t0^13*t1*t2^4*t3^10 - 507904*t0^13*t1*t2^2*t3^12 + 1290240*t0^12*t1^12*t2^4 + 2580480*t0^12*t1^12*t2^2*t3^2 + 1290240*t0^12*t1^12*t3^4 - 6422528*t0^12*t1^8*t2^8 - 46432256*t0^12*t1^8*t2^6*t3^2 - 20250624*t0^12*t1^8*t2^4*t3^4 - 46432256*t0^12*t1^8*t2^2*t3^6 - 6422528*t0^12*t1^8*t3^8 + 3796992*t0^12*t1^4*t2^12 + 10412032*t0^12*t1^4*t2^10*t3^2 + 7671808*t0^12*t1^4*t2^8*t3^4 + 29376512*t0^12*t1^4*t2^6*t3^6 + 7671808*t0^12*t1^4*t2^4*t3^8 + 10412032*t0^12*t1^4*t2^2*t3^10 + 3796992*t0^12*t1^4*t3^12 - 114688*t0^12*t2^14*t3^2 - 851968*t0^12*t2^12*t3^4 - 802816*t0^12*t2^10*t3^6 - 131072*t0^12*t2^8*t3^8 - 802816*t0^12*t2^6*t3^10 - 851968*t0^12*t2^4*t3^12 - 114688*t0^12*t2^2*t3^14 + 65536*t0^11*t1^15*t2^2 + 65536*t0^11*t1^15*t3^2 - 2023424*t0^11*t1^11*t2^6 - 5021696*t0^11*t1^11*t2^4*t3^2 - 5021696*t0^11*t1^11*t2^2*t3^4 - 2023424*t0^11*t1^11*t3^6 + 18620416*t0^11*t1^7*t2^10 + 56139776*t0^11*t1^7*t2^8*t3^2 + 122503168*t0^11*t1^7*t2^6*t3^4 + 122503168*t0^11*t1^7*t2^4*t3^6 + 56139776*t0^11*t1^7*t2^2*t3^8 + 18620416*t0^11*t1^7*t3^10 - 774144*t0^11*t1^3*t2^14 - 3764224*t0^11*t1^3*t2^12*t3^2 - 12308480*t0^11*t1^3*t2^10*t3^4 + 18419712*t0^11*t1^3*t2^8*t3^6 + 18419712*t0^11*t1^3*t2^6*t3^8 - 12308480*t0^11*t1^3*t2^4*t3^10 - 3764224*t0^11*t1^3*t2^2*t3^12 - 774144*t0^11*t1^3*t3^14 - 458752*t0^10*t1^14*t2^4 - 1048576*t0^10*t1^14*t2^2*t3^2 - 458752*t0^10*t1^14*t3^4 + 17146880*t0^10*t1^10*t2^8 + 1937408*t0^10*t1^10*t2^6*t3^2 + 105895936*t0^10*t1^10*t2^4*t3^4 + 1937408*t0^10*t1^10*t2^2*t3^6 + 17146880*t0^10*t1^10*t3^8 - 21159936*t0^10*t1^6*t2^12 - 60719104*t0^10*t1^6*t2^10*t3^2 - 95952896*t0^10*t1^6*t2^8*t3^4 - 177799168*t0^10*t1^6*t2^6*t3^6 - 95952896*t0^10*t1^6*t2^4*t3^8 - 60719104*t0^10*t1^6*t2^2*t3^10 - 21159936*t0^10*t1^6*t3^12 + 50176*t0^10*t1^2*t2^16 - 1409024*t0^10*t1^2*t2^14*t3^2 - 6262784*t0^10*t1^2*t2^12*t3^4 - 9469952*t0^10*t1^2*t2^10*t3^6 - 21915648*t0^10*t1^2*t2^8*t3^8 - 9469952*t0^10*t1^2*t2^6*t3^10 - 6262784*t0^10*t1^2*t2^4*t3^12 - 1409024*t0^10*t1^2*t2^2*t3^14 + 50176*t0^10*t1^2*t3^16 - 131072*t0^9*t1^17*t2^2 - 131072*t0^9*t1^17*t3^2 + 4538368*t0^9*t1^13*t2^6 + 5619712*t0^9*t1^13*t2^4*t3^2 + 5619712*t0^9*t1^13*t2^2*t3^4 + 4538368*t0^9*t1^13*t3^6 - 19833856*t0^9*t1^9*t2^10 - 122827776*t0^9*t1^9*t2^8*t3^2 - 168650752*t0^9*t1^9*t2^6*t3^4 - 168650752*t0^9*t1^9*t2^4*t3^6 - 122827776*t0^9*t1^9*t2^2*t3^8 - 19833856*t0^9*t1^9*t3^10 + 10291200*t0^9*t1^5*t2^14 + 21477376*t0^9*t1^5*t2^12*t3^2 + 33040384*t0^9*t1^5*t2^10*t3^4 + 7149568*t0^9*t1^5*t2^8*t3^6 + 7149568*t0^9*t1^5*t2^6*t3^8 + 33040384*t0^9*t1^5*t2^4*t3^10 + 21477376*t0^9*t1^5*t2^2*t3^12 + 10291200*t0^9*t1^5*t3^14 - 512*t0^9*t1*t2^18 - 512*t0^9*t1*t2^16*t3^2 + 3106816*t0^9*t1*t2^14*t3^4 + 10283008*t0^9*t1*t2^12*t3^6 - 5655552*t0^9*t1*t2^10*t3^8 - 5655552*t0^9*t1*t2^8*t3^10 + 10283008*t0^9*t1*t2^6*t3^12 + 3106816*t0^9*t1*t2^4*t3^14 - 512*t0^9*t1*t2^2*t3^16 - 512*t0^9*t1*t3^18 + 65536*t0^8*t1^16*t2^4 + 65536*t0^8*t1^16*t3^4 - 6422528*t0^8*t1^12*t2^8 - 46432256*t0^8*t1^12*t2^6*t3^2 - 20250624*t0^8*t1^12*t2^4*t3^4 - 46432256*t0^8*t1^12*t2^2*t3^6 - 6422528*t0^8*t1^12*t3^8 + 22797056*t0^8*t1^8*t2^12 + 125706752*t0^8*t1^8*t2^10*t3^2 + 255186176*t0^8*t1^8*t2^8*t3^4 + 132586496*t0^8*t1^8*t2^6*t3^6 + 255186176*t0^8*t1^8*t2^4*t3^8 + 125706752*t0^8*t1^8*t2^2*t3^10 + 22797056*t0^8*t1^8*t3^12 - 2473984*t0^8*t1^4*t2^16 + 6057984*t0^8*t1^4*t2^14*t3^2 + 19668992*t0^8*t1^4*t2^12*t3^4 + 41717760*t0^8*t1^4*t2^10*t3^6 + 77938688*t0^8*t1^4*t2^8*t3^8 + 41717760*t0^8*t1^4*t2^6*t3^10 + 19668992*t0^8*t1^4*t2^4*t3^12 + 6057984*t0^8*t1^4*t2^2*t3^14 - 2473984*t0^8*t1^4*t3^16 + 56832*t0^8*t2^18*t3^2 + 786432*t0^8*t2^16*t3^4 + 2926592*t0^8*t2^14*t3^6 + 2392064*t0^8*t2^12*t3^8 + 390144*t0^8*t2^10*t3^10 + 2392064*t0^8*t2^8*t3^12 + 2926592*t0^8*t2^6*t3^14 + 786432*t0^8*t2^4*t3^16 + 56832*t0^8*t2^2*t3^18 - 1900544*t0^7*t1^15*t2^6 - 10158080*t0^7*t1^15*t2^4*t3^2 - 10158080*t0^7*t1^15*t2^2*t3^4 - 1900544*t0^7*t1^15*t3^6 + 18620416*t0^7*t1^11*t2^10 + 56139776*t0^7*t1^11*t2^8*t3^2 + 122503168*t0^7*t1^11*t2^6*t3^4 + 122503168*t0^7*t1^11*t2^4*t3^6 + 56139776*t0^7*t1^11*t2^2*t3^8 + 18620416*t0^7*t1^11*t3^10 - 23790592*t0^7*t1^7*t2^14 - 57777152*t0^7*t1^7*t2^12*t3^2 - 8508416*t0^7*t1^7*t2^10*t3^4 - 79334400*t0^7*t1^7*t2^8*t3^6 - 79334400*t0^7*t1^7*t2^6*t3^8 - 8508416*t0^7*t1^7*t2^4*t3^10 - 57777152*t0^7*t1^7*t2^2*t3^12 - 23790592*t0^7*t1^7*t3^14 + 318720*t0^7*t1^3*t2^18 - 3414784*t0^7*t1^3*t2^16*t3^2 - 1313792*t0^7*t1^3*t2^14*t3^4 - 5823488*t0^7*t1^3*t2^12*t3^6 - 20896256*t0^7*t1^3*t2^10*t3^8 - 20896256*t0^7*t1^3*t2^8*t3^10 - 5823488*t0^7*t1^3*t2^6*t3^12 - 1313792*t0^7*t1^3*t2^4*t3^14 - 3414784*t0^7*t1^3*t2^2*t3^16 + 318720*t0^7*t1^3*t3^18 - 524288*t0^6*t1^18*t2^4 - 524288*t0^6*t1^18*t3^4 + 4964352*t0^6*t1^14*t2^8 + 25493504*t0^6*t1^14*t2^6*t3^2 + 24543232*t0^6*t1^14*t2^4*t3^4 + 25493504*t0^6*t1^14*t2^2*t3^6 + 4964352*t0^6*t1^14*t3^8 - 21159936*t0^6*t1^10*t2^12 - 60719104*t0^6*t1^10*t2^10*t3^2 - 95952896*t0^6*t1^10*t2^8*t3^4 - 177799168*t0^6*t1^10*t2^6*t3^6 - 95952896*t0^6*t1^10*t2^4*t3^8 - 60719104*t0^6*t1^10*t2^2*t3^10 - 21159936*t0^6*t1^10*t3^12 + 13145792*t0^6*t1^6*t2^16 + 13686272*t0^6*t1^6*t2^14*t3^2 - 64242432*t0^6*t1^6*t2^12*t3^4 - 90121728*t0^6*t1^6*t2^10*t3^6 + 8042624*t0^6*t1^6*t2^8*t3^8 - 90121728*t0^6*t1^6*t2^6*t3^10 - 64242432*t0^6*t1^6*t2^4*t3^12 + 13686272*t0^6*t1^6*t2^2*t3^14 + 13145792*t0^6*t1^6*t3^16 - 21248*t0^6*t1^2*t2^20 - 108544*t0^6*t1^2*t2^18*t3^2 - 3286784*t0^6*t1^2*t2^16*t3^4 - 5505024*t0^6*t1^2*t2^14*t3^6 - 6227456*t0^6*t1^2*t2^12*t3^8 - 7843840*t0^6*t1^2*t2^10*t3^10 - 6227456*t0^6*t1^2*t2^8*t3^12 - 5505024*t0^6*t1^2*t2^6*t3^14 - 3286784*t0^6*t1^2*t2^4*t3^16 - 108544*t0^6*t1^2*t2^2*t3^18 - 21248*t0^6*t1^2*t3^20 + 4456448*t0^5*t1^17*t2^4*t3^2 + 4456448*t0^5*t1^17*t2^2*t3^4 - 6373376*t0^5*t1^13*t2^10 - 15417344*t0^5*t1^13*t2^8*t3^2 - 32997376*t0^5*t1^13*t2^6*t3^4 - 32997376*t0^5*t1^13*t2^4*t3^6 - 15417344*t0^5*t1^13*t2^2*t3^8 - 6373376*t0^5*t1^13*t3^10 + 10291200*t0^5*t1^9*t2^14 + 21477376*t0^5*t1^9*t2^12*t3^2 + 33040384*t0^5*t1^9*t2^10*t3^4 + 7149568*t0^5*t1^9*t2^8*t3^6 + 7149568*t0^5*t1^9*t2^6*t3^8 + 33040384*t0^5*t1^9*t2^4*t3^10 + 21477376*t0^5*t1^9*t2^2*t3^12 + 10291200*t0^5*t1^9*t3^14 - 3856448*t0^5*t1^5*t2^18 + 6268352*t0^5*t1^5*t2^16*t3^2 + 1562368*t0^5*t1^5*t2^14*t3^4 - 29963520*t0^5*t1^5*t2^12*t3^6 + 56381568*t0^5*t1^5*t2^10*t3^8 + 56381568*t0^5*t1^5*t2^8*t3^10 - 29963520*t0^5*t1^5*t2^6*t3^12 + 1562368*t0^5*t1^5*t2^4*t3^14 + 6268352*t0^5*t1^5*t2^2*t3^16 - 3856448*t0^5*t1^5*t3^18 + 576*t0^5*t1*t2^22 + 103104*t0^5*t1*t2^20*t3^2 + 918976*t0^5*t1*t2^18*t3^4 - 4433088*t0^5*t1*t2^16*t3^6 - 6803840*t0^5*t1*t2^14*t3^8 + 7265152*t0^5*t1*t2^12*t3^10 + 7265152*t0^5*t1*t2^10*t3^12 - 6803840*t0^5*t1*t2^8*t3^14 - 4433088*t0^5*t1*t2^6*t3^16 + 918976*t0^5*t1*t2^4*t3^18 + 103104*t0^5*t1*t2^2*t3^20 + 576*t0^5*t1*t3^22 + 1048576*t0^4*t1^20*t2^2*t3^2 - 1835008*t0^4*t1^16*t2^8 - 3407872*t0^4*t1^16*t2^6*t3^2 - 12058624*t0^4*t1^16*t2^4*t3^4 - 3407872*t0^4*t1^16*t2^2*t3^6 - 1835008*t0^4*t1^16*t3^8 + 3796992*t0^4*t1^12*t2^12 + 10412032*t0^4*t1^12*t2^10*t3^2 + 7671808*t0^4*t1^12*t2^8*t3^4 + 29376512*t0^4*t1^12*t2^6*t3^6 + 7671808*t0^4*t1^12*t2^4*t3^8 + 10412032*t0^4*t1^12*t2^2*t3^10 + 3796992*t0^4*t1^12*t3^12 - 2473984*t0^4*t1^8*t2^16 + 6057984*t0^4*t1^8*t2^14*t3^2 + 19668992*t0^4*t1^8*t2^12*t3^4 + 41717760*t0^4*t1^8*t2^10*t3^6 + 77938688*t0^4*t1^8*t2^8*t3^8 + 41717760*t0^4*t1^8*t2^6*t3^10 + 19668992*t0^4*t1^8*t2^4*t3^12 + 6057984*t0^4*t1^8*t2^2*t3^14 - 2473984*t0^4*t1^8*t3^16 + 638608*t0^4*t1^4*t2^20 - 4218464*t0^4*t1^4*t2^18*t3^2 + 810832*t0^4*t1^4*t2^16*t3^4 + 31249280*t0^4*t1^4*t2^14*t3^6 + 15364640*t0^4*t1^4*t2^12*t3^8 - 20433472*t0^4*t1^4*t2^10*t3^10 + 15364640*t0^4*t1^4*t2^8*t3^12 + 31249280*t0^4*t1^4*t2^6*t3^14 + 810832*t0^4*t1^4*t2^4*t3^16 - 4218464*t0^4*t1^4*t2^2*t3^18 + 638608*t0^4*t1^4*t3^20 - 6784*t0^4*t2^22*t3^2 + 159488*t0^4*t2^20*t3^4 - 321664*t0^4*t2^18*t3^6 - 1264640*t0^4*t2^16*t3^8 + 557824*t0^4*t2^14*t3^10 + 2669056*t0^4*t2^12*t3^12 + 557824*t0^4*t2^10*t3^14 - 1264640*t0^4*t2^8*t3^16 - 321664*t0^4*t2^6*t3^18 + 159488*t0^4*t2^4*t3^20 - 6784*t0^4*t2^2*t3^22 - 524288*t0^3*t1^19*t2^6 - 524288*t0^3*t1^19*t3^6 + 1048576*t0^3*t1^15*t2^10 + 6160384*t0^3*t1^15*t2^8*t3^2 - 2490368*t0^3*t1^15*t2^6*t3^4 - 2490368*t0^3*t1^15*t2^4*t3^6 + 6160384*t0^3*t1^15*t2^2*t3^8 + 1048576*t0^3*t1^15*t3^10 - 774144*t0^3*t1^11*t2^14 - 3764224*t0^3*t1^11*t2^12*t3^2 - 12308480*t0^3*t1^11*t2^10*t3^4 + 18419712*t0^3*t1^11*t2^8*t3^6 + 18419712*t0^3*t1^11*t2^6*t3^8 - 12308480*t0^3*t1^11*t2^4*t3^10 - 3764224*t0^3*t1^11*t2^2*t3^12 - 774144*t0^3*t1^11*t3^14 + 318720*t0^3*t1^7*t2^18 - 3414784*t0^3*t1^7*t2^16*t3^2 - 1313792*t0^3*t1^7*t2^14*t3^4 - 5823488*t0^3*t1^7*t2^12*t3^6 - 20896256*t0^3*t1^7*t2^10*t3^8 - 20896256*t0^3*t1^7*t2^8*t3^10 - 5823488*t0^3*t1^7*t2^6*t3^12 - 1313792*t0^3*t1^7*t2^4*t3^14 - 3414784*t0^3*t1^7*t2^2*t3^16 + 318720*t0^3*t1^7*t3^18 - 61152*t0^3*t1^3*t2^22 + 803936*t0^3*t1^3*t2^20*t3^2 - 2427424*t0^3*t1^3*t2^18*t3^4 + 7448992*t0^3*t1^3*t2^16*t3^6 + 14824256*t0^3*t1^3*t2^14*t3^8 - 17672256*t0^3*t1^3*t2^12*t3^10 - 17672256*t0^3*t1^3*t2^10*t3^12 + 14824256*t0^3*t1^3*t2^8*t3^14 + 7448992*t0^3*t1^3*t2^6*t3^16 - 2427424*t0^3*t1^3*t2^4*t3^18 + 803936*t0^3*t1^3*t2^2*t3^20 - 61152*t0^3*t1^3*t3^22 - 786432*t0^2*t1^18*t2^4*t3^4 - 32768*t0^2*t1^14*t2^12 + 1310720*t0^2*t1^14*t2^10*t3^2 + 2129920*t0^2*t1^14*t2^8*t3^4 + 7864320*t0^2*t1^14*t2^6*t3^6 + 2129920*t0^2*t1^14*t2^4*t3^8 + 1310720*t0^2*t1^14*t2^2*t3^10 - 32768*t0^2*t1^14*t3^12 + 50176*t0^2*t1^10*t2^16 - 1409024*t0^2*t1^10*t2^14*t3^2 - 6262784*t0^2*t1^10*t2^12*t3^4 - 9469952*t0^2*t1^10*t2^10*t3^6 - 21915648*t0^2*t1^10*t2^8*t3^8 - 9469952*t0^2*t1^10*t2^6*t3^10 - 6262784*t0^2*t1^10*t2^4*t3^12 - 1409024*t0^2*t1^10*t2^2*t3^14 + 50176*t0^2*t1^10*t3^16 - 21248*t0^2*t1^6*t2^20 - 108544*t0^2*t1^6*t2^18*t3^2 - 3286784*t0^2*t1^6*t2^16*t3^4 - 5505024*t0^2*t1^6*t2^14*t3^6 - 6227456*t0^2*t1^6*t2^12*t3^8 - 7843840*t0^2*t1^6*t2^10*t3^10 - 6227456*t0^2*t1^6*t2^8*t3^12 - 5505024*t0^2*t1^6*t2^6*t3^14 - 3286784*t0^2*t1^6*t2^4*t3^16 - 108544*t0^2*t1^6*t2^2*t3^18 - 21248*t0^2*t1^6*t3^20 + 3308*t0^2*t1^2*t2^24 - 58864*t0^2*t1^2*t2^22*t3^2 + 490200*t0^2*t1^2*t2^20*t3^4 + 585168*t0^2*t1^2*t2^18*t3^6 - 1194924*t0^2*t1^2*t2^16*t3^8 - 612320*t0^2*t1^2*t2^14*t3^10 + 1230800*t0^2*t1^2*t2^12*t3^12 - 612320*t0^2*t1^2*t2^10*t3^14 - 1194924*t0^2*t1^2*t2^8*t3^16 + 585168*t0^2*t1^2*t2^6*t3^18 + 490200*t0^2*t1^2*t2^4*t3^20 - 58864*t0^2*t1^2*t2^2*t3^22 + 3308*t0^2*t1^2*t3^24 + 393216*t0*t1^17*t2^8*t3^2 - 131072*t0*t1^17*t2^6*t3^4 - 131072*t0*t1^17*t2^4*t3^6 + 393216*t0*t1^17*t2^2*t3^8 - 507904*t0*t1^13*t2^12*t3^2 - 3850240*t0*t1^13*t2^10*t3^4 + 1474560*t0*t1^13*t2^8*t3^6 + 1474560*t0*t1^13*t2^6*t3^8 - 3850240*t0*t1^13*t2^4*t3^10 - 507904*t0*t1^13*t2^2*t3^12 - 512*t0*t1^9*t2^18 - 512*t0*t1^9*t2^16*t3^2 + 3106816*t0*t1^9*t2^14*t3^4 + 10283008*t0*t1^9*t2^12*t3^6 - 5655552*t0*t1^9*t2^10*t3^8 - 5655552*t0*t1^9*t2^8*t3^10 + 10283008*t0*t1^9*t2^6*t3^12 + 3106816*t0*t1^9*t2^4*t3^14 - 512*t0*t1^9*t2^2*t3^16 - 512*t0*t1^9*t3^18 + 576*t0*t1^5*t2^22 + 103104*t0*t1^5*t2^20*t3^2 + 918976*t0*t1^5*t2^18*t3^4 - 4433088*t0*t1^5*t2^16*t3^6 - 6803840*t0*t1^5*t2^14*t3^8 + 7265152*t0*t1^5*t2^12*t3^10 + 7265152*t0*t1^5*t2^10*t3^12 - 6803840*t0*t1^5*t2^8*t3^14 - 4433088*t0*t1^5*t2^6*t3^16 + 918976*t0*t1^5*t2^4*t3^18 + 103104*t0*t1^5*t2^2*t3^20 + 576*t0*t1^5*t3^22 - 92*t0*t1*t2^26 + 1108*t0*t1*t2^24*t3^2 + 9976*t0*t1*t2^22*t3^4 + 26680*t0*t1*t2^20*t3^6 + 19468*t0*t1*t2^18*t3^8 - 46212*t0*t1*t2^16*t3^10 - 125616*t0*t1*t2^14*t3^12 - 125616*t0*t1*t2^12*t3^14 - 46212*t0*t1*t2^10*t3^16 + 19468*t0*t1*t2^8*t3^18 + 26680*t0*t1*t2^6*t3^20 + 9976*t0*t1*t2^4*t3^22 + 1108*t0*t1*t2^2*t3^24 - 92*t0*t1*t3^26 + 65536*t1^16*t2^10*t3^2 + 65536*t1^16*t2^8*t3^4 + 65536*t1^16*t2^4*t3^8 + 65536*t1^16*t2^2*t3^10 - 114688*t1^12*t2^14*t3^2 - 851968*t1^12*t2^12*t3^4 - 802816*t1^12*t2^10*t3^6 - 131072*t1^12*t2^8*t3^8 - 802816*t1^12*t2^6*t3^10 - 851968*t1^12*t2^4*t3^12 - 114688*t1^12*t2^2*t3^14 + 56832*t1^8*t2^18*t3^2 + 786432*t1^8*t2^16*t3^4 + 2926592*t1^8*t2^14*t3^6 + 2392064*t1^8*t2^12*t3^8 + 390144*t1^8*t2^10*t3^10 + 2392064*t1^8*t2^8*t3^12 + 2926592*t1^8*t2^6*t3^14 + 786432*t1^8*t2^4*t3^16 + 56832*t1^8*t2^2*t3^18 - 6784*t1^4*t2^22*t3^2 + 159488*t1^4*t2^20*t3^4 - 321664*t1^4*t2^18*t3^6 - 1264640*t1^4*t2^16*t3^8 + 557824*t1^4*t2^14*t3^10 + 2669056*t1^4*t2^12*t3^12 + 557824*t1^4*t2^10*t3^14 - 1264640*t1^4*t2^8*t3^16 - 321664*t1^4*t2^6*t3^18 + 159488*t1^4*t2^4*t3^20 - 6784*t1^4*t2^2*t3^22 + t2^28 + 14*t2^26*t3^2 + 91*t2^24*t3^4 + 364*t2^22*t3^6 + 1001*t2^20*t3^8 + 2002*t2^18*t3^10 + 3003*t2^16*t3^12 + 3432*t2^14*t3^14 + 3003*t2^12*t3^16 + 2002*t2^10*t3^18 + 1001*t2^8*t3^20 + 364*t2^6*t3^22 + 91*t2^4*t3^24 + 14*t2^2*t3^26 + t3^28 ; /* Discriminant 44: > time out := findrungeoptimised(28,44,170); Time: 156.641 > out; */ rh44:= 4194304*t0^22*t1^3*t2^3 - 3145728*t0^20*t1^5*t2*t3^2 + 37748736*t0^20*t1^4*t2^4 - 1048576*t0^20*t1^4*t3^4 - 3145728*t0^20*t1*t2^5*t3^2 - 1048576*t0^20*t2^4*t3^4 - 262144*t0^18*t1^8*t3^2 - 9961472*t0^18*t1^7*t2^3 - 27262976*t0^18*t1^6*t2^2*t3^2 + 174587904*t0^18*t1^5*t2^5 - 9437184*t0^18*t1^5*t2*t3^4 - 4456448*t0^18*t1^4*t2^4*t3^2 - 9961472*t0^18*t1^3*t2^7 + 1310720*t0^18*t1^3*t2^3*t3^4 - 27262976*t0^18*t1^2*t2^6*t3^2 + 1835008*t0^18*t1^2*t2^2*t3^6 - 9437184*t0^18*t1*t2^5*t3^4 + 262144*t0^18*t1*t2*t3^8 - 262144*t0^18*t2^8*t3^2 + 131072*t0^16*t1^10*t2^2 + 4718592*t0^16*t1^9*t2*t3^2 - 81461248*t0^16*t1^8*t2^4 + 2097152*t0^16*t1^8*t3^4 - 198311936*t0^16*t1^7*t2^3*t3^2 + 480903168*t0^16*t1^6*t2^6 - 39780352*t0^16*t1^6*t2^2*t3^4 - 4194304*t0^16*t1^5*t2^5*t3^2 + 1572864*t0^16*t1^5*t2*t3^6 - 81461248*t0^16*t1^4*t2^8 - 53870592*t0^16*t1^4*t2^4*t3^4 + 262144*t0^16*t1^4*t3^8 - 198311936*t0^16*t1^3*t2^7*t3^2 + 15990784*t0^16*t1^3*t2^3*t3^6 + 131072*t0^16*t1^2*t2^10 - 39780352*t0^16*t1^2*t2^6*t3^4 + 2359296*t0^16*t1^2*t2^2*t3^8 + 4718592*t0^16*t1*t2^9*t3^2 + 1572864*t0^16*t1*t2^5*t3^6 + 2097152*t0^16*t2^8*t3^4 + 262144*t0^16*t2^4*t3^8 + 524288*t0^14*t1^12*t3^2 + 9256960*t0^14*t1^11*t2^3 + 44580864*t0^14*t1^10*t2^2*t3^2 - 300154880*t0^14*t1^9*t2^5 + 74678272*t0^14*t1^9*t2*t3^4 - 756744192*t0^14*t1^8*t2^4*t3^2 + 19070976*t0^14*t1^8*t3^6 + 910540800*t0^14*t1^7*t2^7 - 115212288*t0^14*t1^7*t2^3*t3^4 + 175095808*t0^14*t1^6*t2^6*t3^2 + 57016320*t0^14*t1^6*t2^2*t3^6 - 300154880*t0^14*t1^5*t2^9 - 268025856*t0^14*t1^5*t2^5*t3^4 + 18808832*t0^14*t1^5*t2*t3^8 - 756744192*t0^14*t1^4*t2^8*t3^2 + 105725952*t0^14*t1^4*t2^4*t3^6 + 9256960*t0^14*t1^3*t2^11 - 115212288*t0^14*t1^3*t2^7*t3^4 + 9093120*t0^14*t1^3*t2^3*t3^8 + 44580864*t0^14*t1^2*t2^10*t3^2 + 57016320*t0^14*t1^2*t2^6*t3^6 - 606208*t0^14*t1^2*t2^2*t3^10 + 74678272*t0^14*t1*t2^9*t3^4 + 18808832*t0^14*t1*t2^5*t3^8 - 147456*t0^14*t1*t2*t3^12 + 524288*t0^14*t2^12*t3^2 + 19070976*t0^14*t2^8*t3^6 - 16384*t0^14*t3^14 - 233472*t0^12*t1^14*t2^2 - 1081344*t0^12*t1^13*t2*t3^2 + 58269696*t0^12*t1^12*t2^4 + 3457024*t0^12*t1^12*t3^4 + 267665408*t0^12*t1^11*t2^3*t3^2 - 608821248*t0^12*t1^10*t2^6 + 370245632*t0^12*t1^10*t2^2*t3^4 - 1729028096*t0^12*t1^9*t2^5*t3^2 + 119865344*t0^12*t1^9*t2*t3^6 + 1241702400*t0^12*t1^8*t2^8 - 195776512*t0^12*t1^8*t2^4*t3^4 + 1835008*t0^12*t1^8*t3^8 + 1315078144*t0^12*t1^7*t2^7*t3^2 + 541376512*t0^12*t1^7*t2^3*t3^6 - 608821248*t0^12*t1^6*t2^10 + 472211456*t0^12*t1^6*t2^6*t3^4 + 88240128*t0^12*t1^6*t2^2*t3^8 - 1729028096*t0^12*t1^5*t2^9*t3^2 + 484818944*t0^12*t1^5*t2^5*t3^6 - 4743168*t0^12*t1^5*t2*t3^10 + 58269696*t0^12*t1^4*t2^12 - 195776512*t0^12*t1^4*t2^8*t3^4 + 3268608*t0^12*t1^4*t2^4*t3^8 - 28672*t0^12*t1^4*t3^12 + 267665408*t0^12*t1^3*t2^11*t3^2 + 541376512*t0^12*t1^3*t2^7*t3^6 - 33718272*t0^12*t1^3*t2^3*t3^10 - 233472*t0^12*t1^2*t2^14 + 370245632*t0^12*t1^2*t2^10*t3^4 + 88240128*t0^12*t1^2*t2^6*t3^8 - 5464064*t0^12*t1^2*t2^2*t3^12 - 1081344*t0^12*t1*t2^13*t3^2 + 119865344*t0^12*t1*t2^9*t3^6 - 4743168*t0^12*t1*t2^5*t3^10 - 147456*t0^12*t1*t2*t3^14 + 3457024*t0^12*t2^12*t3^4 + 1835008*t0^12*t2^8*t3^8 - 28672*t0^12*t2^4*t3^12 + 1024*t0^10*t1^17*t2 - 323584*t0^10*t1^16*t3^2 - 4390912*t0^10*t1^15*t2^3 - 19898368*t0^10*t1^14*t2^2*t3^2 + 133039104*t0^10*t1^13*t2^5 - 52273152*t0^10*t1^13*t2*t3^4 + 819289088*t0^10*t1^12*t2^4*t3^2 - 18546688*t0^10*t1^12*t3^6 - 777039872*t0^10*t1^11*t2^7 + 1100957696*t0^10*t1^11*t2^3*t3^4 - 2710802432*t0^10*t1^10*t2^6*t3^2 + 247298048*t0^10*t1^10*t2^2*t3^6 + 1283231744*t0^10*t1^9*t2^9 - 1102585856*t0^10*t1^9*t2^5*t3^4 - 219274240*t0^10*t1^9*t2*t3^8 + 3111700480*t0^10*t1^8*t2^8*t3^2 + 616734720*t0^10*t1^8*t2^4*t3^6 - 69489664*t0^10*t1^8*t3^10 - 777039872*t0^10*t1^7*t2^11 + 3000184832*t0^10*t1^7*t2^7*t3^4 - 159592448*t0^10*t1^7*t2^3*t3^8 - 2710802432*t0^10*t1^6*t2^10*t3^2 + 1167200256*t0^10*t1^6*t2^6*t3^6 - 58617856*t0^10*t1^6*t2^2*t3^10 + 133039104*t0^10*t1^5*t2^13 - 1102585856*t0^10*t1^5*t2^9*t3^4 - 447358976*t0^10*t1^5*t2^5*t3^8 - 4743168*t0^10*t1^5*t2*t3^12 + 819289088*t0^10*t1^4*t2^12*t3^2 + 616734720*t0^10*t1^4*t2^8*t3^6 - 340834304*t0^10*t1^4*t2^4*t3^10 - 4390912*t0^10*t1^3*t2^15 + 1100957696*t0^10*t1^3*t2^11*t3^4 - 159592448*t0^10*t1^3*t2^7*t3^8 - 33718272*t0^10*t1^3*t2^3*t3^12 - 19898368*t0^10*t1^2*t2^14*t3^2 + 247298048*t0^10*t1^2*t2^10*t3^6 - 58617856*t0^10*t1^2*t2^6*t3^10 - 606208*t0^10*t1^2*t2^2*t3^14 + 1024*t0^10*t1*t2^17 - 52273152*t0^10*t1*t2^13*t3^4 - 219274240*t0^10*t1*t2^9*t3^8 - 4743168*t0^10*t1*t2^5*t3^12 - 323584*t0^10*t2^16*t3^2 - 18546688*t0^10*t2^12*t3^6 - 69489664*t0^10*t2^8*t3^10 + 128000*t0^8*t1^18*t2^2 - 413696*t0^8*t1^17*t2*t3^2 - 15319808*t0^8*t1^16*t2^4 - 4505600*t0^8*t1^16*t3^4 - 63443968*t0^8*t1^15*t2^3*t3^2 + 144203264*t0^8*t1^14*t2^6 - 270336512*t0^8*t1^14*t2^2*t3^4 + 1262054400*t0^8*t1^13*t2^5*t3^2 - 268686336*t0^8*t1^13*t2*t3^6 - 595029248*t0^8*t1^12*t2^8 + 2073945088*t0^8*t1^12*t2^4*t3^4 - 72262400*t0^8*t1^12*t3^8 - 3171589120*t0^8*t1^11*t2^7*t3^2 + 575840256*t0^8*t1^11*t2^3*t3^6 + 906558464*t0^8*t1^10*t2^10 - 3809996288*t0^8*t1^10*t2^6*t3^4 - 538337792*t0^8*t1^10*t2^2*t3^8 + 4017383424*t0^8*t1^9*t2^9*t3^2 - 1799080960*t0^8*t1^9*t2^5*t3^6 - 219274240*t0^8*t1^9*t2*t3^10 - 595029248*t0^8*t1^8*t2^12 + 5491644416*t0^8*t1^8*t2^8*t3^4 - 1318530304*t0^8*t1^8*t2^4*t3^8 + 1835008*t0^8*t1^8*t3^12 - 3171589120*t0^8*t1^7*t2^11*t3^2 + 1400651776*t0^8*t1^7*t2^7*t3^6 - 159592448*t0^8*t1^7*t2^3*t3^10 + 144203264*t0^8*t1^6*t2^14 - 3809996288*t0^8*t1^6*t2^10*t3^4 - 1703533568*t0^8*t1^6*t2^6*t3^8 + 88240128*t0^8*t1^6*t2^2*t3^12 + 1262054400*t0^8*t1^5*t2^13*t3^2 - 1799080960*t0^8*t1^5*t2^9*t3^6 - 447358976*t0^8*t1^5*t2^5*t3^10 + 18808832*t0^8*t1^5*t2*t3^14 - 15319808*t0^8*t1^4*t2^16 + 2073945088*t0^8*t1^4*t2^12*t3^4 - 1318530304*t0^8*t1^4*t2^8*t3^8 + 3268608*t0^8*t1^4*t2^4*t3^12 + 262144*t0^8*t1^4*t3^16 - 63443968*t0^8*t1^3*t2^15*t3^2 + 575840256*t0^8*t1^3*t2^11*t3^6 - 159592448*t0^8*t1^3*t2^7*t3^10 + 9093120*t0^8*t1^3*t2^3*t3^14 + 128000*t0^8*t1^2*t2^18 - 270336512*t0^8*t1^2*t2^14*t3^4 - 538337792*t0^8*t1^2*t2^10*t3^8 + 88240128*t0^8*t1^2*t2^6*t3^12 + 2359296*t0^8*t1^2*t2^2*t3^16 - 413696*t0^8*t1*t2^17*t3^2 - 268686336*t0^8*t1*t2^13*t3^6 - 219274240*t0^8*t1*t2^9*t3^10 + 18808832*t0^8*t1*t2^5*t3^14 + 262144*t0^8*t1*t2*t3^18 - 4505600*t0^8*t2^16*t3^4 - 72262400*t0^8*t2^12*t3^8 + 1835008*t0^8*t2^8*t3^12 + 262144*t0^8*t2^4*t3^16 - 1280*t0^6*t1^21*t2 + 61440*t0^6*t1^20*t3^2 + 892608*t0^6*t1^19*t2^3 + 3374528*t0^6*t1^18*t2^2*t3^2 - 10410752*t0^6*t1^17*t2^5 - 16153024*t0^6*t1^17*t2*t3^4 - 104164864*t0^6*t1^16*t2^4*t3^2 - 15689920*t0^6*t1^16*t3^6 + 67730688*t0^6*t1^15*t2^7 - 475097600*t0^6*t1^15*t2^3*t3^4 + 911505664*t0^6*t1^14*t2^6*t3^2 - 670575104*t0^6*t1^14*t2^2*t3^6 - 258600960*t0^6*t1^13*t2^9 + 2245152512*t0^6*t1^13*t2^5*t3^4 - 268686336*t0^6*t1^13*t2*t3^8 - 2288833024*t0^6*t1^12*t2^8*t3^2 + 1776900864*t0^6*t1^12*t2^4*t3^6 - 18546688*t0^6*t1^12*t3^10 + 398469248*t0^6*t1^11*t2^11 - 5402895872*t0^6*t1^11*t2^7*t3^4 + 575840256*t0^6*t1^11*t2^3*t3^8 + 3048043136*t0^6*t1^10*t2^10*t3^2 - 4869088768*t0^6*t1^10*t2^6*t3^6 + 247298048*t0^6*t1^10*t2^2*t3^10 - 258600960*t0^6*t1^9*t2^13 + 7257339264*t0^6*t1^9*t2^9*t3^4 - 1799080960*t0^6*t1^9*t2^5*t3^8 + 119865344*t0^6*t1^9*t2*t3^12 - 2288833024*t0^6*t1^8*t2^12*t3^2 + 5711264640*t0^6*t1^8*t2^8*t3^6 + 616734720*t0^6*t1^8*t2^4*t3^10 + 19070976*t0^6*t1^8*t3^14 + 67730688*t0^6*t1^7*t2^15 - 5402895872*t0^6*t1^7*t2^11*t3^4 + 1400651776*t0^6*t1^7*t2^7*t3^8 + 541376512*t0^6*t1^7*t2^3*t3^12 + 911505664*t0^6*t1^6*t2^14*t3^2 - 4869088768*t0^6*t1^6*t2^10*t3^6 + 1167200256*t0^6*t1^6*t2^6*t3^10 + 57016320*t0^6*t1^6*t2^2*t3^14 - 10410752*t0^6*t1^5*t2^17 + 2245152512*t0^6*t1^5*t2^13*t3^4 - 1799080960*t0^6*t1^5*t2^9*t3^8 + 484818944*t0^6*t1^5*t2^5*t3^12 + 1572864*t0^6*t1^5*t2*t3^16 - 104164864*t0^6*t1^4*t2^16*t3^2 + 1776900864*t0^6*t1^4*t2^12*t3^6 + 616734720*t0^6*t1^4*t2^8*t3^10 + 105725952*t0^6*t1^4*t2^4*t3^14 + 892608*t0^6*t1^3*t2^19 - 475097600*t0^6*t1^3*t2^15*t3^4 + 575840256*t0^6*t1^3*t2^11*t3^8 + 541376512*t0^6*t1^3*t2^7*t3^12 + 15990784*t0^6*t1^3*t2^3*t3^16 + 3374528*t0^6*t1^2*t2^18*t3^2 - 670575104*t0^6*t1^2*t2^14*t3^6 + 247298048*t0^6*t1^2*t2^10*t3^10 + 57016320*t0^6*t1^2*t2^6*t3^14 + 1835008*t0^6*t1^2*t2^2*t3^18 - 1280*t0^6*t1*t2^21 - 16153024*t0^6*t1*t2^17*t3^4 - 268686336*t0^6*t1*t2^13*t3^8 + 119865344*t0^6*t1*t2^9*t3^12 + 1572864*t0^6*t1*t2^5*t3^16 + 61440*t0^6*t2^20*t3^2 - 15689920*t0^6*t2^16*t3^6 - 18546688*t0^6*t2^12*t3^10 + 19070976*t0^6*t2^8*t3^14 - 24400*t0^4*t1^22*t2^2 - 64608*t0^4*t1^21*t2*t3^2 + 268000*t0^4*t1^20*t2^4 - 498000*t0^4*t1^20*t3^4 + 394880*t0^4*t1^19*t2^3*t3^2 - 737552*t0^4*t1^18*t2^6 - 12560800*t0^4*t1^18*t2^2*t3^4 - 64670432*t0^4*t1^17*t2^5*t3^2 - 16153024*t0^4*t1^17*t2*t3^6 - 2616704*t0^4*t1^16*t2^8 - 303409424*t0^4*t1^16*t2^4*t3^4 - 4505600*t0^4*t1^16*t3^8 + 347173376*t0^4*t1^15*t2^7*t3^2 - 475097600*t0^4*t1^15*t2^3*t3^6 + 1069152*t0^4*t1^14*t2^10 + 1398757504*t0^4*t1^14*t2^6*t3^4 - 270336512*t0^4*t1^14*t2^2*t3^8 - 739248320*t0^4*t1^13*t2^9*t3^2 + 2245152512*t0^4*t1^13*t2^5*t3^6 - 52273152*t0^4*t1^13*t2*t3^10 + 5311808*t0^4*t1^12*t2^12 - 3357298080*t0^4*t1^12*t2^8*t3^4 + 2073945088*t0^4*t1^12*t2^4*t3^8 + 3457024*t0^4*t1^12*t3^12 + 918122240*t0^4*t1^11*t2^11*t3^2 - 5402895872*t0^4*t1^11*t2^7*t3^6 + 1100957696*t0^4*t1^11*t2^3*t3^10 + 1069152*t0^4*t1^10*t2^14 + 4400710208*t0^4*t1^10*t2^10*t3^4 - 3809996288*t0^4*t1^10*t2^6*t3^8 + 370245632*t0^4*t1^10*t2^2*t3^12 - 739248320*t0^4*t1^9*t2^13*t3^2 + 7257339264*t0^4*t1^9*t2^9*t3^6 - 1102585856*t0^4*t1^9*t2^5*t3^10 + 74678272*t0^4*t1^9*t2*t3^14 - 2616704*t0^4*t1^8*t2^16 - 3357298080*t0^4*t1^8*t2^12*t3^4 + 5491644416*t0^4*t1^8*t2^8*t3^8 - 195776512*t0^4*t1^8*t2^4*t3^12 + 2097152*t0^4*t1^8*t3^16 + 347173376*t0^4*t1^7*t2^15*t3^2 - 5402895872*t0^4*t1^7*t2^11*t3^6 + 3000184832*t0^4*t1^7*t2^7*t3^10 - 115212288*t0^4*t1^7*t2^3*t3^14 - 737552*t0^4*t1^6*t2^18 + 1398757504*t0^4*t1^6*t2^14*t3^4 - 3809996288*t0^4*t1^6*t2^10*t3^8 + 472211456*t0^4*t1^6*t2^6*t3^12 - 39780352*t0^4*t1^6*t2^2*t3^16 - 64670432*t0^4*t1^5*t2^17*t3^2 + 2245152512*t0^4*t1^5*t2^13*t3^6 - 1102585856*t0^4*t1^5*t2^9*t3^10 - 268025856*t0^4*t1^5*t2^5*t3^14 - 9437184*t0^4*t1^5*t2*t3^18 + 268000*t0^4*t1^4*t2^20 - 303409424*t0^4*t1^4*t2^16*t3^4 + 2073945088*t0^4*t1^4*t2^12*t3^8 - 195776512*t0^4*t1^4*t2^8*t3^12 - 53870592*t0^4*t1^4*t2^4*t3^16 - 1048576*t0^4*t1^4*t3^20 + 394880*t0^4*t1^3*t2^19*t3^2 - 475097600*t0^4*t1^3*t2^15*t3^6 + 1100957696*t0^4*t1^3*t2^11*t3^10 - 115212288*t0^4*t1^3*t2^7*t3^14 + 1310720*t0^4*t1^3*t2^3*t3^18 - 24400*t0^4*t1^2*t2^22 - 12560800*t0^4*t1^2*t2^18*t3^4 - 270336512*t0^4*t1^2*t2^14*t3^8 + 370245632*t0^4*t1^2*t2^10*t3^12 - 39780352*t0^4*t1^2*t2^6*t3^16 - 64608*t0^4*t1*t2^21*t3^2 - 16153024*t0^4*t1*t2^17*t3^6 - 52273152*t0^4*t1*t2^13*t3^10 + 74678272*t0^4*t1*t2^9*t3^14 - 9437184*t0^4*t1*t2^5*t3^18 - 498000*t0^4*t2^20*t3^4 - 4505600*t0^4*t2^16*t3^8 + 3457024*t0^4*t2^12*t3^12 + 2097152*t0^4*t2^8*t3^16 - 1048576*t0^4*t2^4*t3^20 + 284*t0^2*t1^25*t2 - 1564*t0^2*t1^24*t3^2 - 1712*t0^2*t1^23*t2^3 + 178192*t0^2*t1^22*t2^2*t3^2 - 16072*t0^2*t1^21*t2^5 - 64608*t0^2*t1^21*t2*t3^4 - 2286968*t0^2*t1^20*t2^4*t3^2 + 61440*t0^2*t1^20*t3^6 - 36848*t0^2*t1^19*t2^7 + 394880*t0^2*t1^19*t2^3*t3^4 + 1375696*t0^2*t1^18*t2^6*t3^2 + 3374528*t0^2*t1^18*t2^2*t3^6 - 15068*t0^2*t1^17*t2^9 - 64670432*t0^2*t1^17*t2^5*t3^4 - 413696*t0^2*t1^17*t2*t3^8 + 12735708*t0^2*t1^16*t2^8*t3^2 - 104164864*t0^2*t1^16*t2^4*t3^6 - 323584*t0^2*t1^16*t3^10 + 67232*t0^2*t1^15*t2^11 + 347173376*t0^2*t1^15*t2^7*t3^4 - 63443968*t0^2*t1^15*t2^3*t3^8 - 2541024*t0^2*t1^14*t2^10*t3^2 + 911505664*t0^2*t1^14*t2^6*t3^6 - 19898368*t0^2*t1^14*t2^2*t3^10 + 119056*t0^2*t1^13*t2^13 - 739248320*t0^2*t1^13*t2^9*t3^4 + 1262054400*t0^2*t1^13*t2^5*t3^8 - 1081344*t0^2*t1^13*t2*t3^12 - 22868624*t0^2*t1^12*t2^12*t3^2 - 2288833024*t0^2*t1^12*t2^8*t3^6 + 819289088*t0^2*t1^12*t2^4*t3^10 + 524288*t0^2*t1^12*t3^14 + 67232*t0^2*t1^11*t2^15 + 918122240*t0^2*t1^11*t2^11*t3^4 - 3171589120*t0^2*t1^11*t2^7*t3^8 + 267665408*t0^2*t1^11*t2^3*t3^12 - 2541024*t0^2*t1^10*t2^14*t3^2 + 3048043136*t0^2*t1^10*t2^10*t3^6 - 2710802432*t0^2*t1^10*t2^6*t3^10 + 44580864*t0^2*t1^10*t2^2*t3^14 - 15068*t0^2*t1^9*t2^17 - 739248320*t0^2*t1^9*t2^13*t3^4 + 4017383424*t0^2*t1^9*t2^9*t3^8 - 1729028096*t0^2*t1^9*t2^5*t3^12 + 4718592*t0^2*t1^9*t2*t3^16 + 12735708*t0^2*t1^8*t2^16*t3^2 - 2288833024*t0^2*t1^8*t2^12*t3^6 + 3111700480*t0^2*t1^8*t2^8*t3^10 - 756744192*t0^2*t1^8*t2^4*t3^14 - 262144*t0^2*t1^8*t3^18 - 36848*t0^2*t1^7*t2^19 + 347173376*t0^2*t1^7*t2^15*t3^4 - 3171589120*t0^2*t1^7*t2^11*t3^8 + 1315078144*t0^2*t1^7*t2^7*t3^12 - 198311936*t0^2*t1^7*t2^3*t3^16 + 1375696*t0^2*t1^6*t2^18*t3^2 + 911505664*t0^2*t1^6*t2^14*t3^6 - 2710802432*t0^2*t1^6*t2^10*t3^10 + 175095808*t0^2*t1^6*t2^6*t3^14 - 27262976*t0^2*t1^6*t2^2*t3^18 - 16072*t0^2*t1^5*t2^21 - 64670432*t0^2*t1^5*t2^17*t3^4 + 1262054400*t0^2*t1^5*t2^13*t3^8 - 1729028096*t0^2*t1^5*t2^9*t3^12 - 4194304*t0^2*t1^5*t2^5*t3^16 - 3145728*t0^2*t1^5*t2*t3^20 - 2286968*t0^2*t1^4*t2^20*t3^2 - 104164864*t0^2*t1^4*t2^16*t3^6 + 819289088*t0^2*t1^4*t2^12*t3^10 - 756744192*t0^2*t1^4*t2^8*t3^14 - 4456448*t0^2*t1^4*t2^4*t3^18 - 1712*t0^2*t1^3*t2^23 + 394880*t0^2*t1^3*t2^19*t3^4 - 63443968*t0^2*t1^3*t2^15*t3^8 + 267665408*t0^2*t1^3*t2^11*t3^12 - 198311936*t0^2*t1^3*t2^7*t3^16 + 178192*t0^2*t1^2*t2^22*t3^2 + 3374528*t0^2*t1^2*t2^18*t3^6 - 19898368*t0^2*t1^2*t2^14*t3^10 + 44580864*t0^2*t1^2*t2^10*t3^14 - 27262976*t0^2*t1^2*t2^6*t3^18 + 284*t0^2*t1*t2^25 - 64608*t0^2*t1*t2^21*t3^4 - 413696*t0^2*t1*t2^17*t3^8 - 1081344*t0^2*t1*t2^13*t3^12 + 4718592*t0^2*t1*t2^9*t3^16 - 3145728*t0^2*t1*t2^5*t3^20 - 1564*t0^2*t2^24*t3^2 + 61440*t0^2*t2^20*t3^6 - 323584*t0^2*t2^16*t3^10 + 524288*t0^2*t2^12*t3^14 - 262144*t0^2*t2^8*t3^18 - t1^28 - 14*t1^26*t2^2 + 284*t1^25*t2*t3^2 - 91*t1^24*t2^4 - 1712*t1^23*t2^3*t3^2 - 364*t1^22*t2^6 - 24400*t1^22*t2^2*t3^4 - 16072*t1^21*t2^5*t3^2 - 1280*t1^21*t2*t3^6 - 1001*t1^20*t2^8 + 268000*t1^20*t2^4*t3^4 - 36848*t1^19*t2^7*t3^2 + 892608*t1^19*t2^3*t3^6 - 2002*t1^18*t2^10 - 737552*t1^18*t2^6*t3^4 + 128000*t1^18*t2^2*t3^8 - 15068*t1^17*t2^9*t3^2 - 10410752*t1^17*t2^5*t3^6 + 1024*t1^17*t2*t3^10 - 3003*t1^16*t2^12 - 2616704*t1^16*t2^8*t3^4 - 15319808*t1^16*t2^4*t3^8 + 67232*t1^15*t2^11*t3^2 + 67730688*t1^15*t2^7*t3^6 - 4390912*t1^15*t2^3*t3^10 - 3432*t1^14*t2^14 + 1069152*t1^14*t2^10*t3^4 + 144203264*t1^14*t2^6*t3^8 - 233472*t1^14*t2^2*t3^12 + 119056*t1^13*t2^13*t3^2 - 258600960*t1^13*t2^9*t3^6 + 133039104*t1^13*t2^5*t3^10 - 3003*t1^12*t2^16 + 5311808*t1^12*t2^12*t3^4 - 595029248*t1^12*t2^8*t3^8 + 58269696*t1^12*t2^4*t3^12 + 67232*t1^11*t2^15*t3^2 + 398469248*t1^11*t2^11*t3^6 - 777039872*t1^11*t2^7*t3^10 + 9256960*t1^11*t2^3*t3^14 - 2002*t1^10*t2^18 + 1069152*t1^10*t2^14*t3^4 + 906558464*t1^10*t2^10*t3^8 - 608821248*t1^10*t2^6*t3^12 + 131072*t1^10*t2^2*t3^16 - 15068*t1^9*t2^17*t3^2 - 258600960*t1^9*t2^13*t3^6 + 1283231744*t1^9*t2^9*t3^10 - 300154880*t1^9*t2^5*t3^14 - 1001*t1^8*t2^20 - 2616704*t1^8*t2^16*t3^4 - 595029248*t1^8*t2^12*t3^8 + 1241702400*t1^8*t2^8*t3^12 - 81461248*t1^8*t2^4*t3^16 - 36848*t1^7*t2^19*t3^2 + 67730688*t1^7*t2^15*t3^6 - 777039872*t1^7*t2^11*t3^10 + 910540800*t1^7*t2^7*t3^14 - 9961472*t1^7*t2^3*t3^18 - 364*t1^6*t2^22 - 737552*t1^6*t2^18*t3^4 + 144203264*t1^6*t2^14*t3^8 - 608821248*t1^6*t2^10*t3^12 + 480903168*t1^6*t2^6*t3^16 - 16072*t1^5*t2^21*t3^2 - 10410752*t1^5*t2^17*t3^6 + 133039104*t1^5*t2^13*t3^10 - 300154880*t1^5*t2^9*t3^14 + 174587904*t1^5*t2^5*t3^18 - 91*t1^4*t2^24 + 268000*t1^4*t2^20*t3^4 - 15319808*t1^4*t2^16*t3^8 + 58269696*t1^4*t2^12*t3^12 - 81461248*t1^4*t2^8*t3^16 + 37748736*t1^4*t2^4*t3^20 - 1712*t1^3*t2^23*t3^2 + 892608*t1^3*t2^19*t3^6 - 4390912*t1^3*t2^15*t3^10 + 9256960*t1^3*t2^11*t3^14 - 9961472*t1^3*t2^7*t3^18 + 4194304*t1^3*t2^3*t3^22 - 14*t1^2*t2^26 - 24400*t1^2*t2^22*t3^4 + 128000*t1^2*t2^18*t3^8 - 233472*t1^2*t2^14*t3^12 + 131072*t1^2*t2^10*t3^16 + 284*t1*t2^25*t3^2 - 1280*t1*t2^21*t3^6 + 1024*t1*t2^17*t3^10 - t2^28 ; /* Discriminant 48: > time out := findrungeoptimised(32,48,230); Time: 797.469 > out; */ rh48:= 67108864*t0^26*t1^6 + 536870912*t0^25*t1^7 - 33554432*t0^25*t1^3*t2^4 - 33554432*t0^25*t1^3*t3^4 + 2281701376*t0^24*t1^8 - 268435456*t0^24*t1^4*t2^4 - 100663296*t0^24*t1^4*t2^2*t3^2 - 268435456*t0^24*t1^4*t3^4 + 16777216*t0^24*t2^4*t3^4 + 6979321856*t0^23*t1^9 - 1140850688*t0^23*t1^5*t2^4 - 738197504*t0^23*t1^5*t2^2*t3^2 - 1140850688*t0^23*t1^5*t3^4 + 25165824*t0^23*t1*t2^6*t3^2 + 134217728*t0^23*t1*t2^4*t3^4 + 25165824*t0^23*t1*t2^2*t3^6 + 16978542592*t0^22*t1^10 - 3657433088*t0^22*t1^6*t2^4 - 2952790016*t0^22*t1^6*t2^2*t3^2 - 3657433088*t0^22*t1^6*t3^4 + 184549376*t0^22*t1^2*t2^6*t3^2 + 608174080*t0^22*t1^2*t2^4*t3^4 + 184549376*t0^22*t1^2*t2^2*t3^6 + 34359738368*t0^21*t1^11 - 9462349824*t0^21*t1^7*t2^4 - 10670309376*t0^21*t1^7*t2^2*t3^2 - 9462349824*t0^21*t1^7*t3^4 + 92274688*t0^21*t1^3*t2^8 + 752877568*t0^21*t1^3*t2^6*t3^2 + 2147483648*t0^21*t1^3*t2^4*t3^4 + 752877568*t0^21*t1^3*t2^2*t3^6 + 92274688*t0^21*t1^3*t3^8 + 59592671232*t0^20*t1^12 - 19864223744*t0^20*t1^8*t2^4 - 35668361216*t0^20*t1^8*t2^2*t3^2 - 19864223744*t0^20*t1^8*t3^4 + 543162368*t0^20*t1^4*t2^8 + 3510632448*t0^20*t1^4*t2^6*t3^2 + 6077546496*t0^20*t1^4*t2^4*t3^4 + 3510632448*t0^20*t1^4*t2^2*t3^6 + 543162368*t0^20*t1^4*t3^8 + 1048576*t0^20*t2^10*t3^2 - 41943040*t0^20*t2^8*t3^4 - 16777216*t0^20*t2^6*t3^6 - 41943040*t0^20*t2^4*t3^8 + 1048576*t0^20*t2^2*t3^10 + 90194313216*t0^19*t1^13 - 34795945984*t0^19*t1^9*t2^4 - 97710505984*t0^19*t1^9*t2^2*t3^2 - 34795945984*t0^19*t1^9*t3^4 + 1544552448*t0^19*t1^5*t2^8 + 14338228224*t0^19*t1^5*t2^6*t3^2 + 16682844160*t0^19*t1^5*t2^4*t3^4 + 14338228224*t0^19*t1^5*t2^2*t3^6 + 1544552448*t0^19*t1^5*t3^8 - 57671680*t0^19*t1*t2^10*t3^2 - 260571136*t0^19*t1*t2^8*t3^4 - 727711744*t0^19*t1*t2^6*t3^6 - 260571136*t0^19*t1*t2^4*t3^8 - 57671680*t0^19*t1*t2^2*t3^10 + 120393302016*t0^18*t1^14 - 52479131648*t0^18*t1^10*t2^4 - 214748364800*t0^18*t1^10*t2^2*t3^2 - 52479131648*t0^18*t1^10*t3^4 + 3175088128*t0^18*t1^6*t2^8 + 41137733632*t0^18*t1^6*t2^6*t3^2 + 51854180352*t0^18*t1^6*t2^4*t3^4 + 41137733632*t0^18*t1^6*t2^2*t3^6 + 3175088128*t0^18*t1^6*t3^8 - 524288*t0^18*t1^2*t2^12 - 305135616*t0^18*t1^2*t2^10*t3^2 - 1610088448*t0^18*t1^2*t2^8*t3^4 - 4829741056*t0^18*t1^2*t2^6*t3^6 - 1610088448*t0^18*t1^2*t2^4*t3^8 - 305135616*t0^18*t1^2*t2^2*t3^10 - 524288*t0^18*t1^2*t3^12 + 142807662592*t0^17*t1^15 - 69591891968*t0^17*t1^11*t2^4 - 387083927552*t0^17*t1^11*t2^2*t3^2 - 69591891968*t0^17*t1^11*t3^4 + 5157945344*t0^17*t1^7*t2^8 + 92580872192*t0^17*t1^7*t2^6*t3^2 + 142365163520*t0^17*t1^7*t2^4*t3^4 + 92580872192*t0^17*t1^7*t2^2*t3^6 + 5157945344*t0^17*t1^7*t3^8 - 95944704*t0^17*t1^3*t2^12 + 66322432*t0^17*t1^3*t2^10*t3^2 - 10040115200*t0^17*t1^3*t2^8*t3^4 - 16482041856*t0^17*t1^3*t2^6*t3^6 - 10040115200*t0^17*t1^3*t2^4*t3^8 + 66322432*t0^17*t1^3*t2^2*t3^10 - 95944704*t0^17*t1^3*t3^12 + 151129161728*t0^16*t1^16 - 82946555904*t0^16*t1^12*t2^4 - 582706266112*t0^16*t1^12*t2^2*t3^2 - 82946555904*t0^16*t1^12*t3^4 + 6845104128*t0^16*t1^8*t2^8 + 172352339968*t0^16*t1^8*t2^6*t3^2 + 332977405952*t0^16*t1^8*t2^4*t3^4 + 172352339968*t0^16*t1^8*t2^2*t3^6 + 6845104128*t0^16*t1^8*t3^8 - 276299776*t0^16*t1^4*t2^12 + 662700032*t0^16*t1^4*t2^10*t3^2 - 34217656320*t0^16*t1^4*t2^8*t3^4 - 51797557248*t0^16*t1^4*t2^6*t3^6 - 34217656320*t0^16*t1^4*t2^4*t3^8 + 662700032*t0^16*t1^4*t2^2*t3^10 - 276299776*t0^16*t1^4*t3^12 - 2359296*t0^16*t2^14*t3^2 + 35913728*t0^16*t2^12*t3^4 - 391380992*t0^16*t2^10*t3^6 + 1397293056*t0^16*t2^8*t3^8 - 391380992*t0^16*t2^6*t3^10 + 35913728*t0^16*t2^4*t3^12 - 2359296*t0^16*t2^2*t3^14 + 142807662592*t0^15*t1^17 - 91133837312*t0^15*t1^13*t2^4 - 740747640832*t0^15*t1^13*t2^2*t3^2 - 91133837312*t0^15*t1^13*t3^4 + 6548357120*t0^15*t1^9*t2^8 + 288672972800*t0^15*t1^9*t2^6*t3^2 + 641172766720*t0^15*t1^9*t2^4*t3^4 + 288672972800*t0^15*t1^9*t2^2*t3^6 + 6548357120*t0^15*t1^9*t3^8 - 293863424*t0^15*t1^5*t2^12 - 510394368*t0^15*t1^5*t2^10*t3^2 - 95965413376*t0^15*t1^5*t2^8*t3^4 - 131171090432*t0^15*t1^5*t2^6*t3^6 - 95965413376*t0^15*t1^5*t2^4*t3^8 - 510394368*t0^15*t1^5*t2^2*t3^10 - 293863424*t0^15*t1^5*t3^12 + 48693248*t0^15*t1*t2^14*t3^2 - 543227904*t0^15*t1*t2^12*t3^4 + 1006829568*t0^15*t1*t2^10*t3^6 + 6490554368*t0^15*t1*t2^8*t3^8 + 1006829568*t0^15*t1*t2^6*t3^10 - 543227904*t0^15*t1*t2^4*t3^12 + 48693248*t0^15*t1*t2^2*t3^14 + 120393302016*t0^14*t1^18 - 93885300736*t0^14*t1^14*t2^4 - 801548271616*t0^14*t1^14*t2^2*t3^2 - 93885300736*t0^14*t1^14*t3^4 + 8099201024*t0^14*t1^10*t2^8 + 420386701312*t0^14*t1^10*t2^6*t3^2 + 1045975531520*t0^14*t1^10*t2^4*t3^4 + 420386701312*t0^14*t1^10*t2^2*t3^6 + 8099201024*t0^14*t1^10*t3^8 + 770703360*t0^14*t1^6*t2^12 - 13176406016*t0^14*t1^6*t2^10*t3^2 - 213824569344*t0^14*t1^6*t2^8*t3^4 - 310483353600*t0^14*t1^6*t2^6*t3^6 - 213824569344*t0^14*t1^6*t2^4*t3^8 - 13176406016*t0^14*t1^6*t2^2*t3^10 + 770703360*t0^14*t1^6*t3^12 + 1064960*t0^14*t1^2*t2^16 + 87818240*t0^14*t1^2*t2^14*t3^2 - 1366786048*t0^14*t1^2*t2^12*t3^4 + 7572422656*t0^14*t1^2*t2^10*t3^6 + 28137127936*t0^14*t1^2*t2^8*t3^8 + 7572422656*t0^14*t1^2*t2^6*t3^10 - 1366786048*t0^14*t1^2*t2^4*t3^12 + 87818240*t0^14*t1^2*t2^2*t3^14 + 1064960*t0^14*t1^2*t3^16 + 90194313216*t0^13*t1^19 - 91133837312*t0^13*t1^15*t2^4 - 740747640832*t0^13*t1^15*t2^2*t3^2 - 91133837312*t0^13*t1^15*t3^4 + 9205448704*t0^13*t1^11*t2^8 + 544227721216*t0^13*t1^11*t2^6*t3^2 + 1394373296128*t0^13*t1^11*t2^4*t3^4 + 544227721216*t0^13*t1^11*t2^2*t3^6 + 9205448704*t0^13*t1^11*t3^8 + 1578893312*t0^13*t1^7*t2^12 - 38580518912*t0^13*t1^7*t2^10*t3^2 - 421600690176*t0^13*t1^7*t2^8*t3^4 - 624072065024*t0^13*t1^7*t2^6*t3^6 - 421600690176*t0^13*t1^7*t2^4*t3^8 - 38580518912*t0^13*t1^7*t2^2*t3^10 + 1578893312*t0^13*t1^7*t3^12 + 44924928*t0^13*t1^3*t2^16 - 1230602240*t0^13*t1^3*t2^14*t3^2 + 666107904*t0^13*t1^3*t2^12*t3^4 + 36014882816*t0^13*t1^3*t2^10*t3^6 + 80370270208*t0^13*t1^3*t2^8*t3^8 + 36014882816*t0^13*t1^3*t2^6*t3^10 + 666107904*t0^13*t1^3*t2^4*t3^12 - 1230602240*t0^13*t1^3*t2^2*t3^14 + 44924928*t0^13*t1^3*t3^16 + 59592671232*t0^12*t1^20 - 82946555904*t0^12*t1^16*t2^4 - 582706266112*t0^12*t1^16*t2^2*t3^2 - 82946555904*t0^12*t1^16*t3^4 + 12067012608*t0^12*t1^12*t2^8 + 588871892992*t0^12*t1^12*t2^6*t3^2 + 1544502116352*t0^12*t1^12*t2^4*t3^4 + 588871892992*t0^12*t1^12*t2^2*t3^6 + 12067012608*t0^12*t1^12*t3^8 + 2650275840*t0^12*t1^8*t2^12 - 79969648640*t0^12*t1^8*t2^10*t3^2 - 691413712896*t0^12*t1^8*t2^8*t3^4 - 1066521329664*t0^12*t1^8*t2^6*t3^6 - 691413712896*t0^12*t1^8*t2^4*t3^8 - 79969648640*t0^12*t1^8*t2^2*t3^10 + 2650275840*t0^12*t1^8*t3^12 - 46166016*t0^12*t1^4*t2^16 - 4104355840*t0^12*t1^4*t2^14*t3^2 + 13028081664*t0^12*t1^4*t2^12*t3^4 + 114187534336*t0^12*t1^4*t2^10*t3^6 + 196127449088*t0^12*t1^4*t2^8*t3^8 + 114187534336*t0^12*t1^4*t2^6*t3^10 + 13028081664*t0^12*t1^4*t2^4*t3^12 - 4104355840*t0^12*t1^4*t2^2*t3^14 - 46166016*t0^12*t1^4*t3^16 + 1744896*t0^12*t2^18*t3^2 - 38141952*t0^12*t2^16*t3^4 + 592822272*t0^12*t2^14*t3^6 - 980090880*t0^12*t2^12*t3^8 - 729726976*t0^12*t2^10*t3^10 - 980090880*t0^12*t2^8*t3^12 + 592822272*t0^12*t2^6*t3^14 - 38141952*t0^12*t2^4*t3^16 + 1744896*t0^12*t2^2*t3^18 + 34359738368*t0^11*t1^21 - 69591891968*t0^11*t1^17*t2^4 - 387083927552*t0^11*t1^17*t2^2*t3^2 - 69591891968*t0^11*t1^17*t3^4 + 9205448704*t0^11*t1^13*t2^8 + 544227721216*t0^11*t1^13*t2^6*t3^2 + 1394373296128*t0^11*t1^13*t2^4*t3^4 + 544227721216*t0^11*t1^13*t2^2*t3^6 + 9205448704*t0^11*t1^13*t3^8 + 4246732800*t0^11*t1^9*t2^12 - 121844793344*t0^11*t1^9*t2^10*t3^2 - 938931650560*t0^11*t1^9*t2^8*t3^4 - 1480525873152*t0^11*t1^9*t2^6*t3^6 - 938931650560*t0^11*t1^9*t2^4*t3^8 - 121844793344*t0^11*t1^9*t2^2*t3^10 + 4246732800*t0^11*t1^9*t3^12 + 55443456*t0^11*t1^5*t2^16 - 9130573824*t0^11*t1^5*t2^14*t3^2 + 59727937536*t0^11*t1^5*t2^12*t3^4 + 255528763392*t0^11*t1^5*t2^10*t3^6 + 434248876032*t0^11*t1^5*t2^8*t3^8 + 255528763392*t0^11*t1^5*t2^6*t3^10 + 59727937536*t0^11*t1^5*t2^4*t3^12 - 9130573824*t0^11*t1^5*t2^2*t3^14 + 55443456*t0^11*t1^5*t3^16 - 2048*t0^11*t1*t2^20 - 21700608*t0^11*t1*t2^18*t3^2 + 794212352*t0^11*t1*t2^16*t3^4 + 98353152*t0^11*t1*t2^14*t3^6 - 3570184192*t0^11*t1*t2^12*t3^8 - 14062927872*t0^11*t1*t2^10*t3^10 - 3570184192*t0^11*t1*t2^8*t3^12 + 98353152*t0^11*t1*t2^6*t3^14 + 794212352*t0^11*t1*t2^4*t3^16 - 21700608*t0^11*t1*t2^2*t3^18 - 2048*t0^11*t1*t3^20 + 16978542592*t0^10*t1^22 - 52479131648*t0^10*t1^18*t2^4 - 214748364800*t0^10*t1^18*t2^2*t3^2 - 52479131648*t0^10*t1^18*t3^4 + 8099201024*t0^10*t1^14*t2^8 + 420386701312*t0^10*t1^14*t2^6*t3^2 + 1045975531520*t0^10*t1^14*t2^4*t3^4 + 420386701312*t0^10*t1^14*t2^2*t3^6 + 8099201024*t0^10*t1^14*t3^8 + 4314890240*t0^10*t1^10*t2^12 - 136816099328*t0^10*t1^10*t2^10*t3^2 - 1046817538048*t0^10*t1^10*t2^8*t3^4 - 1646176239616*t0^10*t1^10*t2^6*t3^6 - 1046817538048*t0^10*t1^10*t2^4*t3^8 - 136816099328*t0^10*t1^10*t2^2*t3^10 + 4314890240*t0^10*t1^10*t3^12 - 692224000*t0^10*t1^6*t2^16 - 2966290432*t0^10*t1^6*t2^14*t3^2 + 124255764480*t0^10*t1^6*t2^12*t3^4 + 508058664960*t0^10*t1^6*t2^10*t3^6 + 720458219520*t0^10*t1^6*t2^8*t3^8 + 508058664960*t0^10*t1^6*t2^6*t3^10 + 124255764480*t0^10*t1^6*t2^4*t3^12 - 2966290432*t0^10*t1^6*t2^2*t3^14 - 692224000*t0^10*t1^6*t3^16 - 688128*t0^10*t1^2*t2^20 + 71200768*t0^10*t1^2*t2^18*t3^2 + 1572847616*t0^10*t1^2*t2^16*t3^4 + 1154105344*t0^10*t1^2*t2^14*t3^6 - 35106799616*t0^10*t1^2*t2^12*t3^8 - 41614663680*t0^10*t1^2*t2^10*t3^10 - 35106799616*t0^10*t1^2*t2^8*t3^12 + 1154105344*t0^10*t1^2*t2^6*t3^14 + 1572847616*t0^10*t1^2*t2^4*t3^16 + 71200768*t0^10*t1^2*t2^2*t3^18 - 688128*t0^10*t1^2*t3^20 + 6979321856*t0^9*t1^23 - 34795945984*t0^9*t1^19*t2^4 - 97710505984*t0^9*t1^19*t2^2*t3^2 - 34795945984*t0^9*t1^19*t3^4 + 6548357120*t0^9*t1^15*t2^8 + 288672972800*t0^9*t1^15*t2^6*t3^2 + 641172766720*t0^9*t1^15*t2^4*t3^4 + 288672972800*t0^9*t1^15*t2^2*t3^6 + 6548357120*t0^9*t1^15*t3^8 + 4246732800*t0^9*t1^11*t2^12 - 121844793344*t0^9*t1^11*t2^10*t3^2 - 938931650560*t0^9*t1^11*t2^8*t3^4 - 1480525873152*t0^9*t1^11*t2^6*t3^6 - 938931650560*t0^9*t1^11*t2^4*t3^8 - 121844793344*t0^9*t1^11*t2^2*t3^10 + 4246732800*t0^9*t1^11*t3^12 + 764968960*t0^9*t1^7*t2^16 + 160169984*t0^9*t1^7*t2^14*t3^2 + 228468785152*t0^9*t1^7*t2^12*t3^4 + 692743962624*t0^9*t1^7*t2^10*t3^6 + 1072331030528*t0^9*t1^7*t2^8*t3^8 + 692743962624*t0^9*t1^7*t2^6*t3^10 + 228468785152*t0^9*t1^7*t2^4*t3^12 + 160169984*t0^9*t1^7*t2^2*t3^14 + 764968960*t0^9*t1^7*t3^16 - 6963200*t0^9*t1^3*t2^20 + 230248448*t0^9*t1^3*t2^18*t3^2 + 3397672960*t0^9*t1^3*t2^16*t3^4 - 24178262016*t0^9*t1^3*t2^14*t3^6 - 79646695424*t0^9*t1^3*t2^12*t3^8 - 153524150272*t0^9*t1^3*t2^10*t3^10 - 79646695424*t0^9*t1^3*t2^8*t3^12 - 24178262016*t0^9*t1^3*t2^6*t3^14 + 3397672960*t0^9*t1^3*t2^4*t3^16 + 230248448*t0^9*t1^3*t2^2*t3^18 - 6963200*t0^9*t1^3*t3^20 + 2281701376*t0^8*t1^24 - 19864223744*t0^8*t1^20*t2^4 - 35668361216*t0^8*t1^20*t2^2*t3^2 - 19864223744*t0^8*t1^20*t3^4 + 6845104128*t0^8*t1^16*t2^8 + 172352339968*t0^8*t1^16*t2^6*t3^2 + 332977405952*t0^8*t1^16*t2^4*t3^4 + 172352339968*t0^8*t1^16*t2^2*t3^6 + 6845104128*t0^8*t1^16*t3^8 + 2650275840*t0^8*t1^12*t2^12 - 79969648640*t0^8*t1^12*t2^10*t3^2 - 691413712896*t0^8*t1^12*t2^8*t3^4 - 1066521329664*t0^8*t1^12*t2^6*t3^6 - 691413712896*t0^8*t1^12*t2^4*t3^8 - 79969648640*t0^8*t1^12*t2^2*t3^10 + 2650275840*t0^8*t1^12*t3^12 + 966615040*t0^8*t1^8*t2^16 + 11608981504*t0^8*t1^8*t2^14*t3^2 + 242250711040*t0^8*t1^8*t2^12*t3^4 + 838142328832*t0^8*t1^8*t2^10*t3^6 + 1139676430336*t0^8*t1^8*t2^8*t3^8 + 838142328832*t0^8*t1^8*t2^6*t3^10 + 242250711040*t0^8*t1^8*t2^4*t3^12 + 11608981504*t0^8*t1^8*t2^2*t3^14 + 966615040*t0^8*t1^8*t3^16 + 47755264*t0^8*t1^4*t2^20 + 499892224*t0^8*t1^4*t2^18*t3^2 - 5250748416*t0^8*t1^4*t2^16*t3^4 - 53453733888*t0^8*t1^4*t2^14*t3^6 - 215837810688*t0^8*t1^4*t2^12*t3^8 - 249834438656*t0^8*t1^4*t2^10*t3^10 - 215837810688*t0^8*t1^4*t2^8*t3^12 - 53453733888*t0^8*t1^4*t2^6*t3^14 - 5250748416*t0^8*t1^4*t2^4*t3^16 + 499892224*t0^8*t1^4*t2^2*t3^18 + 47755264*t0^8*t1^4*t3^20 - 460800*t0^8*t2^22*t3^2 + 27342336*t0^8*t2^20*t3^4 - 105879552*t0^8*t2^18*t3^6 + 459597824*t0^8*t2^16*t3^8 + 1104486400*t0^8*t2^14*t3^10 + 1324794880*t0^8*t2^12*t3^12 + 1104486400*t0^8*t2^10*t3^14 + 459597824*t0^8*t2^8*t3^16 - 105879552*t0^8*t2^6*t3^18 + 27342336*t0^8*t2^4*t3^20 - 460800*t0^8*t2^2*t3^22 + 536870912*t0^7*t1^25 - 9462349824*t0^7*t1^21*t2^4 - 10670309376*t0^7*t1^21*t2^2*t3^2 - 9462349824*t0^7*t1^21*t3^4 + 5157945344*t0^7*t1^17*t2^8 + 92580872192*t0^7*t1^17*t2^6*t3^2 + 142365163520*t0^7*t1^17*t2^4*t3^4 + 92580872192*t0^7*t1^17*t2^2*t3^6 + 5157945344*t0^7*t1^17*t3^8 + 1578893312*t0^7*t1^13*t2^12 - 38580518912*t0^7*t1^13*t2^10*t3^2 - 421600690176*t0^7*t1^13*t2^8*t3^4 - 624072065024*t0^7*t1^13*t2^6*t3^6 - 421600690176*t0^7*t1^13*t2^4*t3^8 - 38580518912*t0^7*t1^13*t2^2*t3^10 + 1578893312*t0^7*t1^13*t3^12 + 764968960*t0^7*t1^9*t2^16 + 160169984*t0^7*t1^9*t2^14*t3^2 + 228468785152*t0^7*t1^9*t2^12*t3^4 + 692743962624*t0^7*t1^9*t2^10*t3^6 + 1072331030528*t0^7*t1^9*t2^8*t3^8 + 692743962624*t0^7*t1^9*t2^6*t3^10 + 228468785152*t0^7*t1^9*t2^4*t3^12 + 160169984*t0^7*t1^9*t2^2*t3^14 + 764968960*t0^7*t1^9*t3^16 - 151468032*t0^7*t1^5*t2^20 + 376229888*t0^7*t1^5*t2^18*t3^2 - 12994910208*t0^7*t1^5*t2^16*t3^4 - 124461105152*t0^7*t1^5*t2^14*t3^6 - 279579602944*t0^7*t1^5*t2^12*t3^8 - 442252009472*t0^7*t1^5*t2^10*t3^10 - 279579602944*t0^7*t1^5*t2^8*t3^12 - 124461105152*t0^7*t1^5*t2^6*t3^14 - 12994910208*t0^7*t1^5*t2^4*t3^16 + 376229888*t0^7*t1^5*t2^2*t3^18 - 151468032*t0^7*t1^5*t3^20 + 2816*t0^7*t1*t2^24 + 5797376*t0^7*t1*t2^22*t3^2 - 101981696*t0^7*t1*t2^20*t3^4 + 1010040320*t0^7*t1*t2^18*t3^6 + 2333005056*t0^7*t1*t2^16*t3^8 + 7760350208*t0^7*t1*t2^14*t3^10 + 12345310208*t0^7*t1*t2^12*t3^12 + 7760350208*t0^7*t1*t2^10*t3^14 + 2333005056*t0^7*t1*t2^8*t3^16 + 1010040320*t0^7*t1*t2^6*t3^18 - 101981696*t0^7*t1*t2^4*t3^20 + 5797376*t0^7*t1*t2^2*t3^22 + 2816*t0^7*t1*t3^24 + 67108864*t0^6*t1^26 - 3657433088*t0^6*t1^22*t2^4 - 2952790016*t0^6*t1^22*t2^2*t3^2 - 3657433088*t0^6*t1^22*t3^4 + 3175088128*t0^6*t1^18*t2^8 + 41137733632*t0^6*t1^18*t2^6*t3^2 + 51854180352*t0^6*t1^18*t2^4*t3^4 + 41137733632*t0^6*t1^18*t2^2*t3^6 + 3175088128*t0^6*t1^18*t3^8 + 770703360*t0^6*t1^14*t2^12 - 13176406016*t0^6*t1^14*t2^10*t3^2 - 213824569344*t0^6*t1^14*t2^8*t3^4 - 310483353600*t0^6*t1^14*t2^6*t3^6 - 213824569344*t0^6*t1^14*t2^4*t3^8 - 13176406016*t0^6*t1^14*t2^2*t3^10 + 770703360*t0^6*t1^14*t3^12 - 692224000*t0^6*t1^10*t2^16 - 2966290432*t0^6*t1^10*t2^14*t3^2 + 124255764480*t0^6*t1^10*t2^12*t3^4 + 508058664960*t0^6*t1^10*t2^10*t3^6 + 720458219520*t0^6*t1^10*t2^8*t3^8 + 508058664960*t0^6*t1^10*t2^6*t3^10 + 124255764480*t0^6*t1^10*t2^4*t3^12 - 2966290432*t0^6*t1^10*t2^2*t3^14 - 692224000*t0^6*t1^10*t3^16 + 252878848*t0^6*t1^6*t2^20 - 1301782528*t0^6*t1^6*t2^18*t3^2 - 22779289600*t0^6*t1^6*t2^16*t3^4 - 124650094592*t0^6*t1^6*t2^14*t3^6 - 379755315200*t0^6*t1^6*t2^12*t3^8 - 430799437824*t0^6*t1^6*t2^10*t3^10 - 379755315200*t0^6*t1^6*t2^8*t3^12 - 124650094592*t0^6*t1^6*t2^6*t3^14 - 22779289600*t0^6*t1^6*t2^4*t3^16 - 1301782528*t0^6*t1^6*t2^2*t3^18 + 252878848*t0^6*t1^6*t3^20 + 142720*t0^6*t1^2*t2^24 - 41934336*t0^6*t1^2*t2^22*t3^2 + 510540544*t0^6*t1^2*t2^20*t3^4 + 656775680*t0^6*t1^2*t2^18*t3^6 + 11233819264*t0^6*t1^2*t2^16*t3^8 + 29001401344*t0^6*t1^2*t2^14*t3^10 + 37537593856*t0^6*t1^2*t2^12*t3^12 + 29001401344*t0^6*t1^2*t2^10*t3^14 + 11233819264*t0^6*t1^2*t2^8*t3^16 + 656775680*t0^6*t1^2*t2^6*t3^18 + 510540544*t0^6*t1^2*t2^4*t3^20 - 41934336*t0^6*t1^2*t2^2*t3^22 + 142720*t0^6*t1^2*t3^24 - 1140850688*t0^5*t1^23*t2^4 - 738197504*t0^5*t1^23*t2^2*t3^2 - 1140850688*t0^5*t1^23*t3^4 + 1544552448*t0^5*t1^19*t2^8 + 14338228224*t0^5*t1^19*t2^6*t3^2 + 16682844160*t0^5*t1^19*t2^4*t3^4 + 14338228224*t0^5*t1^19*t2^2*t3^6 + 1544552448*t0^5*t1^19*t3^8 - 293863424*t0^5*t1^15*t2^12 - 510394368*t0^5*t1^15*t2^10*t3^2 - 95965413376*t0^5*t1^15*t2^8*t3^4 - 131171090432*t0^5*t1^15*t2^6*t3^6 - 95965413376*t0^5*t1^15*t2^4*t3^8 - 510394368*t0^5*t1^15*t2^2*t3^10 - 293863424*t0^5*t1^15*t3^12 + 55443456*t0^5*t1^11*t2^16 - 9130573824*t0^5*t1^11*t2^14*t3^2 + 59727937536*t0^5*t1^11*t2^12*t3^4 + 255528763392*t0^5*t1^11*t2^10*t3^6 + 434248876032*t0^5*t1^11*t2^8*t3^8 + 255528763392*t0^5*t1^11*t2^6*t3^10 + 59727937536*t0^5*t1^11*t2^4*t3^12 - 9130573824*t0^5*t1^11*t2^2*t3^14 + 55443456*t0^5*t1^11*t3^16 - 151468032*t0^5*t1^7*t2^20 + 376229888*t0^5*t1^7*t2^18*t3^2 - 12994910208*t0^5*t1^7*t2^16*t3^4 - 124461105152*t0^5*t1^7*t2^14*t3^6 - 279579602944*t0^5*t1^7*t2^12*t3^8 - 442252009472*t0^5*t1^7*t2^10*t3^10 - 279579602944*t0^5*t1^7*t2^8*t3^12 - 124461105152*t0^5*t1^7*t2^6*t3^14 - 12994910208*t0^5*t1^7*t2^4*t3^16 + 376229888*t0^5*t1^7*t2^2*t3^18 - 151468032*t0^5*t1^7*t3^20 - 719104*t0^5*t1^3*t2^24 + 153899520*t0^5*t1^3*t2^22*t3^2 - 415694336*t0^5*t1^3*t2^20*t3^4 + 5406829056*t0^5*t1^3*t2^18*t3^6 + 20128594176*t0^5*t1^3*t2^16*t3^8 + 55116039168*t0^5*t1^3*t2^14*t3^10 + 79740271616*t0^5*t1^3*t2^12*t3^12 + 55116039168*t0^5*t1^3*t2^10*t3^14 + 20128594176*t0^5*t1^3*t2^8*t3^16 + 5406829056*t0^5*t1^3*t2^6*t3^18 - 415694336*t0^5*t1^3*t2^4*t3^20 + 153899520*t0^5*t1^3*t2^2*t3^22 - 719104*t0^5*t1^3*t3^24 - 268435456*t0^4*t1^24*t2^4 - 100663296*t0^4*t1^24*t2^2*t3^2 - 268435456*t0^4*t1^24*t3^4 + 543162368*t0^4*t1^20*t2^8 + 3510632448*t0^4*t1^20*t2^6*t3^2 + 6077546496*t0^4*t1^20*t2^4*t3^4 + 3510632448*t0^4*t1^20*t2^2*t3^6 + 543162368*t0^4*t1^20*t3^8 - 276299776*t0^4*t1^16*t2^12 + 662700032*t0^4*t1^16*t2^10*t3^2 - 34217656320*t0^4*t1^16*t2^8*t3^4 - 51797557248*t0^4*t1^16*t2^6*t3^6 - 34217656320*t0^4*t1^16*t2^4*t3^8 + 662700032*t0^4*t1^16*t2^2*t3^10 - 276299776*t0^4*t1^16*t3^12 - 46166016*t0^4*t1^12*t2^16 - 4104355840*t0^4*t1^12*t2^14*t3^2 + 13028081664*t0^4*t1^12*t2^12*t3^4 + 114187534336*t0^4*t1^12*t2^10*t3^6 + 196127449088*t0^4*t1^12*t2^8*t3^8 + 114187534336*t0^4*t1^12*t2^6*t3^10 + 13028081664*t0^4*t1^12*t2^4*t3^12 - 4104355840*t0^4*t1^12*t2^2*t3^14 - 46166016*t0^4*t1^12*t3^16 + 47755264*t0^4*t1^8*t2^20 + 499892224*t0^4*t1^8*t2^18*t3^2 - 5250748416*t0^4*t1^8*t2^16*t3^4 - 53453733888*t0^4*t1^8*t2^14*t3^6 - 215837810688*t0^4*t1^8*t2^12*t3^8 - 249834438656*t0^4*t1^8*t2^10*t3^10 - 215837810688*t0^4*t1^8*t2^8*t3^12 - 53453733888*t0^4*t1^8*t2^6*t3^14 - 5250748416*t0^4*t1^8*t2^4*t3^16 + 499892224*t0^4*t1^8*t2^2*t3^18 + 47755264*t0^4*t1^8*t3^20 + 1466624*t0^4*t1^4*t2^24 - 202261504*t0^4*t1^4*t2^22*t3^2 + 1374230016*t0^4*t1^4*t2^20*t3^4 + 3644337152*t0^4*t1^4*t2^18*t3^6 + 28195471104*t0^4*t1^4*t2^16*t3^8 + 70973986816*t0^4*t1^4*t2^14*t3^10 + 92673250304*t0^4*t1^4*t2^12*t3^12 + 70973986816*t0^4*t1^4*t2^10*t3^14 + 28195471104*t0^4*t1^4*t2^8*t3^16 + 3644337152*t0^4*t1^4*t2^6*t3^18 + 1374230016*t0^4*t1^4*t2^4*t3^20 - 202261504*t0^4*t1^4*t2^2*t3^22 + 1466624*t0^4*t1^4*t3^24 + 29248*t0^4*t2^26*t3^2 + 1492224*t0^4*t2^24*t3^4 + 11416704*t0^4*t2^22*t3^6 + 4157696*t0^4*t2^20*t3^8 - 62527040*t0^4*t2^18*t3^10 - 8336896*t0^4*t2^16*t3^12 + 107536128*t0^4*t2^14*t3^14 - 8336896*t0^4*t2^12*t3^16 - 62527040*t0^4*t2^10*t3^18 + 4157696*t0^4*t2^8*t3^20 + 11416704*t0^4*t2^6*t3^22 + 1492224*t0^4*t2^4*t3^24 + 29248*t0^4*t2^2*t3^26 - 33554432*t0^3*t1^25*t2^4 - 33554432*t0^3*t1^25*t3^4 + 92274688*t0^3*t1^21*t2^8 + 752877568*t0^3*t1^21*t2^6*t3^2 + 2147483648*t0^3*t1^21*t2^4*t3^4 + 752877568*t0^3*t1^21*t2^2*t3^6 + 92274688*t0^3*t1^21*t3^8 - 95944704*t0^3*t1^17*t2^12 + 66322432*t0^3*t1^17*t2^10*t3^2 - 10040115200*t0^3*t1^17*t2^8*t3^4 - 16482041856*t0^3*t1^17*t2^6*t3^6 - 10040115200*t0^3*t1^17*t2^4*t3^8 + 66322432*t0^3*t1^17*t2^2*t3^10 - 95944704*t0^3*t1^17*t3^12 + 44924928*t0^3*t1^13*t2^16 - 1230602240*t0^3*t1^13*t2^14*t3^2 + 666107904*t0^3*t1^13*t2^12*t3^4 + 36014882816*t0^3*t1^13*t2^10*t3^6 + 80370270208*t0^3*t1^13*t2^8*t3^8 + 36014882816*t0^3*t1^13*t2^6*t3^10 + 666107904*t0^3*t1^13*t2^4*t3^12 - 1230602240*t0^3*t1^13*t2^2*t3^14 + 44924928*t0^3*t1^13*t3^16 - 6963200*t0^3*t1^9*t2^20 + 230248448*t0^3*t1^9*t2^18*t3^2 + 3397672960*t0^3*t1^9*t2^16*t3^4 - 24178262016*t0^3*t1^9*t2^14*t3^6 - 79646695424*t0^3*t1^9*t2^12*t3^8 - 153524150272*t0^3*t1^9*t2^10*t3^10 - 79646695424*t0^3*t1^9*t2^8*t3^12 - 24178262016*t0^3*t1^9*t2^6*t3^14 + 3397672960*t0^3*t1^9*t2^4*t3^16 + 230248448*t0^3*t1^9*t2^2*t3^18 - 6963200*t0^3*t1^9*t3^20 - 719104*t0^3*t1^5*t2^24 + 153899520*t0^3*t1^5*t2^22*t3^2 - 415694336*t0^3*t1^5*t2^20*t3^4 + 5406829056*t0^3*t1^5*t2^18*t3^6 + 20128594176*t0^3*t1^5*t2^16*t3^8 + 55116039168*t0^3*t1^5*t2^14*t3^10 + 79740271616*t0^3*t1^5*t2^12*t3^12 + 55116039168*t0^3*t1^5*t2^10*t3^14 + 20128594176*t0^3*t1^5*t2^8*t3^16 + 5406829056*t0^3*t1^5*t2^6*t3^18 - 415694336*t0^3*t1^5*t2^4*t3^20 + 153899520*t0^3*t1^5*t2^2*t3^22 - 719104*t0^3*t1^5*t3^24 - 800*t0^3*t1*t2^28 - 306496*t0^3*t1*t2^26*t3^2 - 8384608*t0^3*t1*t2^24*t3^4 - 43614336*t0^3*t1*t2^22*t3^6 + 5850080*t0^3*t1*t2^20*t3^8 + 215013696*t0^3*t1*t2^18*t3^10 + 5812128*t0^3*t1*t2^16*t3^12 - 348739328*t0^3*t1*t2^14*t3^14 + 5812128*t0^3*t1*t2^12*t3^16 + 215013696*t0^3*t1*t2^10*t3^18 + 5850080*t0^3*t1*t2^8*t3^20 - 43614336*t0^3*t1*t2^6*t3^22 - 8384608*t0^3*t1*t2^4*t3^24 - 306496*t0^3*t1*t2^2*t3^26 - 800*t0^3*t1*t3^28 + 184549376*t0^2*t1^22*t2^6*t3^2 + 608174080*t0^2*t1^22*t2^4*t3^4 + 184549376*t0^2*t1^22*t2^2*t3^6 - 524288*t0^2*t1^18*t2^12 - 305135616*t0^2*t1^18*t2^10*t3^2 - 1610088448*t0^2*t1^18*t2^8*t3^4 - 4829741056*t0^2*t1^18*t2^6*t3^6 - 1610088448*t0^2*t1^18*t2^4*t3^8 - 305135616*t0^2*t1^18*t2^2*t3^10 - 524288*t0^2*t1^18*t3^12 + 1064960*t0^2*t1^14*t2^16 + 87818240*t0^2*t1^14*t2^14*t3^2 - 1366786048*t0^2*t1^14*t2^12*t3^4 + 7572422656*t0^2*t1^14*t2^10*t3^6 + 28137127936*t0^2*t1^14*t2^8*t3^8 + 7572422656*t0^2*t1^14*t2^6*t3^10 - 1366786048*t0^2*t1^14*t2^4*t3^12 + 87818240*t0^2*t1^14*t2^2*t3^14 + 1064960*t0^2*t1^14*t3^16 - 688128*t0^2*t1^10*t2^20 + 71200768*t0^2*t1^10*t2^18*t3^2 + 1572847616*t0^2*t1^10*t2^16*t3^4 + 1154105344*t0^2*t1^10*t2^14*t3^6 - 35106799616*t0^2*t1^10*t2^12*t3^8 - 41614663680*t0^2*t1^10*t2^10*t3^10 - 35106799616*t0^2*t1^10*t2^8*t3^12 + 1154105344*t0^2*t1^10*t2^6*t3^14 + 1572847616*t0^2*t1^10*t2^4*t3^16 + 71200768*t0^2*t1^10*t2^2*t3^18 - 688128*t0^2*t1^10*t3^20 + 142720*t0^2*t1^6*t2^24 - 41934336*t0^2*t1^6*t2^22*t3^2 + 510540544*t0^2*t1^6*t2^20*t3^4 + 656775680*t0^2*t1^6*t2^18*t3^6 + 11233819264*t0^2*t1^6*t2^16*t3^8 + 29001401344*t0^2*t1^6*t2^14*t3^10 + 37537593856*t0^2*t1^6*t2^12*t3^12 + 29001401344*t0^2*t1^6*t2^10*t3^14 + 11233819264*t0^2*t1^6*t2^8*t3^16 + 656775680*t0^2*t1^6*t2^6*t3^18 + 510540544*t0^2*t1^6*t2^4*t3^20 - 41934336*t0^2*t1^6*t2^2*t3^22 + 142720*t0^2*t1^6*t3^24 + 2624*t0^2*t1^2*t2^28 + 613888*t0^2*t1^2*t2^26*t3^2 + 13779648*t0^2*t1^2*t2^24*t3^4 + 63121408*t0^2*t1^2*t2^22*t3^6 - 16598464*t0^2*t1^2*t2^20*t3^8 - 306179584*t0^2*t1^2*t2^18*t3^10 - 2557760*t0^2*t1^2*t2^16*t3^12 + 495636480*t0^2*t1^2*t2^14*t3^14 - 2557760*t0^2*t1^2*t2^12*t3^16 - 306179584*t0^2*t1^2*t2^10*t3^18 - 16598464*t0^2*t1^2*t2^8*t3^20 + 63121408*t0^2*t1^2*t2^6*t3^22 + 13779648*t0^2*t1^2*t2^4*t3^24 + 613888*t0^2*t1^2*t2^2*t3^26 + 2624*t0^2*t1^2*t3^28 + 25165824*t0*t1^23*t2^6*t3^2 + 134217728*t0*t1^23*t2^4*t3^4 + 25165824*t0*t1^23*t2^2*t3^6 - 57671680*t0*t1^19*t2^10*t3^2 - 260571136*t0*t1^19*t2^8*t3^4 - 727711744*t0*t1^19*t2^6*t3^6 - 260571136*t0*t1^19*t2^4*t3^8 - 57671680*t0*t1^19*t2^2*t3^10 + 48693248*t0*t1^15*t2^14*t3^2 - 543227904*t0*t1^15*t2^12*t3^4 + 1006829568*t0*t1^15*t2^10*t3^6 + 6490554368*t0*t1^15*t2^8*t3^8 + 1006829568*t0*t1^15*t2^6*t3^10 - 543227904*t0*t1^15*t2^4*t3^12 + 48693248*t0*t1^15*t2^2*t3^14 - 2048*t0*t1^11*t2^20 - 21700608*t0*t1^11*t2^18*t3^2 + 794212352*t0*t1^11*t2^16*t3^4 + 98353152*t0*t1^11*t2^14*t3^6 - 3570184192*t0*t1^11*t2^12*t3^8 - 14062927872*t0*t1^11*t2^10*t3^10 - 3570184192*t0*t1^11*t2^8*t3^12 + 98353152*t0*t1^11*t2^6*t3^14 + 794212352*t0*t1^11*t2^4*t3^16 - 21700608*t0*t1^11*t2^2*t3^18 - 2048*t0*t1^11*t3^20 + 2816*t0*t1^7*t2^24 + 5797376*t0*t1^7*t2^22*t3^2 - 101981696*t0*t1^7*t2^20*t3^4 + 1010040320*t0*t1^7*t2^18*t3^6 + 2333005056*t0*t1^7*t2^16*t3^8 + 7760350208*t0*t1^7*t2^14*t3^10 + 12345310208*t0*t1^7*t2^12*t3^12 + 7760350208*t0*t1^7*t2^10*t3^14 + 2333005056*t0*t1^7*t2^8*t3^16 + 1010040320*t0*t1^7*t2^6*t3^18 - 101981696*t0*t1^7*t2^4*t3^20 + 5797376*t0*t1^7*t2^2*t3^22 + 2816*t0*t1^7*t3^24 - 800*t0*t1^3*t2^28 - 306496*t0*t1^3*t2^26*t3^2 - 8384608*t0*t1^3*t2^24*t3^4 - 43614336*t0*t1^3*t2^22*t3^6 + 5850080*t0*t1^3*t2^20*t3^8 + 215013696*t0*t1^3*t2^18*t3^10 + 5812128*t0*t1^3*t2^16*t3^12 - 348739328*t0*t1^3*t2^14*t3^14 + 5812128*t0*t1^3*t2^12*t3^16 + 215013696*t0*t1^3*t2^10*t3^18 + 5850080*t0*t1^3*t2^8*t3^20 - 43614336*t0*t1^3*t2^6*t3^22 - 8384608*t0*t1^3*t2^4*t3^24 - 306496*t0*t1^3*t2^2*t3^26 - 800*t0*t1^3*t3^28 + 16777216*t1^24*t2^4*t3^4 + 1048576*t1^20*t2^10*t3^2 - 41943040*t1^20*t2^8*t3^4 - 16777216*t1^20*t2^6*t3^6 - 41943040*t1^20*t2^4*t3^8 + 1048576*t1^20*t2^2*t3^10 - 2359296*t1^16*t2^14*t3^2 + 35913728*t1^16*t2^12*t3^4 - 391380992*t1^16*t2^10*t3^6 + 1397293056*t1^16*t2^8*t3^8 - 391380992*t1^16*t2^6*t3^10 + 35913728*t1^16*t2^4*t3^12 - 2359296*t1^16*t2^2*t3^14 + 1744896*t1^12*t2^18*t3^2 - 38141952*t1^12*t2^16*t3^4 + 592822272*t1^12*t2^14*t3^6 - 980090880*t1^12*t2^12*t3^8 - 729726976*t1^12*t2^10*t3^10 - 980090880*t1^12*t2^8*t3^12 + 592822272*t1^12*t2^6*t3^14 - 38141952*t1^12*t2^4*t3^16 + 1744896*t1^12*t2^2*t3^18 - 460800*t1^8*t2^22*t3^2 + 27342336*t1^8*t2^20*t3^4 - 105879552*t1^8*t2^18*t3^6 + 459597824*t1^8*t2^16*t3^8 + 1104486400*t1^8*t2^14*t3^10 + 1324794880*t1^8*t2^12*t3^12 + 1104486400*t1^8*t2^10*t3^14 + 459597824*t1^8*t2^8*t3^16 - 105879552*t1^8*t2^6*t3^18 + 27342336*t1^8*t2^4*t3^20 - 460800*t1^8*t2^2*t3^22 + 29248*t1^4*t2^26*t3^2 + 1492224*t1^4*t2^24*t3^4 + 11416704*t1^4*t2^22*t3^6 + 4157696*t1^4*t2^20*t3^8 - 62527040*t1^4*t2^18*t3^10 - 8336896*t1^4*t2^16*t3^12 + 107536128*t1^4*t2^14*t3^14 - 8336896*t1^4*t2^12*t3^16 - 62527040*t1^4*t2^10*t3^18 + 4157696*t1^4*t2^8*t3^20 + 11416704*t1^4*t2^6*t3^22 + 1492224*t1^4*t2^4*t3^24 + 29248*t1^4*t2^2*t3^26 + t2^32 - 16*t2^30*t3^2 + 120*t2^28*t3^4 - 560*t2^26*t3^6 + 1820*t2^24*t3^8 - 4368*t2^22*t3^10 + 8008*t2^20*t3^12 - 11440*t2^18*t3^14 + 12870*t2^16*t3^16 - 11440*t2^14*t3^18 + 8008*t2^12*t3^20 - 4368*t2^10*t3^22 + 1820*t2^8*t3^24 - 560*t2^6*t3^26 + 120*t2^4*t3^28 - 16*t2^2*t3^30 + t3^32 ; /* Discriminant 52: - get dim(ker)=1 for precision 290 working mod 3. Then: > time out := findrungeoptimised(40,52,290); Time: 3681.750 > out; */ rh52:= -1073741824*t0^30*t1^4*t2^4*t3^2 + 1073741824*t0^30*t1^3*t2*t3^6 + 1073741824*t0^30*t1*t2^3*t3^6 - 1073741824*t0^30*t3^10 + 268435456*t0^28*t1^9*t2^3 - 268435456*t0^28*t1^8*t3^4 + 536870912*t0^28*t1^6*t2^6 + 805306368*t0^28*t1^6*t2^2*t3^4 - 1610612736*t0^28*t1^5*t2^3*t3^4 - 10737418240*t0^28*t1^4*t2^4*t3^4 + 268435456*t0^28*t1^3*t2^9 - 1610612736*t0^28*t1^3*t2^5*t3^4 + 9932111872*t0^28*t1^3*t2*t3^8 + 805306368*t0^28*t1^2*t2^6*t3^4 + 2684354560*t0^28*t1^2*t2^2*t3^8 + 9932111872*t0^28*t1*t2^3*t3^8 - 268435456*t0^28*t2^8*t3^4 - 10737418240*t0^28*t3^12 - 201326592*t0^26*t1^11*t2*t3^2 + 268435456*t0^26*t1^10*t2^2*t3^2 + 2684354560*t0^26*t1^9*t2^3*t3^2 + 2952790016*t0^26*t1^8*t2^4*t3^2 - 2684354560*t0^26*t1^8*t3^6 - 11072962560*t0^26*t1^7*t2^5*t3^2 - 3221225472*t0^26*t1^7*t2*t3^6 + 10737418240*t0^26*t1^6*t2^6*t3^2 + 19730006016*t0^26*t1^6*t2^2*t3^6 - 11072962560*t0^26*t1^5*t2^7*t3^2 - 23085449216*t0^26*t1^5*t2^3*t3^6 + 2952790016*t0^26*t1^4*t2^8*t3^2 - 29796335616*t0^26*t1^4*t2^4*t3^6 + 2684354560*t0^26*t1^4*t3^10 + 2684354560*t0^26*t1^3*t2^9*t3^2 - 23085449216*t0^26*t1^3*t2^5*t3^6 + 29527900160*t0^26*t1^3*t2*t3^10 + 268435456*t0^26*t1^2*t2^10*t3^2 + 19730006016*t0^26*t1^2*t2^6*t3^6 + 32212254720*t0^26*t1^2*t2^2*t3^10 - 201326592*t0^26*t1*t2^11*t3^2 - 3221225472*t0^26*t1*t2^7*t3^6 + 29527900160*t0^26*t1*t2^3*t3^10 - 2684354560*t0^26*t2^8*t3^6 + 2684354560*t0^26*t2^4*t3^10 - 48318382080*t0^26*t3^14 - 838860800*t0^24*t1^13*t2^3 + 2751463424*t0^24*t1^12*t2^4 + 805306368*t0^24*t1^12*t3^4 - 1342177280*t0^24*t1^11*t2^5 - 4781506560*t0^24*t1^11*t2*t3^4 + 1275068416*t0^24*t1^10*t2^6 + 1610612736*t0^24*t1^10*t2^2*t3^4 + 4865392640*t0^24*t1^9*t2^7 + 23102226432*t0^24*t1^9*t2^3*t3^4 - 2684354560*t0^24*t1^8*t2^8 + 3422552064*t0^24*t1^8*t2^4*t3^4 - 12431917056*t0^24*t1^8*t3^8 + 4865392640*t0^24*t1^7*t2^9 + 2348810240*t0^24*t1^7*t2^5*t3^4 - 24830279680*t0^24*t1^7*t2*t3^8 + 1275068416*t0^24*t1^6*t2^10 + 29662117888*t0^24*t1^6*t2^6*t3^4 + 46238007296*t0^24*t1^6*t2^2*t3^8 - 1342177280*t0^24*t1^5*t2^11 + 2348810240*t0^24*t1^5*t2^7*t3^4 - 92207579136*t0^24*t1^5*t2^3*t3^8 + 2751463424*t0^24*t1^4*t2^12 + 3422552064*t0^24*t1^4*t2^8*t3^4 - 159953977344*t0^24*t1^4*t2^4*t3^8 + 21474836480*t0^24*t1^4*t3^12 - 838860800*t0^24*t1^3*t2^13 + 23102226432*t0^24*t1^3*t2^9*t3^4 - 92207579136*t0^24*t1^3*t2^5*t3^8 + 77577846784*t0^24*t1^3*t2*t3^12 + 1610612736*t0^24*t1^2*t2^10*t3^4 + 46238007296*t0^24*t1^2*t2^6*t3^8 + 163745628160*t0^24*t1^2*t2^2*t3^12 - 4781506560*t0^24*t1*t2^11*t3^4 - 24830279680*t0^24*t1*t2^7*t3^8 + 77577846784*t0^24*t1*t2^3*t3^12 + 805306368*t0^24*t2^12*t3^4 - 12431917056*t0^24*t2^8*t3^8 + 21474836480*t0^24*t2^4*t3^12 - 128849018880*t0^24*t3^16 - 4194304*t0^22*t1^16*t3^2 + 603979776*t0^22*t1^15*t2*t3^2 - 2860515328*t0^22*t1^14*t2^2*t3^2 - 3271557120*t0^22*t1^13*t2^3*t3^2 - 2067791872*t0^22*t1^12*t2^4*t3^2 + 6710886400*t0^22*t1^12*t3^6 + 17431527424*t0^22*t1^11*t2^5*t3^2 - 10217324544*t0^22*t1^11*t2*t3^6 - 76378275840*t0^22*t1^10*t2^6*t3^2 - 26071793664*t0^22*t1^10*t2^2*t3^6 + 37580963840*t0^22*t1^9*t2^7*t3^2 + 163594633216*t0^22*t1^9*t2^3*t3^6 - 7566524416*t0^22*t1^8*t2^8*t3^2 - 16106127360*t0^22*t1^8*t2^4*t3^6 - 38252052480*t0^22*t1^8*t3^10 + 37580963840*t0^22*t1^7*t2^9*t3^2 + 240685940736*t0^22*t1^7*t2^5*t3^6 - 62277025792*t0^22*t1^7*t2*t3^10 - 76378275840*t0^22*t1^6*t2^10*t3^2 + 103146323968*t0^22*t1^6*t2^6*t3^6 - 114487721984*t0^22*t1^6*t2^2*t3^10 + 17431527424*t0^22*t1^5*t2^11*t3^2 + 240685940736*t0^22*t1^5*t2^7*t3^6 - 245350006784*t0^22*t1^5*t2^3*t3^10 - 2067791872*t0^22*t1^4*t2^12*t3^2 - 16106127360*t0^22*t1^4*t2^8*t3^6 - 748934922240*t0^22*t1^4*t2^4*t3^10 + 75161927680*t0^22*t1^4*t3^14 - 3271557120*t0^22*t1^3*t2^13*t3^2 + 163594633216*t0^22*t1^3*t2^9*t3^6 - 245350006784*t0^22*t1^3*t2^5*t3^10 + 258771779584*t0^22*t1^3*t2*t3^14 - 2860515328*t0^22*t1^2*t2^14*t3^2 - 26071793664*t0^22*t1^2*t2^10*t3^6 - 114487721984*t0^22*t1^2*t2^6*t3^10 + 472446402560*t0^22*t1^2*t2^2*t3^14 + 603979776*t0^22*t1*t2^15*t3^2 - 10217324544*t0^22*t1*t2^11*t3^6 - 62277025792*t0^22*t1*t2^7*t3^10 + 258771779584*t0^22*t1*t2^3*t3^14 - 4194304*t0^22*t2^16*t3^2 + 6710886400*t0^22*t2^12*t3^6 - 38252052480*t0^22*t2^8*t3^10 + 75161927680*t0^22*t2^4*t3^14 - 225485783040*t0^22*t3^18 + 2097152*t0^20*t1^18*t2^2 + 988807168*t0^20*t1^17*t2^3 - 7226785792*t0^20*t1^16*t2^4 - 947912704*t0^20*t1^16*t3^4 + 17379098624*t0^20*t1^15*t2^5 + 11953766400*t0^20*t1^15*t2*t3^4 - 7891582976*t0^20*t1^14*t2^6 - 24475860992*t0^20*t1^14*t2^2*t3^4 - 16143876096*t0^20*t1^13*t2^7 - 32497467392*t0^20*t1^13*t2^3*t3^4 + 26411532288*t0^20*t1^12*t2^8 + 77774979072*t0^20*t1^12*t2^4*t3^4 + 25669140480*t0^20*t1^12*t3^8 + 191889408*t0^20*t1^11*t2^9 - 136633647104*t0^20*t1^11*t2^5*t3^4 - 14579400704*t0^20*t1^11*t2*t3^8 - 17758683136*t0^20*t1^10*t2^10 + 168223047680*t0^20*t1^10*t2^6*t3^4 - 26105348096*t0^20*t1^10*t2^2*t3^8 + 191889408*t0^20*t1^9*t2^11 - 334059536384*t0^20*t1^9*t2^7*t3^4 - 116215775232*t0^20*t1^9*t2^3*t3^8 + 26411532288*t0^20*t1^8*t2^12 + 225645166592*t0^20*t1^8*t2^8*t3^4 + 601597411328*t0^20*t1^8*t2^4*t3^8 - 52546240512*t0^20*t1^8*t3^12 - 16143876096*t0^20*t1^7*t2^13 - 334059536384*t0^20*t1^7*t2^9*t3^4 + 187435057152*t0^20*t1^7*t2^5*t3^8 - 141197049856*t0^20*t1^7*t2*t3^12 - 7891582976*t0^20*t1^6*t2^14 + 168223047680*t0^20*t1^6*t2^10*t3^4 + 1109980610560*t0^20*t1^6*t2^6*t3^8 - 91268055040*t0^20*t1^6*t2^2*t3^12 + 17379098624*t0^20*t1^5*t2^15 - 136633647104*t0^20*t1^5*t2^11*t3^4 + 187435057152*t0^20*t1^5*t2^7*t3^8 - 922344226816*t0^20*t1^5*t2^3*t3^12 - 7226785792*t0^20*t1^4*t2^16 + 77774979072*t0^20*t1^4*t2^12*t3^4 + 601597411328*t0^20*t1^4*t2^8*t3^8 - 1798651772928*t0^20*t1^4*t2^4*t3^12 + 150323855360*t0^20*t1^4*t3^16 + 988807168*t0^20*t1^3*t2^17 - 32497467392*t0^20*t1^3*t2^13*t3^4 - 116215775232*t0^20*t1^3*t2^9*t3^8 - 922344226816*t0^20*t1^3*t2^5*t3^12 + 599684808704*t0^20*t1^3*t2*t3^16 + 2097152*t0^20*t1^2*t2^18 - 24475860992*t0^20*t1^2*t2^14*t3^4 - 26105348096*t0^20*t1^2*t2^10*t3^8 - 91268055040*t0^20*t1^2*t2^6*t3^12 + 864362168320*t0^20*t1^2*t2^2*t3^16 + 11953766400*t0^20*t1*t2^15*t3^4 - 14579400704*t0^20*t1*t2^11*t3^8 - 141197049856*t0^20*t1*t2^7*t3^12 + 599684808704*t0^20*t1*t2^3*t3^16 - 947912704*t0^20*t2^16*t3^4 + 25669140480*t0^20*t2^12*t3^8 - 52546240512*t0^20*t2^8*t3^12 + 150323855360*t0^20*t2^4*t3^16 - 270582939648*t0^20*t3^20 + 10485760*t0^18*t1^20*t3^2 - 716439552*t0^18*t1^19*t2*t3^2 + 6085935104*t0^18*t1^18*t2^2*t3^2 - 22056009728*t0^18*t1^17*t2^3*t3^2 + 16234053632*t0^18*t1^16*t2^4*t3^2 + 2727870464*t0^18*t1^16*t3^6 - 63256395776*t0^18*t1^15*t2^5*t3^2 + 26407337984*t0^18*t1^15*t2*t3^6 + 115439828992*t0^18*t1^14*t2^6*t3^2 + 50964987904*t0^18*t1^14*t2^2*t3^6 - 181529477120*t0^18*t1^13*t2^7*t3^2 - 225301233664*t0^18*t1^13*t2^3*t3^6 - 185342099456*t0^18*t1^12*t2^8*t3^2 - 184358535168*t0^18*t1^12*t2^4*t3^6 + 61404610560*t0^18*t1^12*t3^10 + 249841582080*t0^18*t1^11*t2^9*t3^2 + 293148295168*t0^18*t1^11*t2^5*t3^6 + 253805723648*t0^18*t1^11*t2*t3^10 + 59710111744*t0^18*t1^10*t2^10*t3^2 - 698380976128*t0^18*t1^10*t2^6*t3^6 + 132070244352*t0^18*t1^10*t2^2*t3^10 + 249841582080*t0^18*t1^9*t2^11*t3^2 - 487512342528*t0^18*t1^9*t2^7*t3^6 + 227834593280*t0^18*t1^9*t2^3*t3^10 - 185342099456*t0^18*t1^8*t2^12*t3^2 - 2701835370496*t0^18*t1^8*t2^8*t3^6 + 991130812416*t0^18*t1^8*t2^4*t3^10 - 282259881984*t0^18*t1^8*t3^14 - 181529477120*t0^18*t1^7*t2^13*t3^2 - 487512342528*t0^18*t1^7*t2^9*t3^6 + 3207736590336*t0^18*t1^7*t2^5*t3^10 - 321048805376*t0^18*t1^7*t2*t3^14 + 115439828992*t0^18*t1^6*t2^14*t3^2 - 698380976128*t0^18*t1^6*t2^10*t3^6 + 3325915299840*t0^18*t1^6*t2^6*t3^10 - 158645354496*t0^18*t1^6*t2^2*t3^14 - 63256395776*t0^18*t1^5*t2^15*t3^2 + 293148295168*t0^18*t1^5*t2^11*t3^6 + 3207736590336*t0^18*t1^5*t2^7*t3^10 - 2437393940480*t0^18*t1^5*t2^3*t3^14 + 16234053632*t0^18*t1^4*t2^16*t3^2 - 184358535168*t0^18*t1^4*t2^12*t3^6 + 991130812416*t0^18*t1^4*t2^8*t3^10 - 4251749187584*t0^18*t1^4*t2^4*t3^14 + 187904819200*t0^18*t1^4*t3^18 - 22056009728*t0^18*t1^3*t2^17*t3^2 - 225301233664*t0^18*t1^3*t2^13*t3^6 + 227834593280*t0^18*t1^3*t2^9*t3^10 - 2437393940480*t0^18*t1^3*t2^5*t3^14 + 795642691584*t0^18*t1^3*t2*t3^18 + 6085935104*t0^18*t1^2*t2^18*t3^2 + 50964987904*t0^18*t1^2*t2^14*t3^6 + 132070244352*t0^18*t1^2*t2^10*t3^10 - 158645354496*t0^18*t1^2*t2^6*t3^14 + 1052266987520*t0^18*t1^2*t2^2*t3^18 - 716439552*t0^18*t1*t2^19*t3^2 + 26407337984*t0^18*t1*t2^15*t3^6 + 253805723648*t0^18*t1*t2^11*t3^10 - 321048805376*t0^18*t1*t2^7*t3^14 + 795642691584*t0^18*t1*t2^3*t3^18 + 10485760*t0^18*t2^20*t3^2 + 2727870464*t0^18*t2^16*t3^6 + 61404610560*t0^18*t2^12*t3^10 - 282259881984*t0^18*t2^8*t3^14 + 187904819200*t0^18*t2^4*t3^18 - 225485783040*t0^18*t3^22 - 4784128*t0^16*t1^22*t2^2 - 519962624*t0^16*t1^21*t2^3 + 6417874944*t0^16*t1^20*t2^4 + 553648128*t0^16*t1^20*t3^4 - 28330295296*t0^16*t1^19*t2^5 - 3589406720*t0^16*t1^19*t2*t3^4 + 31620005888*t0^16*t1^18*t2^6 + 28732817408*t0^16*t1^18*t2^2*t3^4 + 49752309760*t0^16*t1^17*t2^7 + 62240194560*t0^16*t1^17*t2^3*t3^4 - 103459061760*t0^16*t1^16*t2^8 - 229338251264*t0^16*t1^16*t2^4*t3^4 - 49969889280*t0^16*t1^16*t3^8 + 28743041024*t0^16*t1^15*t2^9 + 529983340544*t0^16*t1^15*t2^5*t3^4 + 58653147136*t0^16*t1^15*t2*t3^8 + 20247347200*t0^16*t1^14*t2^10 - 1833959424*t0^16*t1^14*t2^6*t3^4 + 35987128320*t0^16*t1^14*t2^2*t3^8 - 97963474944*t0^16*t1^13*t2^11 + 411766882304*t0^16*t1^13*t2^7*t3^4 - 314673463296*t0^16*t1^13*t2^3*t3^8 - 6279528448*t0^16*t1^12*t2^12 - 570574241792*t0^16*t1^12*t2^8*t3^4 - 1783808131072*t0^16*t1^12*t2^4*t3^8 + 67477962752*t0^16*t1^12*t3^12 - 97963474944*t0^16*t1^11*t2^13 - 556677201920*t0^16*t1^11*t2^9*t3^4 + 755679363072*t0^16*t1^11*t2^5*t3^8 + 528314531840*t0^16*t1^11*t2*t3^12 + 20247347200*t0^16*t1^10*t2^14 + 2432367591424*t0^16*t1^10*t2^10*t3^4 + 670803427328*t0^16*t1^10*t2^6*t3^8 + 590356676608*t0^16*t1^10*t2^2*t3^12 + 28743041024*t0^16*t1^9*t2^15 - 556677201920*t0^16*t1^9*t2^11*t3^4 - 4614774587392*t0^16*t1^9*t2^7*t3^8 + 1177324355584*t0^16*t1^9*t2^3*t3^12 - 103459061760*t0^16*t1^8*t2^16 - 570574241792*t0^16*t1^8*t2^12*t3^4 - 3777232896000*t0^16*t1^8*t2^8*t3^8 + 821446049792*t0^16*t1^8*t2^4*t3^12 - 515899392000*t0^16*t1^8*t3^16 + 49752309760*t0^16*t1^7*t2^17 + 411766882304*t0^16*t1^7*t2^13*t3^4 - 4614774587392*t0^16*t1^7*t2^9*t3^8 + 5363608846336*t0^16*t1^7*t2^5*t3^12 - 441039454208*t0^16*t1^7*t2*t3^16 + 31620005888*t0^16*t1^6*t2^18 - 1833959424*t0^16*t1^6*t2^14*t3^4 + 670803427328*t0^16*t1^6*t2^10*t3^8 + 8980910833664*t0^16*t1^6*t2^6*t3^12 - 418356658176*t0^16*t1^6*t2^2*t3^16 - 28330295296*t0^16*t1^5*t2^19 + 529983340544*t0^16*t1^5*t2^15*t3^4 + 755679363072*t0^16*t1^5*t2^11*t3^8 + 5363608846336*t0^16*t1^5*t2^7*t3^12 - 3379333955584*t0^16*t1^5*t2^3*t3^16 + 6417874944*t0^16*t1^4*t2^20 - 229338251264*t0^16*t1^4*t2^16*t3^4 - 1783808131072*t0^16*t1^4*t2^12*t3^8 + 821446049792*t0^16*t1^4*t2^8*t3^12 - 6124422037504*t0^16*t1^4*t2^4*t3^16 + 150323855360*t0^16*t1^4*t3^20 - 519962624*t0^16*t1^3*t2^21 + 62240194560*t0^16*t1^3*t2^17*t3^4 - 314673463296*t0^16*t1^3*t2^13*t3^8 + 1177324355584*t0^16*t1^3*t2^9*t3^12 - 3379333955584*t0^16*t1^3*t2^5*t3^16 + 599684808704*t0^16*t1^3*t2*t3^20 - 4784128*t0^16*t1^2*t2^22 + 28732817408*t0^16*t1^2*t2^18*t3^4 + 35987128320*t0^16*t1^2*t2^14*t3^8 + 590356676608*t0^16*t1^2*t2^10*t3^12 - 418356658176*t0^16*t1^2*t2^6*t3^16 + 864362168320*t0^16*t1^2*t2^2*t3^20 - 3589406720*t0^16*t1*t2^19*t3^4 + 58653147136*t0^16*t1*t2^15*t3^8 + 528314531840*t0^16*t1*t2^11*t3^12 - 441039454208*t0^16*t1*t2^7*t3^16 + 599684808704*t0^16*t1*t2^3*t3^20 + 553648128*t0^16*t2^20*t3^4 - 49969889280*t0^16*t2^16*t3^8 + 67477962752*t0^16*t2^12*t3^12 - 515899392000*t0^16*t2^8*t3^16 + 150323855360*t0^16*t2^4*t3^20 - 128849018880*t0^16*t3^24 - 9043968*t0^14*t1^24*t3^2 + 426246144*t0^14*t1^23*t2*t3^2 - 4991713280*t0^14*t1^22*t2^2*t3^2 + 37215666176*t0^14*t1^21*t2^3*t3^2 - 75495178240*t0^14*t1^20*t2^4*t3^2 - 10792206336*t0^14*t1^20*t3^6 + 59140341760*t0^14*t1^19*t2^5*t3^2 - 9049473024*t0^14*t1^19*t2*t3^6 + 38173310976*t0^14*t1^18*t2^6*t3^2 + 3196059648*t0^14*t1^18*t2^2*t3^6 + 133851774976*t0^14*t1^17*t2^7*t3^2 + 57260376064*t0^14*t1^17*t2^3*t3^6 + 346726203392*t0^14*t1^16*t2^8*t3^2 + 94125162496*t0^14*t1^16*t2^4*t3^6 - 95946276864*t0^14*t1^16*t3^10 - 657132617728*t0^14*t1^15*t2^9*t3^2 - 1127220248576*t0^14*t1^15*t2^5*t3^6 - 193575518208*t0^14*t1^15*t2*t3^10 + 734300536832*t0^14*t1^14*t2^10*t3^2 + 3492689215488*t0^14*t1^14*t2^6*t3^6 + 881286184960*t0^14*t1^14*t2^2*t3^10 + 1130873225216*t0^14*t1^13*t2^11*t3^2 + 584227749888*t0^14*t1^13*t2^7*t3^6 - 1752883527680*t0^14*t1^13*t2^3*t3^10 - 668658958336*t0^14*t1^12*t2^12*t3^2 + 320695959552*t0^14*t1^12*t2^8*t3^6 - 2464608681984*t0^14*t1^12*t2^4*t3^10 + 189112778752*t0^14*t1^12*t3^14 + 1130873225216*t0^14*t1^11*t2^13*t3^2 + 6312314798080*t0^14*t1^11*t2^9*t3^6 - 4791438671872*t0^14*t1^11*t2^5*t3^10 - 293500616704*t0^14*t1^11*t2*t3^14 + 734300536832*t0^14*t1^10*t2^14*t3^2 + 3835238023168*t0^14*t1^10*t2^10*t3^6 - 2847039029248*t0^14*t1^10*t2^6*t3^10 + 1743823831040*t0^14*t1^10*t2^2*t3^14 - 657132617728*t0^14*t1^9*t2^15*t3^2 + 6312314798080*t0^14*t1^9*t2^11*t3^6 - 10101058437120*t0^14*t1^9*t2^7*t3^10 + 1655609229312*t0^14*t1^9*t2^3*t3^14 + 346726203392*t0^14*t1^8*t2^16*t3^2 + 320695959552*t0^14*t1^8*t2^12*t3^6 - 20777006006272*t0^14*t1^8*t2^8*t3^10 + 2958561378304*t0^14*t1^8*t2^4*t3^14 - 282259881984*t0^14*t1^8*t3^18 + 133851774976*t0^14*t1^7*t2^17*t3^2 + 584227749888*t0^14*t1^7*t2^13*t3^6 - 10101058437120*t0^14*t1^7*t2^9*t3^10 + 9179888615424*t0^14*t1^7*t2^5*t3^14 - 321048805376*t0^14*t1^7*t2*t3^18 + 38173310976*t0^14*t1^6*t2^18*t3^2 + 3492689215488*t0^14*t1^6*t2^14*t3^6 - 2847039029248*t0^14*t1^6*t2^10*t3^10 + 16111361851392*t0^14*t1^6*t2^6*t3^14 - 158645354496*t0^14*t1^6*t2^2*t3^18 + 59140341760*t0^14*t1^5*t2^19*t3^2 - 1127220248576*t0^14*t1^5*t2^15*t3^6 - 4791438671872*t0^14*t1^5*t2^11*t3^10 + 9179888615424*t0^14*t1^5*t2^7*t3^14 - 2437393940480*t0^14*t1^5*t2^3*t3^18 - 75495178240*t0^14*t1^4*t2^20*t3^2 + 94125162496*t0^14*t1^4*t2^16*t3^6 - 2464608681984*t0^14*t1^4*t2^12*t3^10 + 2958561378304*t0^14*t1^4*t2^8*t3^14 - 4251749187584*t0^14*t1^4*t2^4*t3^18 + 75161927680*t0^14*t1^4*t3^22 + 37215666176*t0^14*t1^3*t2^21*t3^2 + 57260376064*t0^14*t1^3*t2^17*t3^6 - 1752883527680*t0^14*t1^3*t2^13*t3^10 + 1655609229312*t0^14*t1^3*t2^9*t3^14 - 2437393940480*t0^14*t1^3*t2^5*t3^18 + 258771779584*t0^14*t1^3*t2*t3^22 - 4991713280*t0^14*t1^2*t2^22*t3^2 + 3196059648*t0^14*t1^2*t2^18*t3^6 + 881286184960*t0^14*t1^2*t2^14*t3^10 + 1743823831040*t0^14*t1^2*t2^10*t3^14 - 158645354496*t0^14*t1^2*t2^6*t3^18 + 472446402560*t0^14*t1^2*t2^2*t3^22 + 426246144*t0^14*t1*t2^23*t3^2 - 9049473024*t0^14*t1*t2^19*t3^6 - 193575518208*t0^14*t1*t2^15*t3^10 - 293500616704*t0^14*t1*t2^11*t3^14 - 321048805376*t0^14*t1*t2^7*t3^18 + 258771779584*t0^14*t1*t2^3*t3^22 - 9043968*t0^14*t2^24*t3^2 - 10792206336*t0^14*t2^20*t3^6 - 95946276864*t0^14*t2^16*t3^10 + 189112778752*t0^14*t2^12*t3^14 - 282259881984*t0^14*t2^8*t3^18 + 75161927680*t0^14*t2^4*t3^22 - 48318382080*t0^14*t3^26 + 4096*t0^12*t1^27*t2 + 3604480*t0^12*t1^26*t2^2 + 97447936*t0^12*t1^25*t2^3 - 1997422592*t0^12*t1^24*t2^4 - 23896064*t0^12*t1^24*t3^4 + 12247678976*t0^12*t1^23*t2^5 - 6569656320*t0^12*t1^23*t2*t3^4 - 23927422976*t0^12*t1^22*t2^6 + 21708308480*t0^12*t1^22*t2^2*t3^4 - 24895864832*t0^12*t1^21*t2^7 - 90391904256*t0^12*t1^21*t2^3*t3^4 + 112652632064*t0^12*t1^20*t2^8 + 239627714560*t0^12*t1^20*t2^4*t3^4 + 37017878528*t0^12*t1^20*t3^8 - 64123219968*t0^12*t1^19*t2^9 - 637232414720*t0^12*t1^19*t2^5*t3^4 - 180326629376*t0^12*t1^19*t2*t3^8 - 100290592768*t0^12*t1^18*t2^10 - 72140947456*t0^12*t1^18*t2^6*t3^4 + 174388936704*t0^12*t1^18*t2^2*t3^8 + 211900674048*t0^12*t1^17*t2^11 + 770780364800*t0^12*t1^17*t2^7*t3^4 + 764219097088*t0^12*t1^17*t2^3*t3^8 - 224090161152*t0^12*t1^16*t2^12 - 2795841347584*t0^12*t1^16*t2^8*t3^4 - 965175410688*t0^12*t1^16*t2^4*t3^8 - 80314630144*t0^12*t1^16*t3^12 - 264075739136*t0^12*t1^15*t2^13 - 1419062149120*t0^12*t1^15*t2^9*t3^4 + 1941487222784*t0^12*t1^15*t2^5*t3^8 - 173694517248*t0^12*t1^15*t2*t3^12 + 217600688128*t0^12*t1^14*t2^14 - 1807501426688*t0^12*t1^14*t2^10*t3^4 + 1076714536960*t0^12*t1^14*t2^6*t3^8 - 620962512896*t0^12*t1^14*t2^2*t3^12 - 264075739136*t0^12*t1^13*t2^15 - 4213866627072*t0^12*t1^13*t2^11*t3^4 + 7785601826816*t0^12*t1^13*t2^7*t3^8 + 1758218682368*t0^12*t1^13*t2^3*t3^12 - 224090161152*t0^12*t1^12*t2^16 - 2364341583872*t0^12*t1^12*t2^12*t3^4 + 5041494687744*t0^12*t1^12*t2^8*t3^8 - 5451739561984*t0^12*t1^12*t2^4*t3^12 + 67477962752*t0^12*t1^12*t3^16 + 211900674048*t0^12*t1^11*t2^17 - 4213866627072*t0^12*t1^11*t2^13*t3^4 + 5941711601664*t0^12*t1^11*t2^9*t3^8 - 3024529391616*t0^12*t1^11*t2^5*t3^12 + 528314531840*t0^12*t1^11*t2*t3^16 - 100290592768*t0^12*t1^10*t2^18 - 1807501426688*t0^12*t1^10*t2^14*t3^4 + 21776504979456*t0^12*t1^10*t2^10*t3^8 - 969920217088*t0^12*t1^10*t2^6*t3^12 + 590356676608*t0^12*t1^10*t2^2*t3^16 - 64123219968*t0^12*t1^9*t2^19 - 1419062149120*t0^12*t1^9*t2^15*t3^4 + 5941711601664*t0^12*t1^9*t2^11*t3^8 - 12717280722944*t0^12*t1^9*t2^7*t3^12 + 1177324355584*t0^12*t1^9*t2^3*t3^16 + 112652632064*t0^12*t1^8*t2^20 - 2795841347584*t0^12*t1^8*t2^16*t3^4 + 5041494687744*t0^12*t1^8*t2^12*t3^8 - 21765279449088*t0^12*t1^8*t2^8*t3^12 + 821446049792*t0^12*t1^8*t2^4*t3^16 - 52546240512*t0^12*t1^8*t3^20 - 24895864832*t0^12*t1^7*t2^21 + 770780364800*t0^12*t1^7*t2^17*t3^4 + 7785601826816*t0^12*t1^7*t2^13*t3^8 - 12717280722944*t0^12*t1^7*t2^9*t3^12 + 5363608846336*t0^12*t1^7*t2^5*t3^16 - 141197049856*t0^12*t1^7*t2*t3^20 - 23927422976*t0^12*t1^6*t2^22 - 72140947456*t0^12*t1^6*t2^18*t3^4 + 1076714536960*t0^12*t1^6*t2^14*t3^8 - 969920217088*t0^12*t1^6*t2^10*t3^12 + 8980910833664*t0^12*t1^6*t2^6*t3^16 - 91268055040*t0^12*t1^6*t2^2*t3^20 + 12247678976*t0^12*t1^5*t2^23 - 637232414720*t0^12*t1^5*t2^19*t3^4 + 1941487222784*t0^12*t1^5*t2^15*t3^8 - 3024529391616*t0^12*t1^5*t2^11*t3^12 + 5363608846336*t0^12*t1^5*t2^7*t3^16 - 922344226816*t0^12*t1^5*t2^3*t3^20 - 1997422592*t0^12*t1^4*t2^24 + 239627714560*t0^12*t1^4*t2^20*t3^4 - 965175410688*t0^12*t1^4*t2^16*t3^8 - 5451739561984*t0^12*t1^4*t2^12*t3^12 + 821446049792*t0^12*t1^4*t2^8*t3^16 - 1798651772928*t0^12*t1^4*t2^4*t3^20 + 21474836480*t0^12*t1^4*t3^24 + 97447936*t0^12*t1^3*t2^25 - 90391904256*t0^12*t1^3*t2^21*t3^4 + 764219097088*t0^12*t1^3*t2^17*t3^8 + 1758218682368*t0^12*t1^3*t2^13*t3^12 + 1177324355584*t0^12*t1^3*t2^9*t3^16 - 922344226816*t0^12*t1^3*t2^5*t3^20 + 77577846784*t0^12*t1^3*t2*t3^24 + 3604480*t0^12*t1^2*t2^26 + 21708308480*t0^12*t1^2*t2^22*t3^4 + 174388936704*t0^12*t1^2*t2^18*t3^8 - 620962512896*t0^12*t1^2*t2^14*t3^12 + 590356676608*t0^12*t1^2*t2^10*t3^16 - 91268055040*t0^12*t1^2*t2^6*t3^20 + 163745628160*t0^12*t1^2*t2^2*t3^24 + 4096*t0^12*t1*t2^27 - 6569656320*t0^12*t1*t2^23*t3^4 - 180326629376*t0^12*t1*t2^19*t3^8 - 173694517248*t0^12*t1*t2^15*t3^12 + 528314531840*t0^12*t1*t2^11*t3^16 - 141197049856*t0^12*t1*t2^7*t3^20 + 77577846784*t0^12*t1*t2^3*t3^24 - 23896064*t0^12*t2^24*t3^4 + 37017878528*t0^12*t2^20*t3^8 - 80314630144*t0^12*t2^16*t3^12 + 67477962752*t0^12*t2^12*t3^16 - 52546240512*t0^12*t2^8*t3^20 + 21474836480*t0^12*t2^4*t3^24 - 10737418240*t0^12*t3^28 + 3080192*t0^10*t1^28*t3^2 - 123113472*t0^10*t1^27*t2*t3^2 + 1542971392*t0^10*t1^26*t2^2*t3^2 - 13903237120*t0^10*t1^25*t2^3*t3^2 + 58545274880*t0^10*t1^24*t2^4*t3^2 + 2999549952*t0^10*t1^24*t3^6 - 35096207360*t0^10*t1^23*t2^5*t3^2 - 4768137216*t0^10*t1^23*t2*t3^6 - 186270302208*t0^10*t1^22*t2^6*t3^2 - 91681357824*t0^10*t1^22*t2^2*t3^6 + 169617022976*t0^10*t1^21*t2^7*t3^2 + 378209959936*t0^10*t1^21*t2^3*t3^6 - 133048041472*t0^10*t1^20*t2^8*t3^2 - 482645114880*t0^10*t1^20*t2^4*t3^6 + 24799346688*t0^10*t1^20*t3^10 - 232822042624*t0^10*t1^19*t2^9*t3^2 + 376282677248*t0^10*t1^19*t2^5*t3^6 + 166089195520*t0^10*t1^19*t2*t3^10 + 580190085120*t0^10*t1^18*t2^10*t3^2 + 283647115264*t0^10*t1^18*t2^6*t3^6 - 444935962624*t0^10*t1^18*t2^2*t3^10 + 127969628160*t0^10*t1^17*t2^11*t3^2 - 1582325039104*t0^10*t1^17*t2^7*t3^6 + 505444040704*t0^10*t1^17*t2^3*t3^10 + 301159874560*t0^10*t1^16*t2^12*t3^2 - 433577099264*t0^10*t1^16*t2^8*t3^6 + 2322428592128*t0^10*t1^16*t2^4*t3^10 - 95946276864*t0^10*t1^16*t3^14 + 757452062720*t0^10*t1^15*t2^13*t3^2 - 6672685727744*t0^10*t1^15*t2^9*t3^6 - 3374739095552*t0^10*t1^15*t2^5*t3^10 - 193575518208*t0^10*t1^15*t2*t3^14 + 301942341632*t0^10*t1^14*t2^14*t3^2 - 4825690210304*t0^10*t1^14*t2^10*t3^6 + 7984889462784*t0^10*t1^14*t2^6*t3^10 + 881286184960*t0^10*t1^14*t2^2*t3^14 + 757452062720*t0^10*t1^13*t2^15*t3^2 - 4537802031104*t0^10*t1^13*t2^11*t3^6 + 8629002436608*t0^10*t1^13*t2^7*t3^10 - 1752883527680*t0^10*t1^13*t2^3*t3^14 + 301159874560*t0^10*t1^12*t2^16*t3^2 - 12992282361856*t0^10*t1^12*t2^12*t3^6 + 5086186045440*t0^10*t1^12*t2^8*t3^10 - 2464608681984*t0^10*t1^12*t2^4*t3^14 + 61404610560*t0^10*t1^12*t3^18 + 127969628160*t0^10*t1^11*t2^17*t3^2 - 4537802031104*t0^10*t1^11*t2^13*t3^6 + 18346137354240*t0^10*t1^11*t2^9*t3^10 - 4791438671872*t0^10*t1^11*t2^5*t3^14 + 253805723648*t0^10*t1^11*t2*t3^18 + 580190085120*t0^10*t1^10*t2^18*t3^2 - 4825690210304*t0^10*t1^10*t2^14*t3^6 + 18597132894208*t0^10*t1^10*t2^10*t3^10 - 2847039029248*t0^10*t1^10*t2^6*t3^14 + 132070244352*t0^10*t1^10*t2^2*t3^18 - 232822042624*t0^10*t1^9*t2^19*t3^2 - 6672685727744*t0^10*t1^9*t2^15*t3^6 + 18346137354240*t0^10*t1^9*t2^11*t3^10 - 10101058437120*t0^10*t1^9*t2^7*t3^14 + 227834593280*t0^10*t1^9*t2^3*t3^18 - 133048041472*t0^10*t1^8*t2^20*t3^2 - 433577099264*t0^10*t1^8*t2^16*t3^6 + 5086186045440*t0^10*t1^8*t2^12*t3^10 - 20777006006272*t0^10*t1^8*t2^8*t3^14 + 991130812416*t0^10*t1^8*t2^4*t3^18 - 38252052480*t0^10*t1^8*t3^22 + 169617022976*t0^10*t1^7*t2^21*t3^2 - 1582325039104*t0^10*t1^7*t2^17*t3^6 + 8629002436608*t0^10*t1^7*t2^13*t3^10 - 10101058437120*t0^10*t1^7*t2^9*t3^14 + 3207736590336*t0^10*t1^7*t2^5*t3^18 - 62277025792*t0^10*t1^7*t2*t3^22 - 186270302208*t0^10*t1^6*t2^22*t3^2 + 283647115264*t0^10*t1^6*t2^18*t3^6 + 7984889462784*t0^10*t1^6*t2^14*t3^10 - 2847039029248*t0^10*t1^6*t2^10*t3^14 + 3325915299840*t0^10*t1^6*t2^6*t3^18 - 114487721984*t0^10*t1^6*t2^2*t3^22 - 35096207360*t0^10*t1^5*t2^23*t3^2 + 376282677248*t0^10*t1^5*t2^19*t3^6 - 3374739095552*t0^10*t1^5*t2^15*t3^10 - 4791438671872*t0^10*t1^5*t2^11*t3^14 + 3207736590336*t0^10*t1^5*t2^7*t3^18 - 245350006784*t0^10*t1^5*t2^3*t3^22 + 58545274880*t0^10*t1^4*t2^24*t3^2 - 482645114880*t0^10*t1^4*t2^20*t3^6 + 2322428592128*t0^10*t1^4*t2^16*t3^10 - 2464608681984*t0^10*t1^4*t2^12*t3^14 + 991130812416*t0^10*t1^4*t2^8*t3^18 - 748934922240*t0^10*t1^4*t2^4*t3^22 + 2684354560*t0^10*t1^4*t3^26 - 13903237120*t0^10*t1^3*t2^25*t3^2 + 378209959936*t0^10*t1^3*t2^21*t3^6 + 505444040704*t0^10*t1^3*t2^17*t3^10 - 1752883527680*t0^10*t1^3*t2^13*t3^14 + 227834593280*t0^10*t1^3*t2^9*t3^18 - 245350006784*t0^10*t1^3*t2^5*t3^22 + 29527900160*t0^10*t1^3*t2*t3^26 + 1542971392*t0^10*t1^2*t2^26*t3^2 - 91681357824*t0^10*t1^2*t2^22*t3^6 - 444935962624*t0^10*t1^2*t2^18*t3^10 + 881286184960*t0^10*t1^2*t2^14*t3^14 + 132070244352*t0^10*t1^2*t2^10*t3^18 - 114487721984*t0^10*t1^2*t2^6*t3^22 + 32212254720*t0^10*t1^2*t2^2*t3^26 - 123113472*t0^10*t1*t2^27*t3^2 - 4768137216*t0^10*t1*t2^23*t3^6 + 166089195520*t0^10*t1*t2^19*t3^10 - 193575518208*t0^10*t1*t2^15*t3^14 + 253805723648*t0^10*t1*t2^11*t3^18 - 62277025792*t0^10*t1*t2^7*t3^22 + 29527900160*t0^10*t1*t2^3*t3^26 + 3080192*t0^10*t2^28*t3^2 + 2999549952*t0^10*t2^24*t3^6 + 24799346688*t0^10*t2^20*t3^10 - 95946276864*t0^10*t2^16*t3^14 + 61404610560*t0^10*t2^12*t3^18 - 38252052480*t0^10*t2^8*t3^22 + 2684354560*t0^10*t2^4*t3^26 - 1073741824*t0^10*t3^30 - 6144*t0^8*t1^31*t2 - 936448*t0^8*t1^30*t2^2 + 4120576*t0^8*t1^29*t2^3 + 52771840*t0^8*t1^28*t2^4 - 118710272*t0^8*t1^28*t3^4 + 26644480*t0^8*t1^27*t2^5 + 2905337856*t0^8*t1^27*t2*t3^4 - 912690688*t0^8*t1^26*t2^6 - 26830880768*t0^8*t1^26*t2^2*t3^4 - 3673749504*t0^8*t1^25*t2^7 + 66349109248*t0^8*t1^25*t2^3*t3^4 - 5704280064*t0^8*t1^24*t2^8 - 20006100992*t0^8*t1^24*t2^4*t3^4 - 12976635904*t0^8*t1^24*t3^8 - 137807872*t0^8*t1^23*t2^9 - 100140498944*t0^8*t1^23*t2^5*t3^4 + 69005869056*t0^8*t1^23*t2*t3^8 + 15672501760*t0^8*t1^22*t2^10 + 333247283200*t0^8*t1^22*t2^6*t3^4 + 151039574016*t0^8*t1^22*t2^2*t3^8 + 33771311104*t0^8*t1^21*t2^11 + 93827547136*t0^8*t1^21*t2^7*t3^4 - 681446342656*t0^8*t1^21*t2^3*t3^8 + 45026804736*t0^8*t1^20*t2^12 + 565404688384*t0^8*t1^20*t2^8*t3^4 + 662531375104*t0^8*t1^20*t2^4*t3^8 + 37017878528*t0^8*t1^20*t3^12 + 47433531392*t0^8*t1^19*t2^13 + 1500298391552*t0^8*t1^19*t2^9*t3^4 - 907710693376*t0^8*t1^19*t2^5*t3^8 - 180326629376*t0^8*t1^19*t2*t3^12 + 40180216320*t0^8*t1^18*t2^14 + 1903345057792*t0^8*t1^18*t2^10*t3^4 - 1901400358912*t0^8*t1^18*t2^6*t3^8 + 174388936704*t0^8*t1^18*t2^2*t3^12 + 25655171072*t0^8*t1^17*t2^15 + 4069841457152*t0^8*t1^17*t2^11*t3^4 + 187618164736*t0^8*t1^17*t2^7*t3^8 + 764219097088*t0^8*t1^17*t2^3*t3^12 + 17529655296*t0^8*t1^16*t2^16 + 4424186028032*t0^8*t1^16*t2^12*t3^4 - 7680879247360*t0^8*t1^16*t2^8*t3^8 - 965175410688*t0^8*t1^16*t2^4*t3^12 - 49969889280*t0^8*t1^16*t3^16 + 25655171072*t0^8*t1^15*t2^17 + 4803689185280*t0^8*t1^15*t2^13*t3^4 - 7608274255872*t0^8*t1^15*t2^9*t3^8 + 1941487222784*t0^8*t1^15*t2^5*t3^12 + 58653147136*t0^8*t1^15*t2*t3^16 + 40180216320*t0^8*t1^14*t2^18 + 6515086327808*t0^8*t1^14*t2^14*t3^4 - 8554733764608*t0^8*t1^14*t2^10*t3^8 + 1076714536960*t0^8*t1^14*t2^6*t3^12 + 35987128320*t0^8*t1^14*t2^2*t3^16 + 47433531392*t0^8*t1^13*t2^19 + 4803689185280*t0^8*t1^13*t2^15*t3^4 - 14816804339712*t0^8*t1^13*t2^11*t3^8 + 7785601826816*t0^8*t1^13*t2^7*t3^12 - 314673463296*t0^8*t1^13*t2^3*t3^16 + 45026804736*t0^8*t1^12*t2^20 + 4424186028032*t0^8*t1^12*t2^16*t3^4 - 12842385080320*t0^8*t1^12*t2^12*t3^8 + 5041494687744*t0^8*t1^12*t2^8*t3^12 - 1783808131072*t0^8*t1^12*t2^4*t3^16 + 25669140480*t0^8*t1^12*t3^20 + 33771311104*t0^8*t1^11*t2^21 + 4069841457152*t0^8*t1^11*t2^17*t3^4 - 14816804339712*t0^8*t1^11*t2^13*t3^8 + 5941711601664*t0^8*t1^11*t2^9*t3^12 + 755679363072*t0^8*t1^11*t2^5*t3^16 - 14579400704*t0^8*t1^11*t2*t3^20 + 15672501760*t0^8*t1^10*t2^22 + 1903345057792*t0^8*t1^10*t2^18*t3^4 - 8554733764608*t0^8*t1^10*t2^14*t3^8 + 21776504979456*t0^8*t1^10*t2^10*t3^12 + 670803427328*t0^8*t1^10*t2^6*t3^16 - 26105348096*t0^8*t1^10*t2^2*t3^20 - 137807872*t0^8*t1^9*t2^23 + 1500298391552*t0^8*t1^9*t2^19*t3^4 - 7608274255872*t0^8*t1^9*t2^15*t3^8 + 5941711601664*t0^8*t1^9*t2^11*t3^12 - 4614774587392*t0^8*t1^9*t2^7*t3^16 - 116215775232*t0^8*t1^9*t2^3*t3^20 - 5704280064*t0^8*t1^8*t2^24 + 565404688384*t0^8*t1^8*t2^20*t3^4 - 7680879247360*t0^8*t1^8*t2^16*t3^8 + 5041494687744*t0^8*t1^8*t2^12*t3^12 - 3777232896000*t0^8*t1^8*t2^8*t3^16 + 601597411328*t0^8*t1^8*t2^4*t3^20 - 12431917056*t0^8*t1^8*t3^24 - 3673749504*t0^8*t1^7*t2^25 + 93827547136*t0^8*t1^7*t2^21*t3^4 + 187618164736*t0^8*t1^7*t2^17*t3^8 + 7785601826816*t0^8*t1^7*t2^13*t3^12 - 4614774587392*t0^8*t1^7*t2^9*t3^16 + 187435057152*t0^8*t1^7*t2^5*t3^20 - 24830279680*t0^8*t1^7*t2*t3^24 - 912690688*t0^8*t1^6*t2^26 + 333247283200*t0^8*t1^6*t2^22*t3^4 - 1901400358912*t0^8*t1^6*t2^18*t3^8 + 1076714536960*t0^8*t1^6*t2^14*t3^12 + 670803427328*t0^8*t1^6*t2^10*t3^16 + 1109980610560*t0^8*t1^6*t2^6*t3^20 + 46238007296*t0^8*t1^6*t2^2*t3^24 + 26644480*t0^8*t1^5*t2^27 - 100140498944*t0^8*t1^5*t2^23*t3^4 - 907710693376*t0^8*t1^5*t2^19*t3^8 + 1941487222784*t0^8*t1^5*t2^15*t3^12 + 755679363072*t0^8*t1^5*t2^11*t3^16 + 187435057152*t0^8*t1^5*t2^7*t3^20 - 92207579136*t0^8*t1^5*t2^3*t3^24 + 52771840*t0^8*t1^4*t2^28 - 20006100992*t0^8*t1^4*t2^24*t3^4 + 662531375104*t0^8*t1^4*t2^20*t3^8 - 965175410688*t0^8*t1^4*t2^16*t3^12 - 1783808131072*t0^8*t1^4*t2^12*t3^16 + 601597411328*t0^8*t1^4*t2^8*t3^20 - 159953977344*t0^8*t1^4*t2^4*t3^24 + 4120576*t0^8*t1^3*t2^29 + 66349109248*t0^8*t1^3*t2^25*t3^4 - 681446342656*t0^8*t1^3*t2^21*t3^8 + 764219097088*t0^8*t1^3*t2^17*t3^12 - 314673463296*t0^8*t1^3*t2^13*t3^16 - 116215775232*t0^8*t1^3*t2^9*t3^20 - 92207579136*t0^8*t1^3*t2^5*t3^24 + 9932111872*t0^8*t1^3*t2*t3^28 - 936448*t0^8*t1^2*t2^30 - 26830880768*t0^8*t1^2*t2^26*t3^4 + 151039574016*t0^8*t1^2*t2^22*t3^8 + 174388936704*t0^8*t1^2*t2^18*t3^12 + 35987128320*t0^8*t1^2*t2^14*t3^16 - 26105348096*t0^8*t1^2*t2^10*t3^20 + 46238007296*t0^8*t1^2*t2^6*t3^24 + 2684354560*t0^8*t1^2*t2^2*t3^28 - 6144*t0^8*t1*t2^31 + 2905337856*t0^8*t1*t2^27*t3^4 + 69005869056*t0^8*t1*t2^23*t3^8 - 180326629376*t0^8*t1*t2^19*t3^12 + 58653147136*t0^8*t1*t2^15*t3^16 - 14579400704*t0^8*t1*t2^11*t3^20 - 24830279680*t0^8*t1*t2^7*t3^24 + 9932111872*t0^8*t1*t2^3*t3^28 - 118710272*t0^8*t2^28*t3^4 - 12976635904*t0^8*t2^24*t3^8 + 37017878528*t0^8*t2^20*t3^12 - 49969889280*t0^8*t2^16*t3^16 + 25669140480*t0^8*t2^12*t3^20 - 12431917056*t0^8*t2^8*t3^24 - 336192*t0^6*t1^32*t3^2 + 10653696*t0^6*t1^31*t2*t3^2 - 37155840*t0^6*t1^30*t2^2*t3^2 - 587739136*t0^6*t1^29*t2^3*t3^2 - 850126336*t0^6*t1^28*t2^4*t3^2 + 522207232*t0^6*t1^28*t3^6 + 5675216896*t0^6*t1^27*t2^5*t3^2 - 8583176192*t0^6*t1^27*t2*t3^6 + 24496038912*t0^6*t1^26*t2^6*t3^2 + 49212997632*t0^6*t1^26*t2^2*t3^6 + 35129208832*t0^6*t1^25*t2^7*t3^2 - 74145652736*t0^6*t1^25*t2^3*t3^6 - 4986405632*t0^6*t1^24*t2^8*t3^2 - 103126614016*t0^6*t1^24*t2^4*t3^6 + 2999549952*t0^6*t1^24*t3^10 - 110784212992*t0^6*t1^23*t2^9*t3^2 - 3955539968*t0^6*t1^23*t2^5*t3^6 - 4768137216*t0^6*t1^23*t2*t3^10 - 274227524608*t0^6*t1^22*t2^10*t3^2 - 249646579712*t0^6*t1^22*t2^6*t3^6 - 91681357824*t0^6*t1^22*t2^2*t3^10 - 518397341696*t0^6*t1^21*t2^11*t3^2 + 389079580672*t0^6*t1^21*t2^7*t3^6 + 378209959936*t0^6*t1^21*t2^3*t3^10 - 846560020992*t0^6*t1^20*t2^12*t3^2 + 346070466560*t0^6*t1^20*t2^8*t3^6 - 482645114880*t0^6*t1^20*t2^4*t3^10 - 10792206336*t0^6*t1^20*t3^14 - 1185186123776*t0^6*t1^19*t2^13*t3^2 + 752583368704*t0^6*t1^19*t2^9*t3^6 + 376282677248*t0^6*t1^19*t2^5*t3^10 - 9049473024*t0^6*t1^19*t2*t3^14 - 1483471911936*t0^6*t1^18*t2^14*t3^2 + 3170341830656*t0^6*t1^18*t2^10*t3^6 + 283647115264*t0^6*t1^18*t2^6*t3^10 + 3196059648*t0^6*t1^18*t2^2*t3^14 - 1730552975360*t0^6*t1^17*t2^15*t3^2 + 3343271518208*t0^6*t1^17*t2^11*t3^6 - 1582325039104*t0^6*t1^17*t2^7*t3^10 + 57260376064*t0^6*t1^17*t2^3*t3^14 - 1838111741824*t0^6*t1^16*t2^16*t3^2 + 4892106866688*t0^6*t1^16*t2^12*t3^6 - 433577099264*t0^6*t1^16*t2^8*t3^10 + 94125162496*t0^6*t1^16*t2^4*t3^14 + 2727870464*t0^6*t1^16*t3^18 - 1730552975360*t0^6*t1^15*t2^17*t3^2 + 6425067487232*t0^6*t1^15*t2^13*t3^6 - 6672685727744*t0^6*t1^15*t2^9*t3^10 - 1127220248576*t0^6*t1^15*t2^5*t3^14 + 26407337984*t0^6*t1^15*t2*t3^18 - 1483471911936*t0^6*t1^14*t2^18*t3^2 + 5435672821760*t0^6*t1^14*t2^14*t3^6 - 4825690210304*t0^6*t1^14*t2^10*t3^10 + 3492689215488*t0^6*t1^14*t2^6*t3^14 + 50964987904*t0^6*t1^14*t2^2*t3^18 - 1185186123776*t0^6*t1^13*t2^19*t3^2 + 6425067487232*t0^6*t1^13*t2^15*t3^6 - 4537802031104*t0^6*t1^13*t2^11*t3^10 + 584227749888*t0^6*t1^13*t2^7*t3^14 - 225301233664*t0^6*t1^13*t2^3*t3^18 - 846560020992*t0^6*t1^12*t2^20*t3^2 + 4892106866688*t0^6*t1^12*t2^16*t3^6 - 12992282361856*t0^6*t1^12*t2^12*t3^10 + 320695959552*t0^6*t1^12*t2^8*t3^14 - 184358535168*t0^6*t1^12*t2^4*t3^18 + 6710886400*t0^6*t1^12*t3^22 - 518397341696*t0^6*t1^11*t2^21*t3^2 + 3343271518208*t0^6*t1^11*t2^17*t3^6 - 4537802031104*t0^6*t1^11*t2^13*t3^10 + 6312314798080*t0^6*t1^11*t2^9*t3^14 + 293148295168*t0^6*t1^11*t2^5*t3^18 - 10217324544*t0^6*t1^11*t2*t3^22 - 274227524608*t0^6*t1^10*t2^22*t3^2 + 3170341830656*t0^6*t1^10*t2^18*t3^6 - 4825690210304*t0^6*t1^10*t2^14*t3^10 + 3835238023168*t0^6*t1^10*t2^10*t3^14 - 698380976128*t0^6*t1^10*t2^6*t3^18 - 26071793664*t0^6*t1^10*t2^2*t3^22 - 110784212992*t0^6*t1^9*t2^23*t3^2 + 752583368704*t0^6*t1^9*t2^19*t3^6 - 6672685727744*t0^6*t1^9*t2^15*t3^10 + 6312314798080*t0^6*t1^9*t2^11*t3^14 - 487512342528*t0^6*t1^9*t2^7*t3^18 + 163594633216*t0^6*t1^9*t2^3*t3^22 - 4986405632*t0^6*t1^8*t2^24*t3^2 + 346070466560*t0^6*t1^8*t2^20*t3^6 - 433577099264*t0^6*t1^8*t2^16*t3^10 + 320695959552*t0^6*t1^8*t2^12*t3^14 - 2701835370496*t0^6*t1^8*t2^8*t3^18 - 16106127360*t0^6*t1^8*t2^4*t3^22 - 2684354560*t0^6*t1^8*t3^26 + 35129208832*t0^6*t1^7*t2^25*t3^2 + 389079580672*t0^6*t1^7*t2^21*t3^6 - 1582325039104*t0^6*t1^7*t2^17*t3^10 + 584227749888*t0^6*t1^7*t2^13*t3^14 - 487512342528*t0^6*t1^7*t2^9*t3^18 + 240685940736*t0^6*t1^7*t2^5*t3^22 - 3221225472*t0^6*t1^7*t2*t3^26 + 24496038912*t0^6*t1^6*t2^26*t3^2 - 249646579712*t0^6*t1^6*t2^22*t3^6 + 283647115264*t0^6*t1^6*t2^18*t3^10 + 3492689215488*t0^6*t1^6*t2^14*t3^14 - 698380976128*t0^6*t1^6*t2^10*t3^18 + 103146323968*t0^6*t1^6*t2^6*t3^22 + 19730006016*t0^6*t1^6*t2^2*t3^26 + 5675216896*t0^6*t1^5*t2^27*t3^2 - 3955539968*t0^6*t1^5*t2^23*t3^6 + 376282677248*t0^6*t1^5*t2^19*t3^10 - 1127220248576*t0^6*t1^5*t2^15*t3^14 + 293148295168*t0^6*t1^5*t2^11*t3^18 + 240685940736*t0^6*t1^5*t2^7*t3^22 - 23085449216*t0^6*t1^5*t2^3*t3^26 - 850126336*t0^6*t1^4*t2^28*t3^2 - 103126614016*t0^6*t1^4*t2^24*t3^6 - 482645114880*t0^6*t1^4*t2^20*t3^10 + 94125162496*t0^6*t1^4*t2^16*t3^14 - 184358535168*t0^6*t1^4*t2^12*t3^18 - 16106127360*t0^6*t1^4*t2^8*t3^22 - 29796335616*t0^6*t1^4*t2^4*t3^26 - 587739136*t0^6*t1^3*t2^29*t3^2 - 74145652736*t0^6*t1^3*t2^25*t3^6 + 378209959936*t0^6*t1^3*t2^21*t3^10 + 57260376064*t0^6*t1^3*t2^17*t3^14 - 225301233664*t0^6*t1^3*t2^13*t3^18 + 163594633216*t0^6*t1^3*t2^9*t3^22 - 23085449216*t0^6*t1^3*t2^5*t3^26 + 1073741824*t0^6*t1^3*t2*t3^30 - 37155840*t0^6*t1^2*t2^30*t3^2 + 49212997632*t0^6*t1^2*t2^26*t3^6 - 91681357824*t0^6*t1^2*t2^22*t3^10 + 3196059648*t0^6*t1^2*t2^18*t3^14 + 50964987904*t0^6*t1^2*t2^14*t3^18 - 26071793664*t0^6*t1^2*t2^10*t3^22 + 19730006016*t0^6*t1^2*t2^6*t3^26 + 10653696*t0^6*t1*t2^31*t3^2 - 8583176192*t0^6*t1*t2^27*t3^6 - 4768137216*t0^6*t1*t2^23*t3^10 - 9049473024*t0^6*t1*t2^19*t3^14 + 26407337984*t0^6*t1*t2^15*t3^18 - 10217324544*t0^6*t1*t2^11*t3^22 - 3221225472*t0^6*t1*t2^7*t3^26 + 1073741824*t0^6*t1*t2^3*t3^30 - 336192*t0^6*t2^32*t3^2 + 522207232*t0^6*t2^28*t3^6 + 2999549952*t0^6*t2^24*t3^10 - 10792206336*t0^6*t2^20*t3^14 + 2727870464*t0^6*t2^16*t3^18 + 6710886400*t0^6*t2^12*t3^22 - 2684354560*t0^6*t2^8*t3^26 + 2128*t0^4*t1^35*t2 + 23200*t0^4*t1^34*t2^2 - 18608*t0^4*t1^33*t2^3 - 1880576*t0^4*t1^32*t2^4 - 3992192*t0^4*t1^32*t3^4 - 16622464*t0^4*t1^31*t2^5 + 40726528*t0^4*t1^31*t2*t3^4 - 81057024*t0^4*t1^30*t2^6 + 138628096*t0^4*t1^30*t2^2*t3^4 - 252347776*t0^4*t1^29*t2^7 - 1080901632*t0^4*t1^29*t2^3*t3^4 - 470619648*t0^4*t1^28*t2^8 - 5489017856*t0^4*t1^28*t2^4*t3^4 - 118710272*t0^4*t1^28*t3^8 - 154978880*t0^4*t1^27*t2^9 - 5551497216*t0^4*t1^27*t2^5*t3^4 + 2905337856*t0^4*t1^27*t2*t3^8 + 2355636608*t0^4*t1^26*t2^10 + 12374885376*t0^4*t1^26*t2^6*t3^4 - 26830880768*t0^4*t1^26*t2^2*t3^8 + 9918900160*t0^4*t1^25*t2^11 + 24735461376*t0^4*t1^25*t2^7*t3^4 + 66349109248*t0^4*t1^25*t2^3*t3^8 + 25563000320*t0^4*t1^24*t2^12 - 34077545984*t0^4*t1^24*t2^8*t3^4 - 20006100992*t0^4*t1^24*t2^4*t3^8 - 23896064*t0^4*t1^24*t3^12 + 50506218880*t0^4*t1^23*t2^13 - 185108115456*t0^4*t1^23*t2^9*t3^4 - 100140498944*t0^4*t1^23*t2^5*t3^8 - 6569656320*t0^4*t1^23*t2*t3^12 + 82630749440*t0^4*t1^22*t2^14 - 409444881408*t0^4*t1^22*t2^10*t3^4 + 333247283200*t0^4*t1^22*t2^6*t3^8 + 21708308480*t0^4*t1^22*t2^2*t3^12 + 116775011200*t0^4*t1^21*t2^15 - 760400027648*t0^4*t1^21*t2^11*t3^4 + 93827547136*t0^4*t1^21*t2^7*t3^8 - 90391904256*t0^4*t1^21*t2^3*t3^12 + 146638461440*t0^4*t1^20*t2^16 - 1273829465088*t0^4*t1^20*t2^12*t3^4 + 565404688384*t0^4*t1^20*t2^8*t3^8 + 239627714560*t0^4*t1^20*t2^4*t3^12 + 553648128*t0^4*t1^20*t3^16 + 166821219040*t0^4*t1^19*t2^17 - 1835916066816*t0^4*t1^19*t2^13*t3^4 + 1500298391552*t0^4*t1^19*t2^9*t3^8 - 637232414720*t0^4*t1^19*t2^5*t3^12 - 3589406720*t0^4*t1^19*t2*t3^16 + 173926139840*t0^4*t1^18*t2^18 - 2354794200064*t0^4*t1^18*t2^14*t3^4 + 1903345057792*t0^4*t1^18*t2^10*t3^8 - 72140947456*t0^4*t1^18*t2^6*t3^12 + 28732817408*t0^4*t1^18*t2^2*t3^16 + 166821219040*t0^4*t1^17*t2^19 - 2802997194752*t0^4*t1^17*t2^15*t3^4 + 4069841457152*t0^4*t1^17*t2^11*t3^8 + 770780364800*t0^4*t1^17*t2^7*t3^12 + 62240194560*t0^4*t1^17*t2^3*t3^16 + 146638461440*t0^4*t1^16*t2^20 - 3002304052992*t0^4*t1^16*t2^16*t3^4 + 4424186028032*t0^4*t1^16*t2^12*t3^8 - 2795841347584*t0^4*t1^16*t2^8*t3^12 - 229338251264*t0^4*t1^16*t2^4*t3^16 - 947912704*t0^4*t1^16*t3^20 + 116775011200*t0^4*t1^15*t2^21 - 2802997194752*t0^4*t1^15*t2^17*t3^4 + 4803689185280*t0^4*t1^15*t2^13*t3^8 - 1419062149120*t0^4*t1^15*t2^9*t3^12 + 529983340544*t0^4*t1^15*t2^5*t3^16 + 11953766400*t0^4*t1^15*t2*t3^20 + 82630749440*t0^4*t1^14*t2^22 - 2354794200064*t0^4*t1^14*t2^18*t3^4 + 6515086327808*t0^4*t1^14*t2^14*t3^8 - 1807501426688*t0^4*t1^14*t2^10*t3^12 - 1833959424*t0^4*t1^14*t2^6*t3^16 - 24475860992*t0^4*t1^14*t2^2*t3^20 + 50506218880*t0^4*t1^13*t2^23 - 1835916066816*t0^4*t1^13*t2^19*t3^4 + 4803689185280*t0^4*t1^13*t2^15*t3^8 - 4213866627072*t0^4*t1^13*t2^11*t3^12 + 411766882304*t0^4*t1^13*t2^7*t3^16 - 32497467392*t0^4*t1^13*t2^3*t3^20 + 25563000320*t0^4*t1^12*t2^24 - 1273829465088*t0^4*t1^12*t2^20*t3^4 + 4424186028032*t0^4*t1^12*t2^16*t3^8 - 2364341583872*t0^4*t1^12*t2^12*t3^12 - 570574241792*t0^4*t1^12*t2^8*t3^16 + 77774979072*t0^4*t1^12*t2^4*t3^20 + 805306368*t0^4*t1^12*t3^24 + 9918900160*t0^4*t1^11*t2^25 - 760400027648*t0^4*t1^11*t2^21*t3^4 + 4069841457152*t0^4*t1^11*t2^17*t3^8 - 4213866627072*t0^4*t1^11*t2^13*t3^12 - 556677201920*t0^4*t1^11*t2^9*t3^16 - 136633647104*t0^4*t1^11*t2^5*t3^20 - 4781506560*t0^4*t1^11*t2*t3^24 + 2355636608*t0^4*t1^10*t2^26 - 409444881408*t0^4*t1^10*t2^22*t3^4 + 1903345057792*t0^4*t1^10*t2^18*t3^8 - 1807501426688*t0^4*t1^10*t2^14*t3^12 + 2432367591424*t0^4*t1^10*t2^10*t3^16 + 168223047680*t0^4*t1^10*t2^6*t3^20 + 1610612736*t0^4*t1^10*t2^2*t3^24 - 154978880*t0^4*t1^9*t2^27 - 185108115456*t0^4*t1^9*t2^23*t3^4 + 1500298391552*t0^4*t1^9*t2^19*t3^8 - 1419062149120*t0^4*t1^9*t2^15*t3^12 - 556677201920*t0^4*t1^9*t2^11*t3^16 - 334059536384*t0^4*t1^9*t2^7*t3^20 + 23102226432*t0^4*t1^9*t2^3*t3^24 - 470619648*t0^4*t1^8*t2^28 - 34077545984*t0^4*t1^8*t2^24*t3^4 + 565404688384*t0^4*t1^8*t2^20*t3^8 - 2795841347584*t0^4*t1^8*t2^16*t3^12 - 570574241792*t0^4*t1^8*t2^12*t3^16 + 225645166592*t0^4*t1^8*t2^8*t3^20 + 3422552064*t0^4*t1^8*t2^4*t3^24 - 268435456*t0^4*t1^8*t3^28 - 252347776*t0^4*t1^7*t2^29 + 24735461376*t0^4*t1^7*t2^25*t3^4 + 93827547136*t0^4*t1^7*t2^21*t3^8 + 770780364800*t0^4*t1^7*t2^17*t3^12 + 411766882304*t0^4*t1^7*t2^13*t3^16 - 334059536384*t0^4*t1^7*t2^9*t3^20 + 2348810240*t0^4*t1^7*t2^5*t3^24 - 81057024*t0^4*t1^6*t2^30 + 12374885376*t0^4*t1^6*t2^26*t3^4 + 333247283200*t0^4*t1^6*t2^22*t3^8 - 72140947456*t0^4*t1^6*t2^18*t3^12 - 1833959424*t0^4*t1^6*t2^14*t3^16 + 168223047680*t0^4*t1^6*t2^10*t3^20 + 29662117888*t0^4*t1^6*t2^6*t3^24 + 805306368*t0^4*t1^6*t2^2*t3^28 - 16622464*t0^4*t1^5*t2^31 - 5551497216*t0^4*t1^5*t2^27*t3^4 - 100140498944*t0^4*t1^5*t2^23*t3^8 - 637232414720*t0^4*t1^5*t2^19*t3^12 + 529983340544*t0^4*t1^5*t2^15*t3^16 - 136633647104*t0^4*t1^5*t2^11*t3^20 + 2348810240*t0^4*t1^5*t2^7*t3^24 - 1610612736*t0^4*t1^5*t2^3*t3^28 - 1880576*t0^4*t1^4*t2^32 - 5489017856*t0^4*t1^4*t2^28*t3^4 - 20006100992*t0^4*t1^4*t2^24*t3^8 + 239627714560*t0^4*t1^4*t2^20*t3^12 - 229338251264*t0^4*t1^4*t2^16*t3^16 + 77774979072*t0^4*t1^4*t2^12*t3^20 + 3422552064*t0^4*t1^4*t2^8*t3^24 - 10737418240*t0^4*t1^4*t2^4*t3^28 - 18608*t0^4*t1^3*t2^33 - 1080901632*t0^4*t1^3*t2^29*t3^4 + 66349109248*t0^4*t1^3*t2^25*t3^8 - 90391904256*t0^4*t1^3*t2^21*t3^12 + 62240194560*t0^4*t1^3*t2^17*t3^16 - 32497467392*t0^4*t1^3*t2^13*t3^20 + 23102226432*t0^4*t1^3*t2^9*t3^24 - 1610612736*t0^4*t1^3*t2^5*t3^28 + 23200*t0^4*t1^2*t2^34 + 138628096*t0^4*t1^2*t2^30*t3^4 - 26830880768*t0^4*t1^2*t2^26*t3^8 + 21708308480*t0^4*t1^2*t2^22*t3^12 + 28732817408*t0^4*t1^2*t2^18*t3^16 - 24475860992*t0^4*t1^2*t2^14*t3^20 + 1610612736*t0^4*t1^2*t2^10*t3^24 + 805306368*t0^4*t1^2*t2^6*t3^28 + 2128*t0^4*t1*t2^35 + 40726528*t0^4*t1*t2^31*t3^4 + 2905337856*t0^4*t1*t2^27*t3^8 - 6569656320*t0^4*t1*t2^23*t3^12 - 3589406720*t0^4*t1*t2^19*t3^16 + 11953766400*t0^4*t1*t2^15*t3^20 - 4781506560*t0^4*t1*t2^11*t3^24 - 3992192*t0^4*t2^32*t3^4 - 118710272*t0^4*t2^28*t3^8 - 23896064*t0^4*t2^24*t3^12 + 553648128*t0^4*t2^20*t3^16 - 947912704*t0^4*t2^16*t3^20 + 805306368*t0^4*t2^12*t3^24 - 268435456*t0^4*t2^8*t3^28 + 4256*t0^2*t1^36*t3^2 + 50656*t0^2*t1^35*t2*t3^2 + 13440*t0^2*t1^34*t2^2*t3^2 - 3751968*t0^2*t1^33*t2^3*t3^2 - 37043296*t0^2*t1^32*t2^4*t3^2 - 336192*t0^2*t1^32*t3^6 - 199120128*t0^2*t1^31*t2^5*t3^2 + 10653696*t0^2*t1^31*t2*t3^6 - 700054528*t0^2*t1^30*t2^6*t3^2 - 37155840*t0^2*t1^30*t2^2*t3^6 - 1608048896*t0^2*t1^29*t2^7*t3^2 - 587739136*t0^2*t1^29*t2^3*t3^6 - 1755892608*t0^2*t1^28*t2^8*t3^2 - 850126336*t0^2*t1^28*t2^4*t3^6 + 3080192*t0^2*t1^28*t3^10 + 3460076160*t0^2*t1^27*t2^9*t3^2 + 5675216896*t0^2*t1^27*t2^5*t3^6 - 123113472*t0^2*t1^27*t2*t3^10 + 24239115776*t0^2*t1^26*t2^10*t3^2 + 24496038912*t0^2*t1^26*t2^6*t3^6 + 1542971392*t0^2*t1^26*t2^2*t3^10 + 75675074176*t0^2*t1^25*t2^11*t3^2 + 35129208832*t0^2*t1^25*t2^7*t3^6 - 13903237120*t0^2*t1^25*t2^3*t3^10 + 171976238720*t0^2*t1^24*t2^12*t3^2 - 4986405632*t0^2*t1^24*t2^8*t3^6 + 58545274880*t0^2*t1^24*t2^4*t3^10 - 9043968*t0^2*t1^24*t3^14 + 317399937280*t0^2*t1^23*t2^13*t3^2 - 110784212992*t0^2*t1^23*t2^9*t3^6 - 35096207360*t0^2*t1^23*t2^5*t3^10 + 426246144*t0^2*t1^23*t2*t3^14 + 499823959040*t0^2*t1^22*t2^14*t3^2 - 274227524608*t0^2*t1^22*t2^10*t3^6 - 186270302208*t0^2*t1^22*t2^6*t3^10 - 4991713280*t0^2*t1^22*t2^2*t3^14 + 692088444160*t0^2*t1^21*t2^15*t3^2 - 518397341696*t0^2*t1^21*t2^11*t3^6 + 169617022976*t0^2*t1^21*t2^7*t3^10 + 37215666176*t0^2*t1^21*t2^3*t3^14 + 860469383360*t0^2*t1^20*t2^16*t3^2 - 846560020992*t0^2*t1^20*t2^12*t3^6 - 133048041472*t0^2*t1^20*t2^8*t3^10 - 75495178240*t0^2*t1^20*t2^4*t3^14 + 10485760*t0^2*t1^20*t3^18 + 974771640640*t0^2*t1^19*t2^17*t3^2 - 1185186123776*t0^2*t1^19*t2^13*t3^6 - 232822042624*t0^2*t1^19*t2^9*t3^10 + 59140341760*t0^2*t1^19*t2^5*t3^14 - 716439552*t0^2*t1^19*t2*t3^18 + 1015137155840*t0^2*t1^18*t2^18*t3^2 - 1483471911936*t0^2*t1^18*t2^14*t3^6 + 580190085120*t0^2*t1^18*t2^10*t3^10 + 38173310976*t0^2*t1^18*t2^6*t3^14 + 6085935104*t0^2*t1^18*t2^2*t3^18 + 974771640640*t0^2*t1^17*t2^19*t3^2 - 1730552975360*t0^2*t1^17*t2^15*t3^6 + 127969628160*t0^2*t1^17*t2^11*t3^10 + 133851774976*t0^2*t1^17*t2^7*t3^14 - 22056009728*t0^2*t1^17*t2^3*t3^18 + 860469383360*t0^2*t1^16*t2^20*t3^2 - 1838111741824*t0^2*t1^16*t2^16*t3^6 + 301159874560*t0^2*t1^16*t2^12*t3^10 + 346726203392*t0^2*t1^16*t2^8*t3^14 + 16234053632*t0^2*t1^16*t2^4*t3^18 - 4194304*t0^2*t1^16*t3^22 + 692088444160*t0^2*t1^15*t2^21*t3^2 - 1730552975360*t0^2*t1^15*t2^17*t3^6 + 757452062720*t0^2*t1^15*t2^13*t3^10 - 657132617728*t0^2*t1^15*t2^9*t3^14 - 63256395776*t0^2*t1^15*t2^5*t3^18 + 603979776*t0^2*t1^15*t2*t3^22 + 499823959040*t0^2*t1^14*t2^22*t3^2 - 1483471911936*t0^2*t1^14*t2^18*t3^6 + 301942341632*t0^2*t1^14*t2^14*t3^10 + 734300536832*t0^2*t1^14*t2^10*t3^14 + 115439828992*t0^2*t1^14*t2^6*t3^18 - 2860515328*t0^2*t1^14*t2^2*t3^22 + 317399937280*t0^2*t1^13*t2^23*t3^2 - 1185186123776*t0^2*t1^13*t2^19*t3^6 + 757452062720*t0^2*t1^13*t2^15*t3^10 + 1130873225216*t0^2*t1^13*t2^11*t3^14 - 181529477120*t0^2*t1^13*t2^7*t3^18 - 3271557120*t0^2*t1^13*t2^3*t3^22 + 171976238720*t0^2*t1^12*t2^24*t3^2 - 846560020992*t0^2*t1^12*t2^20*t3^6 + 301159874560*t0^2*t1^12*t2^16*t3^10 - 668658958336*t0^2*t1^12*t2^12*t3^14 - 185342099456*t0^2*t1^12*t2^8*t3^18 - 2067791872*t0^2*t1^12*t2^4*t3^22 + 75675074176*t0^2*t1^11*t2^25*t3^2 - 518397341696*t0^2*t1^11*t2^21*t3^6 + 127969628160*t0^2*t1^11*t2^17*t3^10 + 1130873225216*t0^2*t1^11*t2^13*t3^14 + 249841582080*t0^2*t1^11*t2^9*t3^18 + 17431527424*t0^2*t1^11*t2^5*t3^22 - 201326592*t0^2*t1^11*t2*t3^26 + 24239115776*t0^2*t1^10*t2^26*t3^2 - 274227524608*t0^2*t1^10*t2^22*t3^6 + 580190085120*t0^2*t1^10*t2^18*t3^10 + 734300536832*t0^2*t1^10*t2^14*t3^14 + 59710111744*t0^2*t1^10*t2^10*t3^18 - 76378275840*t0^2*t1^10*t2^6*t3^22 + 268435456*t0^2*t1^10*t2^2*t3^26 + 3460076160*t0^2*t1^9*t2^27*t3^2 - 110784212992*t0^2*t1^9*t2^23*t3^6 - 232822042624*t0^2*t1^9*t2^19*t3^10 - 657132617728*t0^2*t1^9*t2^15*t3^14 + 249841582080*t0^2*t1^9*t2^11*t3^18 + 37580963840*t0^2*t1^9*t2^7*t3^22 + 2684354560*t0^2*t1^9*t2^3*t3^26 - 1755892608*t0^2*t1^8*t2^28*t3^2 - 4986405632*t0^2*t1^8*t2^24*t3^6 - 133048041472*t0^2*t1^8*t2^20*t3^10 + 346726203392*t0^2*t1^8*t2^16*t3^14 - 185342099456*t0^2*t1^8*t2^12*t3^18 - 7566524416*t0^2*t1^8*t2^8*t3^22 + 2952790016*t0^2*t1^8*t2^4*t3^26 - 1608048896*t0^2*t1^7*t2^29*t3^2 + 35129208832*t0^2*t1^7*t2^25*t3^6 + 169617022976*t0^2*t1^7*t2^21*t3^10 + 133851774976*t0^2*t1^7*t2^17*t3^14 - 181529477120*t0^2*t1^7*t2^13*t3^18 + 37580963840*t0^2*t1^7*t2^9*t3^22 - 11072962560*t0^2*t1^7*t2^5*t3^26 - 700054528*t0^2*t1^6*t2^30*t3^2 + 24496038912*t0^2*t1^6*t2^26*t3^6 - 186270302208*t0^2*t1^6*t2^22*t3^10 + 38173310976*t0^2*t1^6*t2^18*t3^14 + 115439828992*t0^2*t1^6*t2^14*t3^18 - 76378275840*t0^2*t1^6*t2^10*t3^22 + 10737418240*t0^2*t1^6*t2^6*t3^26 - 199120128*t0^2*t1^5*t2^31*t3^2 + 5675216896*t0^2*t1^5*t2^27*t3^6 - 35096207360*t0^2*t1^5*t2^23*t3^10 + 59140341760*t0^2*t1^5*t2^19*t3^14 - 63256395776*t0^2*t1^5*t2^15*t3^18 + 17431527424*t0^2*t1^5*t2^11*t3^22 - 11072962560*t0^2*t1^5*t2^7*t3^26 - 37043296*t0^2*t1^4*t2^32*t3^2 - 850126336*t0^2*t1^4*t2^28*t3^6 + 58545274880*t0^2*t1^4*t2^24*t3^10 - 75495178240*t0^2*t1^4*t2^20*t3^14 + 16234053632*t0^2*t1^4*t2^16*t3^18 - 2067791872*t0^2*t1^4*t2^12*t3^22 + 2952790016*t0^2*t1^4*t2^8*t3^26 - 1073741824*t0^2*t1^4*t2^4*t3^30 - 3751968*t0^2*t1^3*t2^33*t3^2 - 587739136*t0^2*t1^3*t2^29*t3^6 - 13903237120*t0^2*t1^3*t2^25*t3^10 + 37215666176*t0^2*t1^3*t2^21*t3^14 - 22056009728*t0^2*t1^3*t2^17*t3^18 - 3271557120*t0^2*t1^3*t2^13*t3^22 + 2684354560*t0^2*t1^3*t2^9*t3^26 + 13440*t0^2*t1^2*t2^34*t3^2 - 37155840*t0^2*t1^2*t2^30*t3^6 + 1542971392*t0^2*t1^2*t2^26*t3^10 - 4991713280*t0^2*t1^2*t2^22*t3^14 + 6085935104*t0^2*t1^2*t2^18*t3^18 - 2860515328*t0^2*t1^2*t2^14*t3^22 + 268435456*t0^2*t1^2*t2^10*t3^26 + 50656*t0^2*t1*t2^35*t3^2 + 10653696*t0^2*t1*t2^31*t3^6 - 123113472*t0^2*t1*t2^27*t3^10 + 426246144*t0^2*t1*t2^23*t3^14 - 716439552*t0^2*t1*t2^19*t3^18 + 603979776*t0^2*t1*t2^15*t3^22 - 201326592*t0^2*t1*t2^11*t3^26 + 4256*t0^2*t2^36*t3^2 - 336192*t0^2*t2^32*t3^6 + 3080192*t0^2*t2^28*t3^10 - 9043968*t0^2*t2^24*t3^14 + 10485760*t0^2*t2^20*t3^18 - 4194304*t0^2*t2^16*t3^22 - t1^40 - 40*t1^39*t2 - 780*t1^38*t2^2 - 9880*t1^37*t2^3 - 91390*t1^36*t2^4 - 658008*t1^35*t2^5 + 2128*t1^35*t2*t3^4 - 3838380*t1^34*t2^6 + 23200*t1^34*t2^2*t3^4 - 18643560*t1^33*t2^7 - 18608*t1^33*t2^3*t3^4 - 76904685*t1^32*t2^8 - 1880576*t1^32*t2^4*t3^4 - 273438880*t1^31*t2^9 - 16622464*t1^31*t2^5*t3^4 - 6144*t1^31*t2*t3^8 - 847660528*t1^30*t2^10 - 81057024*t1^30*t2^6*t3^4 - 936448*t1^30*t2^2*t3^8 - 2311801440*t1^29*t2^11 - 252347776*t1^29*t2^7*t3^4 + 4120576*t1^29*t2^3*t3^8 - 5586853480*t1^28*t2^12 - 470619648*t1^28*t2^8*t3^4 + 52771840*t1^28*t2^4*t3^8 - 12033222880*t1^27*t2^13 - 154978880*t1^27*t2^9*t3^4 + 26644480*t1^27*t2^5*t3^8 + 4096*t1^27*t2*t3^12 - 23206929840*t1^26*t2^14 + 2355636608*t1^26*t2^10*t3^4 - 912690688*t1^26*t2^6*t3^8 + 3604480*t1^26*t2^2*t3^12 - 40225345056*t1^25*t2^15 + 9918900160*t1^25*t2^11*t3^4 - 3673749504*t1^25*t2^7*t3^8 + 97447936*t1^25*t2^3*t3^12 - 62852101650*t1^24*t2^16 + 25563000320*t1^24*t2^12*t3^4 - 5704280064*t1^24*t2^8*t3^8 - 1997422592*t1^24*t2^4*t3^12 - 88732378800*t1^23*t2^17 + 50506218880*t1^23*t2^13*t3^4 - 137807872*t1^23*t2^9*t3^8 + 12247678976*t1^23*t2^5*t3^12 - 113380261800*t1^22*t2^18 + 82630749440*t1^22*t2^14*t3^4 + 15672501760*t1^22*t2^10*t3^8 - 23927422976*t1^22*t2^6*t3^12 - 4784128*t1^22*t2^2*t3^16 - 131282408400*t1^21*t2^19 + 116775011200*t1^21*t2^15*t3^4 + 33771311104*t1^21*t2^11*t3^8 - 24895864832*t1^21*t2^7*t3^12 - 519962624*t1^21*t2^3*t3^16 - 137846528820*t1^20*t2^20 + 146638461440*t1^20*t2^16*t3^4 + 45026804736*t1^20*t2^12*t3^8 + 112652632064*t1^20*t2^8*t3^12 + 6417874944*t1^20*t2^4*t3^16 - 131282408400*t1^19*t2^21 + 166821219040*t1^19*t2^17*t3^4 + 47433531392*t1^19*t2^13*t3^8 - 64123219968*t1^19*t2^9*t3^12 - 28330295296*t1^19*t2^5*t3^16 - 113380261800*t1^18*t2^22 + 173926139840*t1^18*t2^18*t3^4 + 40180216320*t1^18*t2^14*t3^8 - 100290592768*t1^18*t2^10*t3^12 + 31620005888*t1^18*t2^6*t3^16 + 2097152*t1^18*t2^2*t3^20 - 88732378800*t1^17*t2^23 + 166821219040*t1^17*t2^19*t3^4 + 25655171072*t1^17*t2^15*t3^8 + 211900674048*t1^17*t2^11*t3^12 + 49752309760*t1^17*t2^7*t3^16 + 988807168*t1^17*t2^3*t3^20 - 62852101650*t1^16*t2^24 + 146638461440*t1^16*t2^20*t3^4 + 17529655296*t1^16*t2^16*t3^8 - 224090161152*t1^16*t2^12*t3^12 - 103459061760*t1^16*t2^8*t3^16 - 7226785792*t1^16*t2^4*t3^20 - 40225345056*t1^15*t2^25 + 116775011200*t1^15*t2^21*t3^4 + 25655171072*t1^15*t2^17*t3^8 - 264075739136*t1^15*t2^13*t3^12 + 28743041024*t1^15*t2^9*t3^16 + 17379098624*t1^15*t2^5*t3^20 - 23206929840*t1^14*t2^26 + 82630749440*t1^14*t2^22*t3^4 + 40180216320*t1^14*t2^18*t3^8 + 217600688128*t1^14*t2^14*t3^12 + 20247347200*t1^14*t2^10*t3^16 - 7891582976*t1^14*t2^6*t3^20 - 12033222880*t1^13*t2^27 + 50506218880*t1^13*t2^23*t3^4 + 47433531392*t1^13*t2^19*t3^8 - 264075739136*t1^13*t2^15*t3^12 - 97963474944*t1^13*t2^11*t3^16 - 16143876096*t1^13*t2^7*t3^20 - 838860800*t1^13*t2^3*t3^24 - 5586853480*t1^12*t2^28 + 25563000320*t1^12*t2^24*t3^4 + 45026804736*t1^12*t2^20*t3^8 - 224090161152*t1^12*t2^16*t3^12 - 6279528448*t1^12*t2^12*t3^16 + 26411532288*t1^12*t2^8*t3^20 + 2751463424*t1^12*t2^4*t3^24 - 2311801440*t1^11*t2^29 + 9918900160*t1^11*t2^25*t3^4 + 33771311104*t1^11*t2^21*t3^8 + 211900674048*t1^11*t2^17*t3^12 - 97963474944*t1^11*t2^13*t3^16 + 191889408*t1^11*t2^9*t3^20 - 1342177280*t1^11*t2^5*t3^24 - 847660528*t1^10*t2^30 + 2355636608*t1^10*t2^26*t3^4 + 15672501760*t1^10*t2^22*t3^8 - 100290592768*t1^10*t2^18*t3^12 + 20247347200*t1^10*t2^14*t3^16 - 17758683136*t1^10*t2^10*t3^20 + 1275068416*t1^10*t2^6*t3^24 - 273438880*t1^9*t2^31 - 154978880*t1^9*t2^27*t3^4 - 137807872*t1^9*t2^23*t3^8 - 64123219968*t1^9*t2^19*t3^12 + 28743041024*t1^9*t2^15*t3^16 + 191889408*t1^9*t2^11*t3^20 + 4865392640*t1^9*t2^7*t3^24 + 268435456*t1^9*t2^3*t3^28 - 76904685*t1^8*t2^32 - 470619648*t1^8*t2^28*t3^4 - 5704280064*t1^8*t2^24*t3^8 + 112652632064*t1^8*t2^20*t3^12 - 103459061760*t1^8*t2^16*t3^16 + 26411532288*t1^8*t2^12*t3^20 - 2684354560*t1^8*t2^8*t3^24 - 18643560*t1^7*t2^33 - 252347776*t1^7*t2^29*t3^4 - 3673749504*t1^7*t2^25*t3^8 - 24895864832*t1^7*t2^21*t3^12 + 49752309760*t1^7*t2^17*t3^16 - 16143876096*t1^7*t2^13*t3^20 + 4865392640*t1^7*t2^9*t3^24 - 3838380*t1^6*t2^34 - 81057024*t1^6*t2^30*t3^4 - 912690688*t1^6*t2^26*t3^8 - 23927422976*t1^6*t2^22*t3^12 + 31620005888*t1^6*t2^18*t3^16 - 7891582976*t1^6*t2^14*t3^20 + 1275068416*t1^6*t2^10*t3^24 + 536870912*t1^6*t2^6*t3^28 - 658008*t1^5*t2^35 - 16622464*t1^5*t2^31*t3^4 + 26644480*t1^5*t2^27*t3^8 + 12247678976*t1^5*t2^23*t3^12 - 28330295296*t1^5*t2^19*t3^16 + 17379098624*t1^5*t2^15*t3^20 - 1342177280*t1^5*t2^11*t3^24 - 91390*t1^4*t2^36 - 1880576*t1^4*t2^32*t3^4 + 52771840*t1^4*t2^28*t3^8 - 1997422592*t1^4*t2^24*t3^12 + 6417874944*t1^4*t2^20*t3^16 - 7226785792*t1^4*t2^16*t3^20 + 2751463424*t1^4*t2^12*t3^24 - 9880*t1^3*t2^37 - 18608*t1^3*t2^33*t3^4 + 4120576*t1^3*t2^29*t3^8 + 97447936*t1^3*t2^25*t3^12 - 519962624*t1^3*t2^21*t3^16 + 988807168*t1^3*t2^17*t3^20 - 838860800*t1^3*t2^13*t3^24 + 268435456*t1^3*t2^9*t3^28 - 780*t1^2*t2^38 + 23200*t1^2*t2^34*t3^4 - 936448*t1^2*t2^30*t3^8 + 3604480*t1^2*t2^26*t3^12 - 4784128*t1^2*t2^22*t3^16 + 2097152*t1^2*t2^18*t3^20 - 40*t1*t2^39 + 2128*t1*t2^35*t3^4 - 6144*t1*t2^31*t3^8 + 4096*t1*t2^27*t3^12 - t2^40 ; /* Discriminant 17: time out := findrungeoptimised(48,17,133:ring:=GF(3)) produces dim(ker)=1 Time: 49.328 similarly with GF(101). The idea is to assume that none of the coeffs are divisible by 101 and so the monomials found in the equation over GF(101) are precisely the ones in the Runge equation over the rationals. Indeed this worked for us! > out := findrungeoptimised(48,17,133:monomials:=mons); > out; */ /******************************************* Humbert surface of discriminant 17 in terms of Runge's theta functions David Gruenewald 25th August 2008 *******************************************/ rh17:= -131072*t0^41*t1^3*t2*t3^3 + 65536*t0^40*t1^8 + 65536*t0^40*t3^8 + 98304*t0^39*t1^5*t2^3*t3 + 98304*t0^39*t1*t2^3*t3^5 - 131072*t0^38*t1^6*t2^2*t3^2 - 131072*t0^38*t1^2*t2^2*t3^6 + 1015808*t0^37*t1^7*t2*t3^3 + 106496*t0^37*t1^3*t2^5*t3^3 + 1015808*t0^37*t1^3*t2*t3^7 - 524288*t0^36*t1^12 - 65536*t0^36*t1^8*t2^4 - 458752*t0^36*t1^8*t3^4 + 4096*t0^36*t1^4*t2^8 - 15486976*t0^36*t1^4*t2^4*t3^4 - 458752*t0^36*t1^4*t3^8 + 4096*t0^36*t2^8*t3^4 - 65536*t0^36*t2^4*t3^8 - 524288*t0^36*t3^12 + 7077888*t0^35*t1^9*t2^3*t3 - 124928*t0^35*t1^5*t2^7*t3 - 3735552*t0^35*t1^5*t2^3*t3^5 - 124928*t0^35*t1*t2^7*t3^5 + 7077888*t0^35*t1*t2^3*t3^9 + 2097152*t0^34*t1^10*t2^2*t3^2 + 11829248*t0^34*t1^6*t2^6*t3^2 + 116301824*t0^34*t1^6*t2^2*t3^6 - 7168*t0^34*t1^2*t2^10*t3^2 + 11829248*t0^34*t1^2*t2^6*t3^6 + 2097152*t0^34*t1^2*t2^2*t3^10 - 60686336*t0^33*t1^11*t2*t3^3 - 116422656*t0^33*t1^7*t2^5*t3^3 + 96919552*t0^33*t1^7*t2*t3^7 + 18944*t0^33*t1^3*t2^9*t3^3 - 116422656*t0^33*t1^3*t2^5*t3^7 - 60686336*t0^33*t1^3*t2*t3^11 + 1835008*t0^32*t1^16 + 51314688*t0^32*t1^12*t2^4 - 48693248*t0^32*t1^12*t3^4 - 8192*t0^32*t1^8*t2^8 - 346640384*t0^32*t1^8*t2^4*t3^4 + 2764800*t0^32*t1^8*t3^8 - 4096*t0^32*t1^4*t2^12 + 29450240*t0^32*t1^4*t2^8*t3^4 - 346640384*t0^32*t1^4*t2^4*t3^8 - 48693248*t0^32*t1^4*t3^12 - 4096*t0^32*t2^12*t3^4 - 8192*t0^32*t2^8*t3^8 + 51314688*t0^32*t2^4*t3^12 + 1835008*t0^32*t3^16 + 154927104*t0^31*t1^13*t2^3*t3 + 60878848*t0^31*t1^9*t2^7*t3 + 217491456*t0^31*t1^9*t2^3*t3^5 + 529920*t0^31*t1^5*t2^11*t3 - 555911168*t0^31*t1^5*t2^7*t3^5 + 217491456*t0^31*t1^5*t2^3*t3^9 - 128*t0^31*t1*t2^15*t3 + 529920*t0^31*t1*t2^11*t3^5 + 60878848*t0^31*t1*t2^7*t3^9 + 154927104*t0^31*t1*t2^3*t3^13 - 9961472*t0^30*t1^14*t2^2*t3^2 + 495616000*t0^30*t1^10*t2^6*t3^2 + 366206976*t0^30*t1^10*t2^2*t3^6 - 27494400*t0^30*t1^6*t2^10*t3^2 - 4541552640*t0^30*t1^6*t2^6*t3^6 + 366206976*t0^30*t1^6*t2^2*t3^10 + 6656*t0^30*t1^2*t2^14*t3^2 - 27494400*t0^30*t1^2*t2^10*t3^6 + 495616000*t0^30*t1^2*t2^6*t3^10 - 9961472*t0^30*t1^2*t2^2*t3^14 - 117440512*t0^29*t1^15*t2*t3^3 + 2038026240*t0^29*t1^11*t2^5*t3^3 - 118638592*t0^29*t1^11*t2*t3^7 + 1191454208*t0^29*t1^7*t2^9*t3^3 - 15058281472*t0^29*t1^7*t2^5*t3^7 - 118638592*t0^29*t1^7*t2*t3^11 - 874400*t0^29*t1^3*t2^13*t3^3 + 1191454208*t0^29*t1^3*t2^9*t3^7 + 2038026240*t0^29*t1^3*t2^5*t3^11 - 117440512*t0^29*t1^3*t2*t3^15 - 3670016*t0^28*t1^20 + 13303808*t0^28*t1^16*t2^4 - 18022400*t0^28*t1^16*t3^4 - 319979520*t0^28*t1^12*t2^8 + 7293247488*t0^28*t1^12*t2^4*t3^4 - 70852608*t0^28*t1^12*t3^8 + 3207168*t0^28*t1^8*t2^12 + 2332540928*t0^28*t1^8*t2^8*t3^4 - 22500638720*t0^28*t1^8*t2^4*t3^8 - 70852608*t0^28*t1^8*t3^12 + 784*t0^28*t1^4*t2^16 - 5033360*t0^28*t1^4*t2^12*t3^4 + 2332540928*t0^28*t1^4*t2^8*t3^8 + 7293247488*t0^28*t1^4*t2^4*t3^12 - 18022400*t0^28*t1^4*t3^16 + 784*t0^28*t2^16*t3^4 + 3207168*t0^28*t2^12*t3^8 - 319979520*t0^28*t2^8*t3^12 + 13303808*t0^28*t2^4*t3^16 - 3670016*t0^28*t3^20 - 213516288*t0^27*t1^17*t2^3*t3 + 215189504*t0^27*t1^13*t2^7*t3 + 11339927552*t0^27*t1^13*t2^3*t3^5 - 479981056*t0^27*t1^9*t2^11*t3 - 10949792768*t0^27*t1^9*t2^7*t3^5 - 21834909696*t0^27*t1^9*t2^3*t3^9 - 1018528*t0^27*t1^5*t2^15*t3 + 526353408*t0^27*t1^5*t2^11*t3^5 - 10949792768*t0^27*t1^5*t2^7*t3^9 + 11339927552*t0^27*t1^5*t2^3*t3^13 + 120*t0^27*t1*t2^19*t3 - 1018528*t0^27*t1*t2^15*t3^5 - 479981056*t0^27*t1*t2^11*t3^9 + 215189504*t0^27*t1*t2^7*t3^13 - 213516288*t0^27*t1*t2^3*t3^17 + 23068672*t0^26*t1^18*t2^2*t3^2 + 8369954816*t0^26*t1^14*t2^6*t3^2 + 10288807936*t0^26*t1^14*t2^2*t3^6 - 49918976*t0^26*t1^10*t2^10*t3^2 - 62438895616*t0^26*t1^10*t2^6*t3^6 - 14495689728*t0^26*t1^10*t2^2*t3^10 + 38076576*t0^26*t1^6*t2^14*t3^2 + 11664306016*t0^26*t1^6*t2^10*t3^6 - 62438895616*t0^26*t1^6*t2^6*t3^10 + 10288807936*t0^26*t1^6*t2^2*t3^14 - 16320*t0^26*t1^2*t2^18*t3^2 + 38076576*t0^26*t1^2*t2^14*t3^6 - 49918976*t0^26*t1^2*t2^10*t3^10 + 8369954816*t0^26*t1^2*t2^6*t3^14 + 23068672*t0^26*t1^2*t2^2*t3^18 + 531496960*t0^25*t1^19*t2*t3^3 + 36970600448*t0^25*t1^15*t2^5*t3^3 + 6749138944*t0^25*t1^15*t2*t3^7 + 4190796800*t0^25*t1^11*t2^9*t3^3 - 107487904768*t0^25*t1^11*t2^5*t3^7 - 3610990080*t0^25*t1^11*t2*t3^11 - 2241229600*t0^25*t1^7*t2^13*t3^3 + 53883420768*t0^25*t1^7*t2^9*t3^7 - 107487904768*t0^25*t1^7*t2^5*t3^11 + 6749138944*t0^25*t1^7*t2*t3^15 + 1717208*t0^25*t1^3*t2^17*t3^3 - 2241229600*t0^25*t1^3*t2^13*t3^7 + 4190796800*t0^25*t1^3*t2^9*t3^11 + 36970600448*t0^25*t1^3*t2^5*t3^15 + 531496960*t0^25*t1^3*t2*t3^19 + 4587520*t0^24*t1^24 - 297074688*t0^24*t1^20*t2^4 + 299696128*t0^24*t1^20*t3^4 + 1829908480*t0^24*t1^16*t2^8 + 69489152000*t0^24*t1^16*t2^4*t3^4 + 2130165760*t0^24*t1^16*t3^8 + 556691456*t0^24*t1^12*t2^12 - 1770082304*t0^24*t1^12*t2^8*t3^4 - 87885377536*t0^24*t1^12*t2^4*t3^8 + 459636736*t0^24*t1^12*t3^12 - 19999024*t0^24*t1^8*t2^16 + 5625931040*t0^24*t1^8*t2^12*t3^4 + 135350419216*t0^24*t1^8*t2^8*t3^8 - 87885377536*t0^24*t1^8*t2^4*t3^12 + 2130165760*t0^24*t1^8*t3^16 - 84419696*t0^24*t1^4*t2^16*t3^4 + 5625931040*t0^24*t1^4*t2^12*t3^8 - 1770082304*t0^24*t1^4*t2^8*t3^12 + 69489152000*t0^24*t1^4*t2^4*t3^16 + 299696128*t0^24*t1^4*t3^20 + t0^24*t2^24 - 19999024*t0^24*t2^16*t3^8 + 556691456*t0^24*t2^12*t3^12 + 1829908480*t0^24*t2^8*t3^16 - 297074688*t0^24*t2^4*t3^20 + 4587520*t0^24*t3^24 - 302841856*t0^23*t1^21*t2^3*t3 + 13173489664*t0^23*t1^17*t2^7*t3 + 72677636096*t0^23*t1^17*t2^3*t3^5 - 3668347904*t0^23*t1^13*t2^11*t3 - 103951139840*t0^23*t1^13*t2^7*t3^5 - 24539152896*t0^23*t1^13*t2^3*t3^9 + 953347296*t0^23*t1^9*t2^15*t3 + 114066408160*t0^23*t1^9*t2^11*t3^5 + 149627056256*t0^23*t1^9*t2^7*t3^9 - 24539152896*t0^23*t1^9*t2^3*t3^13 + 518288*t0^23*t1^5*t2^19*t3 + 1001154848*t0^23*t1^5*t2^15*t3^5 + 114066408160*t0^23*t1^5*t2^11*t3^9 - 103951139840*t0^23*t1^5*t2^7*t3^13 + 72677636096*t0^23*t1^5*t2^3*t3^17 - 8*t0^23*t1*t2^23*t3 + 518288*t0^23*t1*t2^19*t3^5 + 953347296*t0^23*t1*t2^15*t3^9 - 3668347904*t0^23*t1*t2^11*t3^13 + 13173489664*t0^23*t1*t2^7*t3^17 - 302841856*t0^23*t1*t2^3*t3^21 - 30146560*t0^22*t1^22*t2^2*t3^2 + 54835683328*t0^22*t1^18*t2^6*t3^2 + 45774815232*t0^22*t1^18*t2^2*t3^6 - 49240838144*t0^22*t1^14*t2^10*t3^2 - 295996024832*t0^22*t1^14*t2^6*t3^6 + 22203578368*t0^22*t1^14*t2^2*t3^10 - 9217873376*t0^22*t1^10*t2^14*t3^2 + 467800802976*t0^22*t1^10*t2^10*t3^6 + 127309228864*t0^22*t1^10*t2^6*t3^10 + 22203578368*t0^22*t1^10*t2^2*t3^14 - 23472416*t0^22*t1^6*t2^18*t3^2 - 39752167104*t0^22*t1^6*t2^14*t3^6 + 467800802976*t0^22*t1^6*t2^10*t3^10 - 295996024832*t0^22*t1^6*t2^6*t3^14 + 45774815232*t0^22*t1^6*t2^2*t3^18 + 30804*t0^22*t1^2*t2^22*t3^2 - 23472416*t0^22*t1^2*t2^18*t3^6 - 9217873376*t0^22*t1^2*t2^14*t3^10 - 49240838144*t0^22*t1^2*t2^10*t3^14 + 54835683328*t0^22*t1^2*t2^6*t3^18 - 30146560*t0^22*t1^2*t2^2*t3^22 - 302841856*t0^21*t1^23*t2*t3^3 + 117394440192*t0^21*t1^19*t2^5*t3^3 + 14181869568*t0^21*t1^19*t2*t3^7 - 203348306944*t0^21*t1^15*t2^9*t3^3 - 421855170560*t0^21*t1^15*t2^5*t3^7 + 18337455616*t0^21*t1^15*t2*t3^11 - 67746725600*t0^21*t1^11*t2^13*t3^3 + 1104388320864*t0^21*t1^11*t2^9*t3^7 + 253610242336*t0^21*t1^11*t2^5*t3^11 + 18337455616*t0^21*t1^11*t2*t3^15 + 1141955984*t0^21*t1^7*t2^17*t3^3 - 344711190240*t0^21*t1^7*t2^13*t3^7 + 1104388320864*t0^21*t1^7*t2^9*t3^11 - 421855170560*t0^21*t1^7*t2^5*t3^15 + 14181869568*t0^21*t1^7*t2*t3^19 - 1688600*t0^21*t1^3*t2^21*t3^3 + 1141955984*t0^21*t1^3*t2^17*t3^7 - 67746725600*t0^21*t1^3*t2^13*t3^11 - 203348306944*t0^21*t1^3*t2^9*t3^15 + 117394440192*t0^21*t1^3*t2^5*t3^19 - 302841856*t0^21*t1^3*t2*t3^23 - 3670016*t0^20*t1^28 + 299696128*t0^20*t1^24*t2^4 - 297074688*t0^20*t1^24*t3^4 + 723357696*t0^20*t1^20*t2^8 + 147807166464*t0^20*t1^20*t2^4*t3^4 + 723357696*t0^20*t1^20*t3^8 - 5712719872*t0^20*t1^16*t2^12 - 568700686336*t0^20*t1^16*t2^8*t3^4 - 379884720128*t0^20*t1^16*t2^4*t3^8 + 2414116864*t0^20*t1^16*t3^12 - 255026896*t0^20*t1^12*t2^16 - 114146385408*t0^20*t1^12*t2^12*t3^4 + 1464877249472*t0^20*t1^12*t2^8*t3^8 + 463896290192*t0^20*t1^12*t2^4*t3^12 + 2414116864*t0^20*t1^12*t3^16 + 34158544*t0^20*t1^8*t2^20 - 7240148864*t0^20*t1^8*t2^16*t3^4 - 1364566956160*t0^20*t1^8*t2^12*t3^8 + 1464877249472*t0^20*t1^8*t2^8*t3^12 - 379884720128*t0^20*t1^8*t2^4*t3^16 + 723357696*t0^20*t1^8*t3^20 + 154641570*t0^20*t1^4*t2^20*t3^4 - 7240148864*t0^20*t1^4*t2^16*t3^8 - 114146385408*t0^20*t1^4*t2^12*t3^12 - 568700686336*t0^20*t1^4*t2^8*t3^16 + 147807166464*t0^20*t1^4*t2^4*t3^20 - 297074688*t0^20*t1^4*t3^24 + 34158544*t0^20*t2^20*t3^8 - 255026896*t0^20*t2^16*t3^12 - 5712719872*t0^20*t2^12*t3^16 + 723357696*t0^20*t2^8*t3^20 + 299696128*t0^20*t2^4*t3^24 - 3670016*t0^20*t3^28 + 531496960*t0^19*t1^25*t2^3*t3 + 14181869568*t0^19*t1^21*t2^7*t3 + 117394440192*t0^19*t1^21*t2^3*t3^5 - 37309996032*t0^19*t1^17*t2^11*t3 - 1043114002432*t0^19*t1^17*t2^7*t3^5 - 224908320256*t0^19*t1^17*t2^3*t3^9 + 4362806816*t0^19*t1^13*t2^15*t3 + 238180028256*t0^19*t1^13*t2^11*t3^5 + 1025507187744*t0^19*t1^13*t2^7*t3^9 + 505886689280*t0^19*t1^13*t2^3*t3^13 - 1070868264*t0^19*t1^9*t2^19*t3 - 87085227584*t0^19*t1^9*t2^15*t3^5 - 3479309345968*t0^19*t1^9*t2^11*t3^9 + 1025507187744*t0^19*t1^9*t2^7*t3^13 - 224908320256*t0^19*t1^9*t2^3*t3^17 + 518288*t0^19*t1^5*t2^23*t3 - 1866415928*t0^19*t1^5*t2^19*t3^5 - 87085227584*t0^19*t1^5*t2^15*t3^9 + 238180028256*t0^19*t1^5*t2^11*t3^13 - 1043114002432*t0^19*t1^5*t2^7*t3^17 + 117394440192*t0^19*t1^5*t2^3*t3^21 + 120*t0^19*t1*t2^27*t3 + 518288*t0^19*t1*t2^23*t3^5 - 1070868264*t0^19*t1*t2^19*t3^9 + 4362806816*t0^19*t1*t2^15*t3^13 - 37309996032*t0^19*t1*t2^11*t3^17 + 14181869568*t0^19*t1*t2^7*t3^21 + 531496960*t0^19*t1*t2^3*t3^25 + 23068672*t0^18*t1^26*t2^2*t3^2 + 45774815232*t0^18*t1^22*t2^6*t3^2 + 54835683328*t0^18*t1^22*t2^2*t3^6 - 100995171328*t0^18*t1^18*t2^10*t3^2 - 1265392033792*t0^18*t1^18*t2^6*t3^6 - 100995171328*t0^18*t1^18*t2^2*t3^10 + 50190555616*t0^18*t1^14*t2^14*t3^2 + 1780512780256*t0^18*t1^14*t2^10*t3^6 + 280730560224*t0^18*t1^14*t2^6*t3^10 + 298147309920*t0^18*t1^14*t2^2*t3^14 + 17208242432*t0^18*t1^10*t2^18*t3^2 - 213252089984*t0^18*t1^10*t2^14*t3^6 - 5760772184640*t0^18*t1^10*t2^10*t3^10 + 280730560224*t0^18*t1^10*t2^6*t3^14 - 100995171328*t0^18*t1^10*t2^2*t3^18 - 23472416*t0^18*t1^6*t2^22*t3^2 + 64075392708*t0^18*t1^6*t2^18*t3^6 - 213252089984*t0^18*t1^6*t2^14*t3^10 + 1780512780256*t0^18*t1^6*t2^10*t3^14 - 1265392033792*t0^18*t1^6*t2^6*t3^18 + 54835683328*t0^18*t1^6*t2^2*t3^22 - 16320*t0^18*t1^2*t2^26*t3^2 - 23472416*t0^18*t1^2*t2^22*t3^6 + 17208242432*t0^18*t1^2*t2^18*t3^10 + 50190555616*t0^18*t1^2*t2^14*t3^14 - 100995171328*t0^18*t1^2*t2^10*t3^18 + 45774815232*t0^18*t1^2*t2^6*t3^22 + 23068672*t0^18*t1^2*t2^2*t3^26 - 213516288*t0^17*t1^27*t2*t3^3 + 72677636096*t0^17*t1^23*t2^5*t3^3 + 13173489664*t0^17*t1^23*t2*t3^7 - 224908320256*t0^17*t1^19*t2^9*t3^3 - 1043114002432*t0^17*t1^19*t2^5*t3^7 - 37309996032*t0^17*t1^19*t2*t3^11 + 155515794336*t0^17*t1^15*t2^13*t3^3 + 4206478869152*t0^17*t1^15*t2^9*t3^7 - 25526102368*t0^17*t1^15*t2^5*t3^11 + 82332772896*t0^17*t1^15*t2*t3^15 + 110241199352*t0^17*t1^11*t2^17*t3^3 - 87344241728*t0^17*t1^11*t2^13*t3^7 - 6742888593136*t0^17*t1^11*t2^9*t3^11 - 25526102368*t0^17*t1^11*t2^5*t3^15 - 37309996032*t0^17*t1^11*t2*t3^19 + 1141955984*t0^17*t1^7*t2^21*t3^3 + 568156054424*t0^17*t1^7*t2^17*t3^7 - 87344241728*t0^17*t1^7*t2^13*t3^11 + 4206478869152*t0^17*t1^7*t2^9*t3^15 - 1043114002432*t0^17*t1^7*t2^5*t3^19 + 13173489664*t0^17*t1^7*t2*t3^23 + 1717208*t0^17*t1^3*t2^25*t3^3 + 1141955984*t0^17*t1^3*t2^21*t3^7 + 110241199352*t0^17*t1^3*t2^17*t3^11 + 155515794336*t0^17*t1^3*t2^13*t3^15 - 224908320256*t0^17*t1^3*t2^9*t3^19 + 72677636096*t0^17*t1^3*t2^5*t3^23 - 213516288*t0^17*t1^3*t2*t3^27 + 1835008*t0^16*t1^32 - 18022400*t0^16*t1^28*t2^4 + 13303808*t0^16*t1^28*t3^4 + 2130165760*t0^16*t1^24*t2^8 + 69489152000*t0^16*t1^24*t2^4*t3^4 + 1829908480*t0^16*t1^24*t3^8 + 2414116864*t0^16*t1^20*t2^12 - 379884720128*t0^16*t1^20*t2^8*t3^4 - 568700686336*t0^16*t1^20*t2^4*t3^8 - 5712719872*t0^16*t1^20*t3^12 + 9350106352*t0^16*t1^16*t2^16 + 107199808224*t0^16*t1^16*t2^12*t3^4 + 5441401641568*t0^16*t1^16*t2^8*t3^8 + 107199808224*t0^16*t1^16*t2^4*t3^12 + 9350106352*t0^16*t1^16*t3^16 - 255026896*t0^16*t1^12*t2^20 + 72757191424*t0^16*t1^12*t2^16*t3^4 - 176593438848*t0^16*t1^12*t2^12*t3^8 - 6223136957920*t0^16*t1^12*t2^8*t3^12 + 107199808224*t0^16*t1^12*t2^4*t3^16 - 5712719872*t0^16*t1^12*t3^20 - 19999024*t0^16*t1^8*t2^24 - 7240148864*t0^16*t1^8*t2^20*t3^4 + 1982230365167*t0^16*t1^8*t2^16*t3^8 - 176593438848*t0^16*t1^8*t2^12*t3^12 + 5441401641568*t0^16*t1^8*t2^8*t3^16 - 568700686336*t0^16*t1^8*t2^4*t3^20 + 1829908480*t0^16*t1^8*t3^24 + 784*t0^16*t1^4*t2^28 - 84419696*t0^16*t1^4*t2^24*t3^4 - 7240148864*t0^16*t1^4*t2^20*t3^8 + 72757191424*t0^16*t1^4*t2^16*t3^12 + 107199808224*t0^16*t1^4*t2^12*t3^16 - 379884720128*t0^16*t1^4*t2^8*t3^20 + 69489152000*t0^16*t1^4*t2^4*t3^24 + 13303808*t0^16*t1^4*t3^28 + 784*t0^16*t2^28*t3^4 - 19999024*t0^16*t2^24*t3^8 - 255026896*t0^16*t2^20*t3^12 + 9350106352*t0^16*t2^16*t3^16 + 2414116864*t0^16*t2^12*t3^20 + 2130165760*t0^16*t2^8*t3^24 - 18022400*t0^16*t2^4*t3^28 + 1835008*t0^16*t3^32 - 117440512*t0^15*t1^29*t2^3*t3 + 6749138944*t0^15*t1^25*t2^7*t3 + 36970600448*t0^15*t1^25*t2^3*t3^5 + 18337455616*t0^15*t1^21*t2^11*t3 - 421855170560*t0^15*t1^21*t2^7*t3^5 - 203348306944*t0^15*t1^21*t2^3*t3^9 + 82332772896*t0^15*t1^17*t2^15*t3 - 25526102368*t0^15*t1^17*t2^11*t3^5 + 4206478869152*t0^15*t1^17*t2^7*t3^9 + 155515794336*t0^15*t1^17*t2^3*t3^13 + 4362806816*t0^15*t1^13*t2^19*t3 - 830987620064*t0^15*t1^13*t2^15*t3^5 - 952970988448*t0^15*t1^13*t2^11*t3^9 - 4695302892000*t0^15*t1^13*t2^7*t3^13 + 155515794336*t0^15*t1^13*t2^3*t3^17 + 953347296*t0^15*t1^9*t2^23*t3 - 87085227584*t0^15*t1^9*t2^19*t3^5 + 4121634879984*t0^15*t1^9*t2^15*t3^9 - 952970988448*t0^15*t1^9*t2^11*t3^13 + 4206478869152*t0^15*t1^9*t2^7*t3^17 - 203348306944*t0^15*t1^9*t2^3*t3^21 - 1018528*t0^15*t1^5*t2^27*t3 + 1001154848*t0^15*t1^5*t2^23*t3^5 - 87085227584*t0^15*t1^5*t2^19*t3^9 - 830987620064*t0^15*t1^5*t2^15*t3^13 - 25526102368*t0^15*t1^5*t2^11*t3^17 - 421855170560*t0^15*t1^5*t2^7*t3^21 + 36970600448*t0^15*t1^5*t2^3*t3^25 - 128*t0^15*t1*t2^31*t3 - 1018528*t0^15*t1*t2^27*t3^5 + 953347296*t0^15*t1*t2^23*t3^9 + 4362806816*t0^15*t1*t2^19*t3^13 + 82332772896*t0^15*t1*t2^15*t3^17 + 18337455616*t0^15*t1*t2^11*t3^21 + 6749138944*t0^15*t1*t2^7*t3^25 - 117440512*t0^15*t1*t2^3*t3^29 - 9961472*t0^14*t1^30*t2^2*t3^2 + 10288807936*t0^14*t1^26*t2^6*t3^2 + 8369954816*t0^14*t1^26*t2^2*t3^6 + 22203578368*t0^14*t1^22*t2^10*t3^2 - 295996024832*t0^14*t1^22*t2^6*t3^6 - 49240838144*t0^14*t1^22*t2^2*t3^10 + 298147309920*t0^14*t1^18*t2^14*t3^2 + 280730560224*t0^14*t1^18*t2^10*t3^6 + 1780512780256*t0^14*t1^18*t2^6*t3^10 + 50190555616*t0^14*t1^18*t2^2*t3^14 + 50190555616*t0^14*t1^14*t2^18*t3^2 - 2684592611392*t0^14*t1^14*t2^14*t3^6 - 1458640288960*t0^14*t1^14*t2^10*t3^10 - 2684592611392*t0^14*t1^14*t2^6*t3^14 + 50190555616*t0^14*t1^14*t2^2*t3^18 - 9217873376*t0^14*t1^10*t2^22*t3^2 - 213252089984*t0^14*t1^10*t2^18*t3^6 + 7029595031784*t0^14*t1^10*t2^14*t3^10 - 1458640288960*t0^14*t1^10*t2^10*t3^14 + 1780512780256*t0^14*t1^10*t2^6*t3^18 - 49240838144*t0^14*t1^10*t2^2*t3^22 + 38076576*t0^14*t1^6*t2^26*t3^2 - 39752167104*t0^14*t1^6*t2^22*t3^6 - 213252089984*t0^14*t1^6*t2^18*t3^10 - 2684592611392*t0^14*t1^6*t2^14*t3^14 + 280730560224*t0^14*t1^6*t2^10*t3^18 - 295996024832*t0^14*t1^6*t2^6*t3^22 + 8369954816*t0^14*t1^6*t2^2*t3^26 + 6656*t0^14*t1^2*t2^30*t3^2 + 38076576*t0^14*t1^2*t2^26*t3^6 - 9217873376*t0^14*t1^2*t2^22*t3^10 + 50190555616*t0^14*t1^2*t2^18*t3^14 + 298147309920*t0^14*t1^2*t2^14*t3^18 + 22203578368*t0^14*t1^2*t2^10*t3^22 + 10288807936*t0^14*t1^2*t2^6*t3^26 - 9961472*t0^14*t1^2*t2^2*t3^30 + 154927104*t0^13*t1^31*t2*t3^3 + 11339927552*t0^13*t1^27*t2^5*t3^3 + 215189504*t0^13*t1^27*t2*t3^7 - 24539152896*t0^13*t1^23*t2^9*t3^3 - 103951139840*t0^13*t1^23*t2^5*t3^7 - 3668347904*t0^13*t1^23*t2*t3^11 + 505886689280*t0^13*t1^19*t2^13*t3^3 + 1025507187744*t0^13*t1^19*t2^9*t3^7 + 238180028256*t0^13*t1^19*t2^5*t3^11 + 4362806816*t0^13*t1^19*t2*t3^15 + 155515794336*t0^13*t1^15*t2^17*t3^3 - 4695302892000*t0^13*t1^15*t2^13*t3^7 - 952970988448*t0^13*t1^15*t2^9*t3^11 - 830987620064*t0^13*t1^15*t2^5*t3^15 + 4362806816*t0^13*t1^15*t2*t3^19 - 67746725600*t0^13*t1^11*t2^21*t3^3 - 87344241728*t0^13*t1^11*t2^17*t3^7 + 10290042529232*t0^13*t1^11*t2^13*t3^11 - 952970988448*t0^13*t1^11*t2^9*t3^15 + 238180028256*t0^13*t1^11*t2^5*t3^19 - 3668347904*t0^13*t1^11*t2*t3^23 - 2241229600*t0^13*t1^7*t2^25*t3^3 - 344711190240*t0^13*t1^7*t2^21*t3^7 - 87344241728*t0^13*t1^7*t2^17*t3^11 - 4695302892000*t0^13*t1^7*t2^13*t3^15 + 1025507187744*t0^13*t1^7*t2^9*t3^19 - 103951139840*t0^13*t1^7*t2^5*t3^23 + 215189504*t0^13*t1^7*t2*t3^27 - 874400*t0^13*t1^3*t2^29*t3^3 - 2241229600*t0^13*t1^3*t2^25*t3^7 - 67746725600*t0^13*t1^3*t2^21*t3^11 + 155515794336*t0^13*t1^3*t2^17*t3^15 + 505886689280*t0^13*t1^3*t2^13*t3^19 - 24539152896*t0^13*t1^3*t2^9*t3^23 + 11339927552*t0^13*t1^3*t2^5*t3^27 + 154927104*t0^13*t1^3*t2*t3^31 - 524288*t0^12*t1^36 - 48693248*t0^12*t1^32*t2^4 + 51314688*t0^12*t1^32*t3^4 - 70852608*t0^12*t1^28*t2^8 + 7293247488*t0^12*t1^28*t2^4*t3^4 - 319979520*t0^12*t1^28*t3^8 + 459636736*t0^12*t1^24*t2^12 - 87885377536*t0^12*t1^24*t2^8*t3^4 - 1770082304*t0^12*t1^24*t2^4*t3^8 + 556691456*t0^12*t1^24*t3^12 + 2414116864*t0^12*t1^20*t2^16 + 463896290192*t0^12*t1^20*t2^12*t3^4 + 1464877249472*t0^12*t1^20*t2^8*t3^8 - 114146385408*t0^12*t1^20*t2^4*t3^12 - 255026896*t0^12*t1^20*t3^16 - 5712719872*t0^12*t1^16*t2^20 + 107199808224*t0^12*t1^16*t2^16*t3^4 - 6223136957920*t0^12*t1^16*t2^12*t3^8 - 176593438848*t0^12*t1^16*t2^8*t3^12 + 72757191424*t0^12*t1^16*t2^4*t3^16 - 255026896*t0^12*t1^16*t3^20 + 556691456*t0^12*t1^12*t2^24 - 114146385408*t0^12*t1^12*t2^20*t3^4 - 176593438848*t0^12*t1^12*t2^16*t3^8 + 11804490358492*t0^12*t1^12*t2^12*t3^1\ 2 - 176593438848*t0^12*t1^12*t2^8*t3^16 - 114146385408*t0^12*t1^12*t2^4*t3^20 + 556691456*t0^12*t1^12*t3^24 + 3207168*t0^12*t1^8*t2^28 + 5625931040*t0^12*t1^8*t2^24*t3^4 - 1364566956160*t0^12*t1^8*t2^20*t3^8 - 176593438848*t0^12*t1^8*t2^16*t3^12 - 6223136957920*t0^12*t1^8*t2^12*t3^16 + 1464877249472*t0^12*t1^8*t2^8*t3^20 - 1770082304*t0^12*t1^8*t2^4*t3^24 - 319979520*t0^12*t1^8*t3^28 - 4096*t0^12*t1^4*t2^32 - 5033360*t0^12*t1^4*t2^28*t3^4 + 5625931040*t0^12*t1^4*t2^24*t3^8 - 114146385408*t0^12*t1^4*t2^20*t3^12 + 107199808224*t0^12*t1^4*t2^16*t3^16 + 463896290192*t0^12*t1^4*t2^12*t3^20 - 87885377536*t0^12*t1^4*t2^8*t3^24 + 7293247488*t0^12*t1^4*t2^4*t3^28 + 51314688*t0^12*t1^4*t3^32 - 4096*t0^12*t2^32*t3^4 + 3207168*t0^12*t2^28*t3^8 + 556691456*t0^12*t2^24*t3^12 - 5712719872*t0^12*t2^20*t3^16 + 2414116864*t0^12*t2^16*t3^20 + 459636736*t0^12*t2^12*t3^24 - 70852608*t0^12*t2^8*t3^28 - 48693248*t0^12*t2^4*t3^32 - 524288*t0^12*t3^36 - 60686336*t0^11*t1^33*t2^3*t3 - 118638592*t0^11*t1^29*t2^7*t3 + 2038026240*t0^11*t1^29*t2^3*t3^5 - 3610990080*t0^11*t1^25*t2^11*t3 - 107487904768*t0^11*t1^25*t2^7*t3^5 + 4190796800*t0^11*t1^25*t2^3*t3^9 + 18337455616*t0^11*t1^21*t2^15*t3 + 253610242336*t0^11*t1^21*t2^11*t3^5 + 1104388320864*t0^11*t1^21*t2^7*t3^9 - 67746725600*t0^11*t1^21*t2^3*t3^13 - 37309996032*t0^11*t1^17*t2^19*t3 - 25526102368*t0^11*t1^17*t2^15*t3^5 - 6742888593136*t0^11*t1^17*t2^11*t3^9 - 87344241728*t0^11*t1^17*t2^7*t3^13 + 110241199352*t0^11*t1^17*t2^3*t3^17 - 3668347904*t0^11*t1^13*t2^23*t3 + 238180028256*t0^11*t1^13*t2^19*t3^5 - 952970988448*t0^11*t1^13*t2^15*t3^9 + 10290042529232*t0^11*t1^13*t2^11*t3^13 - 87344241728*t0^11*t1^13*t2^7*t3^17 - 67746725600*t0^11*t1^13*t2^3*t3^21 - 479981056*t0^11*t1^9*t2^27*t3 + 114066408160*t0^11*t1^9*t2^23*t3^5 - 3479309345968*t0^11*t1^9*t2^19*t3^9 - 952970988448*t0^11*t1^9*t2^15*t3^13 - 6742888593136*t0^11*t1^9*t2^11*t3^17 + 1104388320864*t0^11*t1^9*t2^7*t3^21 + 4190796800*t0^11*t1^9*t2^3*t3^25 + 529920*t0^11*t1^5*t2^31*t3 + 526353408*t0^11*t1^5*t2^27*t3^5 + 114066408160*t0^11*t1^5*t2^23*t3^9 + 238180028256*t0^11*t1^5*t2^19*t3^13 - 25526102368*t0^11*t1^5*t2^15*t3^17 + 253610242336*t0^11*t1^5*t2^11*t3^21 - 107487904768*t0^11*t1^5*t2^7*t3^25 + 2038026240*t0^11*t1^5*t2^3*t3^29 + 529920*t0^11*t1*t2^31*t3^5 - 479981056*t0^11*t1*t2^27*t3^9 - 3668347904*t0^11*t1*t2^23*t3^13 - 37309996032*t0^11*t1*t2^19*t3^17 + 18337455616*t0^11*t1*t2^15*t3^21 - 3610990080*t0^11*t1*t2^11*t3^25 - 118638592*t0^11*t1*t2^7*t3^29 - 60686336*t0^11*t1*t2^3*t3^33 + 2097152*t0^10*t1^34*t2^2*t3^2 + 366206976*t0^10*t1^30*t2^6*t3^2 + 495616000*t0^10*t1^30*t2^2*t3^6 - 14495689728*t0^10*t1^26*t2^10*t3^2 - 62438895616*t0^10*t1^26*t2^6*t3^6 - 49918976*t0^10*t1^26*t2^2*t3^10 + 22203578368*t0^10*t1^22*t2^14*t3^2 + 127309228864*t0^10*t1^22*t2^10*t3^6 + 467800802976*t0^10*t1^22*t2^6*t3^10 - 9217873376*t0^10*t1^22*t2^2*t3^14 - 100995171328*t0^10*t1^18*t2^18*t3^2 + 280730560224*t0^10*t1^18*t2^14*t3^6 - 5760772184640*t0^10*t1^18*t2^10*t3^10 - 213252089984*t0^10*t1^18*t2^6*t3^14 + 17208242432*t0^10*t1^18*t2^2*t3^18 - 49240838144*t0^10*t1^14*t2^22*t3^2 + 1780512780256*t0^10*t1^14*t2^18*t3^6 - 1458640288960*t0^10*t1^14*t2^14*t3^10 + 7029595031784*t0^10*t1^14*t2^10*t3^14 - 213252089984*t0^10*t1^14*t2^6*t3^18 - 9217873376*t0^10*t1^14*t2^2*t3^22 - 49918976*t0^10*t1^10*t2^26*t3^2 + 467800802976*t0^10*t1^10*t2^22*t3^6 - 5760772184640*t0^10*t1^10*t2^18*t3^10 - 1458640288960*t0^10*t1^10*t2^14*t3^14 - 5760772184640*t0^10*t1^10*t2^10*t3^18 + 467800802976*t0^10*t1^10*t2^6*t3^22 - 49918976*t0^10*t1^10*t2^2*t3^26 - 27494400*t0^10*t1^6*t2^30*t3^2 + 11664306016*t0^10*t1^6*t2^26*t3^6 + 467800802976*t0^10*t1^6*t2^22*t3^10 + 1780512780256*t0^10*t1^6*t2^18*t3^14 + 280730560224*t0^10*t1^6*t2^14*t3^18 + 127309228864*t0^10*t1^6*t2^10*t3^22 - 62438895616*t0^10*t1^6*t2^6*t3^26 + 495616000*t0^10*t1^6*t2^2*t3^30 - 7168*t0^10*t1^2*t2^34*t3^2 - 27494400*t0^10*t1^2*t2^30*t3^6 - 49918976*t0^10*t1^2*t2^26*t3^10 - 49240838144*t0^10*t1^2*t2^22*t3^14 - 100995171328*t0^10*t1^2*t2^18*t3^18 + 22203578368*t0^10*t1^2*t2^14*t3^22 - 14495689728*t0^10*t1^2*t2^10*t3^26 + 366206976*t0^10*t1^2*t2^6*t3^30 + 2097152*t0^10*t1^2*t2^2*t3^34 + 7077888*t0^9*t1^35*t2*t3^3 + 217491456*t0^9*t1^31*t2^5*t3^3 + 60878848*t0^9*t1^31*t2*t3^7 - 21834909696*t0^9*t1^27*t2^9*t3^3 - 10949792768*t0^9*t1^27*t2^5*t3^7 - 479981056*t0^9*t1^27*t2*t3^11 - 24539152896*t0^9*t1^23*t2^13*t3^3 + 149627056256*t0^9*t1^23*t2^9*t3^7 + 114066408160*t0^9*t1^23*t2^5*t3^11 + 953347296*t0^9*t1^23*t2*t3^15 - 224908320256*t0^9*t1^19*t2^17*t3^3 + 1025507187744*t0^9*t1^19*t2^13*t3^7 - 3479309345968*t0^9*t1^19*t2^9*t3^11 - 87085227584*t0^9*t1^19*t2^5*t3^15 - 1070868264*t0^9*t1^19*t2*t3^19 - 203348306944*t0^9*t1^15*t2^21*t3^3 + 4206478869152*t0^9*t1^15*t2^17*t3^7 - 952970988448*t0^9*t1^15*t2^13*t3^11 + 4121634879984*t0^9*t1^15*t2^9*t3^15 - 87085227584*t0^9*t1^15*t2^5*t3^19 + 953347296*t0^9*t1^15*t2*t3^23 + 4190796800*t0^9*t1^11*t2^25*t3^3 + 1104388320864*t0^9*t1^11*t2^21*t3^7 - 6742888593136*t0^9*t1^11*t2^17*t3^11 - 952970988448*t0^9*t1^11*t2^13*t3^15 - 3479309345968*t0^9*t1^11*t2^9*t3^19 + 114066408160*t0^9*t1^11*t2^5*t3^23 - 479981056*t0^9*t1^11*t2*t3^27 + 1191454208*t0^9*t1^7*t2^29*t3^3 + 53883420768*t0^9*t1^7*t2^25*t3^7 + 1104388320864*t0^9*t1^7*t2^21*t3^11 + 4206478869152*t0^9*t1^7*t2^17*t3^15 + 1025507187744*t0^9*t1^7*t2^13*t3^19 + 149627056256*t0^9*t1^7*t2^9*t3^23 - 10949792768*t0^9*t1^7*t2^5*t3^27 + 60878848*t0^9*t1^7*t2*t3^31 + 18944*t0^9*t1^3*t2^33*t3^3 + 1191454208*t0^9*t1^3*t2^29*t3^7 + 4190796800*t0^9*t1^3*t2^25*t3^11 - 203348306944*t0^9*t1^3*t2^21*t3^15 - 224908320256*t0^9*t1^3*t2^17*t3^19 - 24539152896*t0^9*t1^3*t2^13*t3^23 - 21834909696*t0^9*t1^3*t2^9*t3^27 + 217491456*t0^9*t1^3*t2^5*t3^31 + 7077888*t0^9*t1^3*t2*t3^35 + 65536*t0^8*t1^40 - 458752*t0^8*t1^36*t2^4 - 65536*t0^8*t1^36*t3^4 + 2764800*t0^8*t1^32*t2^8 - 346640384*t0^8*t1^32*t2^4*t3^4 - 8192*t0^8*t1^32*t3^8 - 70852608*t0^8*t1^28*t2^12 - 22500638720*t0^8*t1^28*t2^8*t3^4 + 2332540928*t0^8*t1^28*t2^4*t3^8 + 3207168*t0^8*t1^28*t3^12 + 2130165760*t0^8*t1^24*t2^16 - 87885377536*t0^8*t1^24*t2^12*t3^4 + 135350419216*t0^8*t1^24*t2^8*t3^8 + 5625931040*t0^8*t1^24*t2^4*t3^12 - 19999024*t0^8*t1^24*t3^16 + 723357696*t0^8*t1^20*t2^20 - 379884720128*t0^8*t1^20*t2^16*t3^4 + 1464877249472*t0^8*t1^20*t2^12*t3^8 - 1364566956160*t0^8*t1^20*t2^8*t3^12 - 7240148864*t0^8*t1^20*t2^4*t3^16 + 34158544*t0^8*t1^20*t3^20 + 1829908480*t0^8*t1^16*t2^24 - 568700686336*t0^8*t1^16*t2^20*t3^4 + 5441401641568*t0^8*t1^16*t2^16*t3^8 - 176593438848*t0^8*t1^16*t2^12*t3^12 + 1982230365167*t0^8*t1^16*t2^8*t3^16 - 7240148864*t0^8*t1^16*t2^4*t3^20 - 19999024*t0^8*t1^16*t3^24 - 319979520*t0^8*t1^12*t2^28 - 1770082304*t0^8*t1^12*t2^24*t3^4 + 1464877249472*t0^8*t1^12*t2^20*t3^8 - 6223136957920*t0^8*t1^12*t2^16*t3^12 - 176593438848*t0^8*t1^12*t2^12*t3^16 - 1364566956160*t0^8*t1^12*t2^8*t3^20 + 5625931040*t0^8*t1^12*t2^4*t3^24 + 3207168*t0^8*t1^12*t3^28 - 8192*t0^8*t1^8*t2^32 + 2332540928*t0^8*t1^8*t2^28*t3^4 + 135350419216*t0^8*t1^8*t2^24*t3^8 + 1464877249472*t0^8*t1^8*t2^20*t3^12 + 5441401641568*t0^8*t1^8*t2^16*t3^16 + 1464877249472*t0^8*t1^8*t2^12*t3^20 + 135350419216*t0^8*t1^8*t2^8*t3^24 + 2332540928*t0^8*t1^8*t2^4*t3^28 - 8192*t0^8*t1^8*t3^32 + 4096*t0^8*t1^4*t2^36 + 29450240*t0^8*t1^4*t2^32*t3^4 + 2332540928*t0^8*t1^4*t2^28*t3^8 - 1770082304*t0^8*t1^4*t2^24*t3^12 - 568700686336*t0^8*t1^4*t2^20*t3^16 - 379884720128*t0^8*t1^4*t2^16*t3^20 - 87885377536*t0^8*t1^4*t2^12*t3^24 - 22500638720*t0^8*t1^4*t2^8*t3^28 - 346640384*t0^8*t1^4*t2^4*t3^32 - 65536*t0^8*t1^4*t3^36 + 4096*t0^8*t2^36*t3^4 - 8192*t0^8*t2^32*t3^8 - 319979520*t0^8*t2^28*t3^12 + 1829908480*t0^8*t2^24*t3^16 + 723357696*t0^8*t2^20*t3^20 + 2130165760*t0^8*t2^16*t3^24 - 70852608*t0^8*t2^12*t3^28 + 2764800*t0^8*t2^8*t3^32 - 458752*t0^8*t2^4*t3^36 + 65536*t0^8*t3^40 + 1015808*t0^7*t1^37*t2^3*t3 + 96919552*t0^7*t1^33*t2^7*t3 - 116422656*t0^7*t1^33*t2^3*t3^5 - 118638592*t0^7*t1^29*t2^11*t3 - 15058281472*t0^7*t1^29*t2^7*t3^5 + 1191454208*t0^7*t1^29*t2^3*t3^9 + 6749138944*t0^7*t1^25*t2^15*t3 - 107487904768*t0^7*t1^25*t2^11*t3^5 + 53883420768*t0^7*t1^25*t2^7*t3^9 - 2241229600*t0^7*t1^25*t2^3*t3^13 + 14181869568*t0^7*t1^21*t2^19*t3 - 421855170560*t0^7*t1^21*t2^15*t3^5 + 1104388320864*t0^7*t1^21*t2^11*t3^9 - 344711190240*t0^7*t1^21*t2^7*t3^13 + 1141955984*t0^7*t1^21*t2^3*t3^17 + 13173489664*t0^7*t1^17*t2^23*t3 - 1043114002432*t0^7*t1^17*t2^19*t3^5 + 4206478869152*t0^7*t1^17*t2^15*t3^9 - 87344241728*t0^7*t1^17*t2^11*t3^13 + 568156054424*t0^7*t1^17*t2^7*t3^17 + 1141955984*t0^7*t1^17*t2^3*t3^21 + 215189504*t0^7*t1^13*t2^27*t3 - 103951139840*t0^7*t1^13*t2^23*t3^5 + 1025507187744*t0^7*t1^13*t2^19*t3^9 - 4695302892000*t0^7*t1^13*t2^15*t3^13 - 87344241728*t0^7*t1^13*t2^11*t3^17 - 344711190240*t0^7*t1^13*t2^7*t3^21 - 2241229600*t0^7*t1^13*t2^3*t3^25 + 60878848*t0^7*t1^9*t2^31*t3 - 10949792768*t0^7*t1^9*t2^27*t3^5 + 149627056256*t0^7*t1^9*t2^23*t3^9 + 1025507187744*t0^7*t1^9*t2^19*t3^13 + 4206478869152*t0^7*t1^9*t2^15*t3^17 + 1104388320864*t0^7*t1^9*t2^11*t3^21 + 53883420768*t0^7*t1^9*t2^7*t3^25 + 1191454208*t0^7*t1^9*t2^3*t3^29 - 124928*t0^7*t1^5*t2^35*t3 - 555911168*t0^7*t1^5*t2^31*t3^5 - 10949792768*t0^7*t1^5*t2^27*t3^9 - 103951139840*t0^7*t1^5*t2^23*t3^13 - 1043114002432*t0^7*t1^5*t2^19*t3^17 - 421855170560*t0^7*t1^5*t2^15*t3^21 - 107487904768*t0^7*t1^5*t2^11*t3^25 - 15058281472*t0^7*t1^5*t2^7*t3^29 - 116422656*t0^7*t1^5*t2^3*t3^33 - 124928*t0^7*t1*t2^35*t3^5 + 60878848*t0^7*t1*t2^31*t3^9 + 215189504*t0^7*t1*t2^27*t3^13 + 13173489664*t0^7*t1*t2^23*t3^17 + 14181869568*t0^7*t1*t2^19*t3^21 + 6749138944*t0^7*t1*t2^15*t3^25 - 118638592*t0^7*t1*t2^11*t3^29 + 96919552*t0^7*t1*t2^7*t3^33 + 1015808*t0^7*t1*t2^3*t3^37 - 131072*t0^6*t1^38*t2^2*t3^2 + 116301824*t0^6*t1^34*t2^6*t3^2 + 11829248*t0^6*t1^34*t2^2*t3^6 + 366206976*t0^6*t1^30*t2^10*t3^2 - 4541552640*t0^6*t1^30*t2^6*t3^6 - 27494400*t0^6*t1^30*t2^2*t3^10 + 10288807936*t0^6*t1^26*t2^14*t3^2 - 62438895616*t0^6*t1^26*t2^10*t3^6 + 11664306016*t0^6*t1^26*t2^6*t3^10 + 38076576*t0^6*t1^26*t2^2*t3^14 + 45774815232*t0^6*t1^22*t2^18*t3^2 - 295996024832*t0^6*t1^22*t2^14*t3^6 + 467800802976*t0^6*t1^22*t2^10*t3^10 - 39752167104*t0^6*t1^22*t2^6*t3^14 - 23472416*t0^6*t1^22*t2^2*t3^18 + 54835683328*t0^6*t1^18*t2^22*t3^2 - 1265392033792*t0^6*t1^18*t2^18*t3^6 + 1780512780256*t0^6*t1^18*t2^14*t3^10 - 213252089984*t0^6*t1^18*t2^10*t3^14 + 64075392708*t0^6*t1^18*t2^6*t3^18 - 23472416*t0^6*t1^18*t2^2*t3^22 + 8369954816*t0^6*t1^14*t2^26*t3^2 - 295996024832*t0^6*t1^14*t2^22*t3^6 + 280730560224*t0^6*t1^14*t2^18*t3^10 - 2684592611392*t0^6*t1^14*t2^14*t3^14 - 213252089984*t0^6*t1^14*t2^10*t3^18 - 39752167104*t0^6*t1^14*t2^6*t3^22 + 38076576*t0^6*t1^14*t2^2*t3^26 + 495616000*t0^6*t1^10*t2^30*t3^2 - 62438895616*t0^6*t1^10*t2^26*t3^6 + 127309228864*t0^6*t1^10*t2^22*t3^10 + 280730560224*t0^6*t1^10*t2^18*t3^14 + 1780512780256*t0^6*t1^10*t2^14*t3^18 + 467800802976*t0^6*t1^10*t2^10*t3^22 + 11664306016*t0^6*t1^10*t2^6*t3^26 - 27494400*t0^6*t1^10*t2^2*t3^30 + 11829248*t0^6*t1^6*t2^34*t3^2 - 4541552640*t0^6*t1^6*t2^30*t3^6 - 62438895616*t0^6*t1^6*t2^26*t3^10 - 295996024832*t0^6*t1^6*t2^22*t3^14 - 1265392033792*t0^6*t1^6*t2^18*t3^18 - 295996024832*t0^6*t1^6*t2^14*t3^22 - 62438895616*t0^6*t1^6*t2^10*t3^26 - 4541552640*t0^6*t1^6*t2^6*t3^30 + 11829248*t0^6*t1^6*t2^2*t3^34 + 11829248*t0^6*t1^2*t2^34*t3^6 + 495616000*t0^6*t1^2*t2^30*t3^10 + 8369954816*t0^6*t1^2*t2^26*t3^14 + 54835683328*t0^6*t1^2*t2^22*t3^18 + 45774815232*t0^6*t1^2*t2^18*t3^22 + 10288807936*t0^6*t1^2*t2^14*t3^26 + 366206976*t0^6*t1^2*t2^10*t3^30 + 116301824*t0^6*t1^2*t2^6*t3^34 - 131072*t0^6*t1^2*t2^2*t3^38 + 98304*t0^5*t1^39*t2*t3^3 - 3735552*t0^5*t1^35*t2^5*t3^3 - 124928*t0^5*t1^35*t2*t3^7 + 217491456*t0^5*t1^31*t2^9*t3^3 - 555911168*t0^5*t1^31*t2^5*t3^7 + 529920*t0^5*t1^31*t2*t3^11 + 11339927552*t0^5*t1^27*t2^13*t3^3 - 10949792768*t0^5*t1^27*t2^9*t3^7 + 526353408*t0^5*t1^27*t2^5*t3^11 - 1018528*t0^5*t1^27*t2*t3^15 + 72677636096*t0^5*t1^23*t2^17*t3^3 - 103951139840*t0^5*t1^23*t2^13*t3^7 + 114066408160*t0^5*t1^23*t2^9*t3^11 + 1001154848*t0^5*t1^23*t2^5*t3^15 + 518288*t0^5*t1^23*t2*t3^19 + 117394440192*t0^5*t1^19*t2^21*t3^3 - 1043114002432*t0^5*t1^19*t2^17*t3^7 + 238180028256*t0^5*t1^19*t2^13*t3^11 - 87085227584*t0^5*t1^19*t2^9*t3^15 - 1866415928*t0^5*t1^19*t2^5*t3^19 + 518288*t0^5*t1^19*t2*t3^23 + 36970600448*t0^5*t1^15*t2^25*t3^3 - 421855170560*t0^5*t1^15*t2^21*t3^7 - 25526102368*t0^5*t1^15*t2^17*t3^11 - 830987620064*t0^5*t1^15*t2^13*t3^15 - 87085227584*t0^5*t1^15*t2^9*t3^19 + 1001154848*t0^5*t1^15*t2^5*t3^23 - 1018528*t0^5*t1^15*t2*t3^27 + 2038026240*t0^5*t1^11*t2^29*t3^3 - 107487904768*t0^5*t1^11*t2^25*t3^7 + 253610242336*t0^5*t1^11*t2^21*t3^11 - 25526102368*t0^5*t1^11*t2^17*t3^15 + 238180028256*t0^5*t1^11*t2^13*t3^19 + 114066408160*t0^5*t1^11*t2^9*t3^23 + 526353408*t0^5*t1^11*t2^5*t3^27 + 529920*t0^5*t1^11*t2*t3^31 - 116422656*t0^5*t1^7*t2^33*t3^3 - 15058281472*t0^5*t1^7*t2^29*t3^7 - 107487904768*t0^5*t1^7*t2^25*t3^11 - 421855170560*t0^5*t1^7*t2^21*t3^15 - 1043114002432*t0^5*t1^7*t2^17*t3^19 - 103951139840*t0^5*t1^7*t2^13*t3^23 - 10949792768*t0^5*t1^7*t2^9*t3^27 - 555911168*t0^5*t1^7*t2^5*t3^31 - 124928*t0^5*t1^7*t2*t3^35 + 106496*t0^5*t1^3*t2^37*t3^3 - 116422656*t0^5*t1^3*t2^33*t3^7 + 2038026240*t0^5*t1^3*t2^29*t3^11 + 36970600448*t0^5*t1^3*t2^25*t3^15 + 117394440192*t0^5*t1^3*t2^21*t3^19 + 72677636096*t0^5*t1^3*t2^17*t3^23 + 11339927552*t0^5*t1^3*t2^13*t3^27 + 217491456*t0^5*t1^3*t2^9*t3^31 - 3735552*t0^5*t1^3*t2^5*t3^35 + 98304*t0^5*t1^3*t2*t3^39 - 458752*t0^4*t1^36*t2^8 - 15486976*t0^4*t1^36*t2^4*t3^4 + 4096*t0^4*t1^36*t3^8 - 48693248*t0^4*t1^32*t2^12 - 346640384*t0^4*t1^32*t2^8*t3^4 + 29450240*t0^4*t1^32*t2^4*t3^8 - 4096*t0^4*t1^32*t3^12 - 18022400*t0^4*t1^28*t2^16 + 7293247488*t0^4*t1^28*t2^12*t3^4 + 2332540928*t0^4*t1^28*t2^8*t3^8 - 5033360*t0^4*t1^28*t2^4*t3^12 + 784*t0^4*t1^28*t3^16 + 299696128*t0^4*t1^24*t2^20 + 69489152000*t0^4*t1^24*t2^16*t3^4 - 1770082304*t0^4*t1^24*t2^12*t3^8 + 5625931040*t0^4*t1^24*t2^8*t3^12 - 84419696*t0^4*t1^24*t2^4*t3^16 - 297074688*t0^4*t1^20*t2^24 + 147807166464*t0^4*t1^20*t2^20*t3^4 - 568700686336*t0^4*t1^20*t2^16*t3^8 - 114146385408*t0^4*t1^20*t2^12*t3^12 - 7240148864*t0^4*t1^20*t2^8*t3^16 + 154641570*t0^4*t1^20*t2^4*t3^20 + 13303808*t0^4*t1^16*t2^28 + 69489152000*t0^4*t1^16*t2^24*t3^4 - 379884720128*t0^4*t1^16*t2^20*t3^8 + 107199808224*t0^4*t1^16*t2^16*t3^12 + 72757191424*t0^4*t1^16*t2^12*t3^16 - 7240148864*t0^4*t1^16*t2^8*t3^20 - 84419696*t0^4*t1^16*t2^4*t3^24 + 784*t0^4*t1^16*t3^28 + 51314688*t0^4*t1^12*t2^32 + 7293247488*t0^4*t1^12*t2^28*t3^4 - 87885377536*t0^4*t1^12*t2^24*t3^8 + 463896290192*t0^4*t1^12*t2^20*t3^12 + 107199808224*t0^4*t1^12*t2^16*t3^16 - 114146385408*t0^4*t1^12*t2^12*t3^20 + 5625931040*t0^4*t1^12*t2^8*t3^24 - 5033360*t0^4*t1^12*t2^4*t3^28 - 4096*t0^4*t1^12*t3^32 - 65536*t0^4*t1^8*t2^36 - 346640384*t0^4*t1^8*t2^32*t3^4 - 22500638720*t0^4*t1^8*t2^28*t3^8 - 87885377536*t0^4*t1^8*t2^24*t3^12 - 379884720128*t0^4*t1^8*t2^20*t3^16 - 568700686336*t0^4*t1^8*t2^16*t3^20 - 1770082304*t0^4*t1^8*t2^12*t3^24 + 2332540928*t0^4*t1^8*t2^8*t3^28 + 29450240*t0^4*t1^8*t2^4*t3^32 + 4096*t0^4*t1^8*t3^36 - 15486976*t0^4*t1^4*t2^36*t3^4 - 346640384*t0^4*t1^4*t2^32*t3^8 + 7293247488*t0^4*t1^4*t2^28*t3^12 + 69489152000*t0^4*t1^4*t2^24*t3^16 + 147807166464*t0^4*t1^4*t2^20*t3^20 + 69489152000*t0^4*t1^4*t2^16*t3^24 + 7293247488*t0^4*t1^4*t2^12*t3^28 - 346640384*t0^4*t1^4*t2^8*t3^32 - 15486976*t0^4*t1^4*t2^4*t3^36 - 65536*t0^4*t2^36*t3^8 + 51314688*t0^4*t2^32*t3^12 + 13303808*t0^4*t2^28*t3^16 - 297074688*t0^4*t2^24*t3^20 + 299696128*t0^4*t2^20*t3^24 - 18022400*t0^4*t2^16*t3^28 - 48693248*t0^4*t2^12*t3^32 - 458752*t0^4*t2^8*t3^36 - 131072*t0^3*t1^41*t2^3*t3 + 1015808*t0^3*t1^37*t2^7*t3 + 106496*t0^3*t1^37*t2^3*t3^5 - 60686336*t0^3*t1^33*t2^11*t3 - 116422656*t0^3*t1^33*t2^7*t3^5 + 18944*t0^3*t1^33*t2^3*t3^9 - 117440512*t0^3*t1^29*t2^15*t3 + 2038026240*t0^3*t1^29*t2^11*t3^5 + 1191454208*t0^3*t1^29*t2^7*t3^9 - 874400*t0^3*t1^29*t2^3*t3^13 + 531496960*t0^3*t1^25*t2^19*t3 + 36970600448*t0^3*t1^25*t2^15*t3^5 + 4190796800*t0^3*t1^25*t2^11*t3^9 - 2241229600*t0^3*t1^25*t2^7*t3^13 + 1717208*t0^3*t1^25*t2^3*t3^17 - 302841856*t0^3*t1^21*t2^23*t3 + 117394440192*t0^3*t1^21*t2^19*t3^5 - 203348306944*t0^3*t1^21*t2^15*t3^9 - 67746725600*t0^3*t1^21*t2^11*t3^13 + 1141955984*t0^3*t1^21*t2^7*t3^17 - 1688600*t0^3*t1^21*t2^3*t3^21 - 213516288*t0^3*t1^17*t2^27*t3 + 72677636096*t0^3*t1^17*t2^23*t3^5 - 224908320256*t0^3*t1^17*t2^19*t3^9 + 155515794336*t0^3*t1^17*t2^15*t3^13 + 110241199352*t0^3*t1^17*t2^11*t3^17 + 1141955984*t0^3*t1^17*t2^7*t3^21 + 1717208*t0^3*t1^17*t2^3*t3^25 + 154927104*t0^3*t1^13*t2^31*t3 + 11339927552*t0^3*t1^13*t2^27*t3^5 - 24539152896*t0^3*t1^13*t2^23*t3^9 + 505886689280*t0^3*t1^13*t2^19*t3^13 + 155515794336*t0^3*t1^13*t2^15*t3^17 - 67746725600*t0^3*t1^13*t2^11*t3^21 - 2241229600*t0^3*t1^13*t2^7*t3^25 - 874400*t0^3*t1^13*t2^3*t3^29 + 7077888*t0^3*t1^9*t2^35*t3 + 217491456*t0^3*t1^9*t2^31*t3^5 - 21834909696*t0^3*t1^9*t2^27*t3^9 - 24539152896*t0^3*t1^9*t2^23*t3^13 - 224908320256*t0^3*t1^9*t2^19*t3^17 - 203348306944*t0^3*t1^9*t2^15*t3^21 + 4190796800*t0^3*t1^9*t2^11*t3^25 + 1191454208*t0^3*t1^9*t2^7*t3^29 + 18944*t0^3*t1^9*t2^3*t3^33 + 98304*t0^3*t1^5*t2^39*t3 - 3735552*t0^3*t1^5*t2^35*t3^5 + 217491456*t0^3*t1^5*t2^31*t3^9 + 11339927552*t0^3*t1^5*t2^27*t3^13 + 72677636096*t0^3*t1^5*t2^23*t3^17 + 117394440192*t0^3*t1^5*t2^19*t3^21 + 36970600448*t0^3*t1^5*t2^15*t3^25 + 2038026240*t0^3*t1^5*t2^11*t3^29 - 116422656*t0^3*t1^5*t2^7*t3^33 + 106496*t0^3*t1^5*t2^3*t3^37 + 98304*t0^3*t1*t2^39*t3^5 + 7077888*t0^3*t1*t2^35*t3^9 + 154927104*t0^3*t1*t2^31*t3^13 - 213516288*t0^3*t1*t2^27*t3^17 - 302841856*t0^3*t1*t2^23*t3^21 + 531496960*t0^3*t1*t2^19*t3^25 - 117440512*t0^3*t1*t2^15*t3^29 - 60686336*t0^3*t1*t2^11*t3^33 + 1015808*t0^3*t1*t2^7*t3^37 - 131072*t0^3*t1*t2^3*t3^41 - 131072*t0^2*t1^38*t2^6*t3^2 + 2097152*t0^2*t1^34*t2^10*t3^2 + 11829248*t0^2*t1^34*t2^6*t3^6 - 7168*t0^2*t1^34*t2^2*t3^10 - 9961472*t0^2*t1^30*t2^14*t3^2 + 495616000*t0^2*t1^30*t2^10*t3^6 - 27494400*t0^2*t1^30*t2^6*t3^10 + 6656*t0^2*t1^30*t2^2*t3^14 + 23068672*t0^2*t1^26*t2^18*t3^2 + 8369954816*t0^2*t1^26*t2^14*t3^6 - 49918976*t0^2*t1^26*t2^10*t3^10 + 38076576*t0^2*t1^26*t2^6*t3^14 - 16320*t0^2*t1^26*t2^2*t3^18 - 30146560*t0^2*t1^22*t2^22*t3^2 + 54835683328*t0^2*t1^22*t2^18*t3^6 - 49240838144*t0^2*t1^22*t2^14*t3^10 - 9217873376*t0^2*t1^22*t2^10*t3^14 - 23472416*t0^2*t1^22*t2^6*t3^18 + 30804*t0^2*t1^22*t2^2*t3^22 + 23068672*t0^2*t1^18*t2^26*t3^2 + 45774815232*t0^2*t1^18*t2^22*t3^6 - 100995171328*t0^2*t1^18*t2^18*t3^10 + 50190555616*t0^2*t1^18*t2^14*t3^14 + 17208242432*t0^2*t1^18*t2^10*t3^18 - 23472416*t0^2*t1^18*t2^6*t3^22 - 16320*t0^2*t1^18*t2^2*t3^26 - 9961472*t0^2*t1^14*t2^30*t3^2 + 10288807936*t0^2*t1^14*t2^26*t3^6 + 22203578368*t0^2*t1^14*t2^22*t3^10 + 298147309920*t0^2*t1^14*t2^18*t3^14 + 50190555616*t0^2*t1^14*t2^14*t3^18 - 9217873376*t0^2*t1^14*t2^10*t3^22 + 38076576*t0^2*t1^14*t2^6*t3^26 + 6656*t0^2*t1^14*t2^2*t3^30 + 2097152*t0^2*t1^10*t2^34*t3^2 + 366206976*t0^2*t1^10*t2^30*t3^6 - 14495689728*t0^2*t1^10*t2^26*t3^10 + 22203578368*t0^2*t1^10*t2^22*t3^14 - 100995171328*t0^2*t1^10*t2^18*t3^18 - 49240838144*t0^2*t1^10*t2^14*t3^22 - 49918976*t0^2*t1^10*t2^10*t3^26 - 27494400*t0^2*t1^10*t2^6*t3^30 - 7168*t0^2*t1^10*t2^2*t3^34 - 131072*t0^2*t1^6*t2^38*t3^2 + 116301824*t0^2*t1^6*t2^34*t3^6 + 366206976*t0^2*t1^6*t2^30*t3^10 + 10288807936*t0^2*t1^6*t2^26*t3^14 + 45774815232*t0^2*t1^6*t2^22*t3^18 + 54835683328*t0^2*t1^6*t2^18*t3^22 + 8369954816*t0^2*t1^6*t2^14*t3^26 + 495616000*t0^2*t1^6*t2^10*t3^30 + 11829248*t0^2*t1^6*t2^6*t3^34 - 131072*t0^2*t1^2*t2^38*t3^6 + 2097152*t0^2*t1^2*t2^34*t3^10 - 9961472*t0^2*t1^2*t2^30*t3^14 + 23068672*t0^2*t1^2*t2^26*t3^18 - 30146560*t0^2*t1^2*t2^22*t3^22 + 23068672*t0^2*t1^2*t2^18*t3^26 - 9961472*t0^2*t1^2*t2^14*t3^30 + 2097152*t0^2*t1^2*t2^10*t3^34 - 131072*t0^2*t1^2*t2^6*t3^38 + 98304*t0*t1^39*t2^5*t3^3 + 7077888*t0*t1^35*t2^9*t3^3 - 124928*t0*t1^35*t2^5*t3^7 + 154927104*t0*t1^31*t2^13*t3^3 + 60878848*t0*t1^31*t2^9*t3^7 + 529920*t0*t1^31*t2^5*t3^11 - 128*t0*t1^31*t2*t3^15 - 213516288*t0*t1^27*t2^17*t3^3 + 215189504*t0*t1^27*t2^13*t3^7 - 479981056*t0*t1^27*t2^9*t3^11 - 1018528*t0*t1^27*t2^5*t3^15 + 120*t0*t1^27*t2*t3^19 - 302841856*t0*t1^23*t2^21*t3^3 + 13173489664*t0*t1^23*t2^17*t3^7 - 3668347904*t0*t1^23*t2^13*t3^11 + 953347296*t0*t1^23*t2^9*t3^15 + 518288*t0*t1^23*t2^5*t3^19 - 8*t0*t1^23*t2*t3^23 + 531496960*t0*t1^19*t2^25*t3^3 + 14181869568*t0*t1^19*t2^21*t3^7 - 37309996032*t0*t1^19*t2^17*t3^11 + 4362806816*t0*t1^19*t2^13*t3^15 - 1070868264*t0*t1^19*t2^9*t3^19 + 518288*t0*t1^19*t2^5*t3^23 + 120*t0*t1^19*t2*t3^27 - 117440512*t0*t1^15*t2^29*t3^3 + 6749138944*t0*t1^15*t2^25*t3^7 + 18337455616*t0*t1^15*t2^21*t3^11 + 82332772896*t0*t1^15*t2^17*t3^15 + 4362806816*t0*t1^15*t2^13*t3^19 + 953347296*t0*t1^15*t2^9*t3^23 - 1018528*t0*t1^15*t2^5*t3^27 - 128*t0*t1^15*t2*t3^31 - 60686336*t0*t1^11*t2^33*t3^3 - 118638592*t0*t1^11*t2^29*t3^7 - 3610990080*t0*t1^11*t2^25*t3^11 + 18337455616*t0*t1^11*t2^21*t3^15 - 37309996032*t0*t1^11*t2^17*t3^19 - 3668347904*t0*t1^11*t2^13*t3^23 - 479981056*t0*t1^11*t2^9*t3^27 + 529920*t0*t1^11*t2^5*t3^31 + 1015808*t0*t1^7*t2^37*t3^3 + 96919552*t0*t1^7*t2^33*t3^7 - 118638592*t0*t1^7*t2^29*t3^11 + 6749138944*t0*t1^7*t2^25*t3^15 + 14181869568*t0*t1^7*t2^21*t3^19 + 13173489664*t0*t1^7*t2^17*t3^23 + 215189504*t0*t1^7*t2^13*t3^27 + 60878848*t0*t1^7*t2^9*t3^31 - 124928*t0*t1^7*t2^5*t3^35 - 131072*t0*t1^3*t2^41*t3^3 + 1015808*t0*t1^3*t2^37*t3^7 - 60686336*t0*t1^3*t2^33*t3^11 - 117440512*t0*t1^3*t2^29*t3^15 + 531496960*t0*t1^3*t2^25*t3^19 - 302841856*t0*t1^3*t2^21*t3^23 - 213516288*t0*t1^3*t2^17*t3^27 + 154927104*t0*t1^3*t2^13*t3^31 + 7077888*t0*t1^3*t2^9*t3^35 + 98304*t0*t1^3*t2^5*t3^39 + 65536*t1^40*t2^8 - 524288*t1^36*t2^12 - 65536*t1^36*t2^8*t3^4 + 4096*t1^36*t2^4*t3^8 + 1835008*t1^32*t2^16 + 51314688*t1^32*t2^12*t3^4 - 8192*t1^32*t2^8*t3^8 - 4096*t1^32*t2^4*t3^12 - 3670016*t1^28*t2^20 + 13303808*t1^28*t2^16*t3^4 - 319979520*t1^28*t2^12*t3^8 + 3207168*t1^28*t2^8*t3^12 + 784*t1^28*t2^4*t3^16 + 4587520*t1^24*t2^24 - 297074688*t1^24*t2^20*t3^4 + 1829908480*t1^24*t2^16*t3^8 + 556691456*t1^24*t2^12*t3^12 - 19999024*t1^24*t2^8*t3^16 + t1^24*t3^24 - 3670016*t1^20*t2^28 + 299696128*t1^20*t2^24*t3^4 + 723357696*t1^20*t2^20*t3^8 - 5712719872*t1^20*t2^16*t3^12 - 255026896*t1^20*t2^12*t3^16 + 34158544*t1^20*t2^8*t3^20 + 1835008*t1^16*t2^32 - 18022400*t1^16*t2^28*t3^4 + 2130165760*t1^16*t2^24*t3^8 + 2414116864*t1^16*t2^20*t3^12 + 9350106352*t1^16*t2^16*t3^16 - 255026896*t1^16*t2^12*t3^20 - 19999024*t1^16*t2^8*t3^24 + 784*t1^16*t2^4*t3^28 - 524288*t1^12*t2^36 - 48693248*t1^12*t2^32*t3^4 - 70852608*t1^12*t2^28*t3^8 + 459636736*t1^12*t2^24*t3^12 + 2414116864*t1^12*t2^20*t3^16 - 5712719872*t1^12*t2^16*t3^20 + 556691456*t1^12*t2^12*t3^24 + 3207168*t1^12*t2^8*t3^28 - 4096*t1^12*t2^4*t3^32 + 65536*t1^8*t2^40 - 458752*t1^8*t2^36*t3^4 + 2764800*t1^8*t2^32*t3^8 - 70852608*t1^8*t2^28*t3^12 + 2130165760*t1^8*t2^24*t3^16 + 723357696*t1^8*t2^20*t3^20 + 1829908480*t1^8*t2^16*t3^24 - 319979520*t1^8*t2^12*t3^28 - 8192*t1^8*t2^8*t3^32 + 4096*t1^8*t2^4*t3^36 - 458752*t1^4*t2^36*t3^8 - 48693248*t1^4*t2^32*t3^12 - 18022400*t1^4*t2^28*t3^16 + 299696128*t1^4*t2^24*t3^20 - 297074688*t1^4*t2^20*t3^24 + 13303808*t1^4*t2^16*t3^28 + 51314688*t1^4*t2^12*t3^32 - 65536*t1^4*t2^8*t3^36 + 65536*t2^40*t3^8 - 524288*t2^36*t3^12 + 1835008*t2^32*t3^16 - 3670016*t2^28*t3^20 + 4587520*t2^24*t3^24 - 3670016*t2^20*t3^28 + 1835008*t2^16*t3^32 - 524288*t2^12*t3^36 + 65536*t2^8*t3^40 ; /* Discriminant 56: > time out := findrungeoptimised(40,56,325); Time: 6988.141 > out; */ rh56:= -4294967296*t0^32*t2^4*t3^4 + 2147483648*t0^31*t1^3*t2^6 + 2147483648*t0^31*t1^3*t3^6 - 1073741824*t0^30*t1^6*t2^2*t3^2 + 4294967296*t0^30*t1^2*t2^6*t3^2 + 4294967296*t0^30*t1^2*t2^2*t3^6 - 3221225472*t0^29*t1^5*t2^4*t3^2 - 3221225472*t0^29*t1^5*t2^2*t3^4 - 1610612736*t0^29*t1*t2^8*t3^2 - 47781511168*t0^29*t1*t2^6*t3^4 - 47781511168*t0^29*t1*t2^4*t3^6 - 1610612736*t0^29*t1*t2^2*t3^8 + 536870912*t0^28*t1^8*t2^4 + 536870912*t0^28*t1^8*t3^4 + 23353884672*t0^28*t1^4*t2^8 + 23890755584*t0^28*t1^4*t2^6*t3^2 - 536870912*t0^28*t1^4*t2^4*t3^4 + 23890755584*t0^28*t1^4*t2^2*t3^6 + 23353884672*t0^28*t1^4*t3^8 + 15032385536*t0^28*t2^8*t3^4 - 150323855360*t0^28*t2^6*t3^6 + 15032385536*t0^28*t2^4*t3^8 - 1342177280*t0^27*t1^7*t2^6 - 10603200512*t0^27*t1^7*t2^4*t3^2 - 10603200512*t0^27*t1^7*t2^2*t3^4 - 1342177280*t0^27*t1^7*t3^6 - 7516192768*t0^27*t1^3*t2^10 + 122943438848*t0^27*t1^3*t2^8*t3^2 - 24159191040*t0^27*t1^3*t2^6*t3^4 - 24159191040*t0^27*t1^3*t2^4*t3^6 + 122943438848*t0^27*t1^3*t2^2*t3^8 - 7516192768*t0^27*t1^3*t3^10 - 67108864*t0^26*t1^10*t2^4 + 536870912*t0^26*t1^10*t2^2*t3^2 - 67108864*t0^26*t1^10*t3^4 + 34225520640*t0^26*t1^6*t2^8 - 536870912*t0^26*t1^6*t2^6*t3^2 - 109253230592*t0^26*t1^6*t2^4*t3^4 - 536870912*t0^26*t1^6*t2^2*t3^6 + 34225520640*t0^26*t1^6*t3^8 - 32413581312*t0^26*t1^2*t2^10*t3^2 - 61203283968*t0^26*t1^2*t2^8*t3^4 - 594450317312*t0^26*t1^2*t2^6*t3^6 - 61203283968*t0^26*t1^2*t2^4*t3^8 - 32413581312*t0^26*t1^2*t2^2*t3^10 + 33554432*t0^25*t1^13*t2^2 + 33554432*t0^25*t1^13*t3^2 + 5838471168*t0^25*t1^9*t2^6 - 9663676416*t0^25*t1^9*t2^4*t3^2 - 9663676416*t0^25*t1^9*t2^2*t3^4 + 5838471168*t0^25*t1^9*t3^6 + 90865401856*t0^25*t1^5*t2^10 + 355307880448*t0^25*t1^5*t2^8*t3^2 + 192300449792*t0^25*t1^5*t2^6*t3^4 + 192300449792*t0^25*t1^5*t2^4*t3^6 + 355307880448*t0^25*t1^5*t2^2*t3^8 + 90865401856*t0^25*t1^5*t3^10 + 5435817984*t0^25*t1*t2^12*t3^2 + 69860327424*t0^25*t1*t2^10*t3^4 - 972944310272*t0^25*t1*t2^8*t3^6 - 972944310272*t0^25*t1*t2^6*t3^8 + 69860327424*t0^25*t1*t2^4*t3^10 + 5435817984*t0^25*t1*t2^2*t3^12 - 268435456*t0^24*t1^12*t2^4 + 134217728*t0^24*t1^12*t2^2*t3^2 - 268435456*t0^24*t1^12*t3^4 - 85496692736*t0^24*t1^8*t2^8 - 150021865472*t0^24*t1^8*t2^6*t3^2 - 215637557248*t0^24*t1^8*t2^4*t3^4 - 150021865472*t0^24*t1^8*t2^2*t3^6 - 85496692736*t0^24*t1^8*t3^8 - 61505273856*t0^24*t1^4*t2^12 + 637735534592*t0^24*t1^4*t2^10*t3^2 + 330746036224*t0^24*t1^4*t2^8*t3^4 + 1584977149952*t0^24*t1^4*t2^6*t3^6 + 330746036224*t0^24*t1^4*t2^4*t3^8 + 637735534592*t0^24*t1^4*t2^2*t3^10 - 61505273856*t0^24*t1^4*t3^12 - 16777216*t0^24*t2^14*t3^2 - 20602421248*t0^24*t2^12*t3^4 + 414883774464*t0^24*t2^10*t3^6 - 1744696246272*t0^24*t2^8*t3^8 + 414883774464*t0^24*t2^6*t3^10 - 20602421248*t0^24*t2^4*t3^12 - 16777216*t0^24*t2^2*t3^14 - 16777216*t0^23*t1^15*t2^2 - 16777216*t0^23*t1^15*t3^2 + 8002732032*t0^23*t1^11*t2^6 + 47982837760*t0^23*t1^11*t2^4*t3^2 + 47982837760*t0^23*t1^11*t2^2*t3^4 + 8002732032*t0^23*t1^11*t3^6 + 368041787392*t0^23*t1^7*t2^10 - 967223279616*t0^23*t1^7*t2^8*t3^2 - 566298148864*t0^23*t1^7*t2^6*t3^4 - 566298148864*t0^23*t1^7*t2^4*t3^6 - 967223279616*t0^23*t1^7*t2^2*t3^8 + 368041787392*t0^23*t1^7*t3^10 + 10250878976*t0^23*t1^3*t2^14 - 400346316800*t0^23*t1^3*t2^12*t3^2 + 959212158976*t0^23*t1^3*t2^10*t3^4 - 1007069167616*t0^23*t1^3*t2^8*t3^6 - 1007069167616*t0^23*t1^3*t2^6*t3^8 + 959212158976*t0^23*t1^3*t2^4*t3^10 - 400346316800*t0^23*t1^3*t2^2*t3^12 + 10250878976*t0^23*t1^3*t3^14 + 381681664*t0^22*t1^14*t2^4 + 721420288*t0^22*t1^14*t2^2*t3^2 + 381681664*t0^22*t1^14*t3^4 + 872415232*t0^22*t1^10*t2^8 - 1929379840*t0^22*t1^10*t2^6*t3^2 + 663706664960*t0^22*t1^10*t2^4*t3^4 - 1929379840*t0^22*t1^10*t2^2*t3^6 + 872415232*t0^22*t1^10*t3^8 + 313272565760*t0^22*t1^6*t2^12 + 1677788708864*t0^22*t1^6*t2^10*t3^2 - 1401560236032*t0^22*t1^6*t2^8*t3^4 + 2203083341824*t0^22*t1^6*t2^6*t3^6 - 1401560236032*t0^22*t1^6*t2^4*t3^8 + 1677788708864*t0^22*t1^6*t2^2*t3^10 + 313272565760*t0^22*t1^6*t3^12 + 8388608*t0^22*t1^2*t2^16 + 64088965120*t0^22*t1^2*t2^14*t3^2 - 471070670848*t0^22*t1^2*t2^12*t3^4 + 1030590824448*t0^22*t1^2*t2^10*t3^6 - 9899446632448*t0^22*t1^2*t2^8*t3^8 + 1030590824448*t0^22*t1^2*t2^6*t3^10 - 471070670848*t0^22*t1^2*t2^4*t3^12 + 64088965120*t0^22*t1^2*t2^2*t3^14 + 8388608*t0^22*t1^2*t3^16 - 12582912*t0^21*t1^17*t2^2 - 12582912*t0^21*t1^17*t3^2 - 21428699136*t0^21*t1^13*t2^6 - 10053746688*t0^21*t1^13*t2^4*t3^2 - 10053746688*t0^21*t1^13*t2^2*t3^4 - 21428699136*t0^21*t1^13*t3^6 + 145255038976*t0^21*t1^9*t2^10 - 1727086460928*t0^21*t1^9*t2^8*t3^2 + 473478201344*t0^21*t1^9*t2^6*t3^4 + 473478201344*t0^21*t1^9*t2^4*t3^6 - 1727086460928*t0^21*t1^9*t2^2*t3^8 + 145255038976*t0^21*t1^9*t3^10 - 134112870400*t0^21*t1^5*t2^14 + 440758435840*t0^21*t1^5*t2^12*t3^2 + 4536823447552*t0^21*t1^5*t2^10*t3^4 + 8950690873344*t0^21*t1^5*t2^8*t3^6 + 8950690873344*t0^21*t1^5*t2^6*t3^8 + 4536823447552*t0^21*t1^5*t2^4*t3^10 + 440758435840*t0^21*t1^5*t2^2*t3^12 - 134112870400*t0^21*t1^5*t3^14 - 7249854464*t0^21*t1*t2^16*t3^2 + 39277559808*t0^21*t1*t2^14*t3^4 + 2274376024064*t0^21*t1*t2^12*t3^6 - 5939543408640*t0^21*t1*t2^10*t3^8 - 5939543408640*t0^21*t1*t2^8*t3^10 + 2274376024064*t0^21*t1*t2^6*t3^12 + 39277559808*t0^21*t1*t2^4*t3^14 - 7249854464*t0^21*t1*t2^2*t3^16 - 1048576*t0^20*t1^20 + 360710144*t0^20*t1^16*t2^4 + 679477248*t0^20*t1^16*t2^2*t3^2 + 360710144*t0^20*t1^16*t3^4 + 134375014400*t0^20*t1^12*t2^8 - 229837373440*t0^20*t1^12*t2^6*t3^2 + 699098202112*t0^20*t1^12*t2^4*t3^4 - 229837373440*t0^20*t1^12*t2^2*t3^6 + 134375014400*t0^20*t1^12*t3^8 + 1233125376000*t0^20*t1^8*t2^12 - 4046387675136*t0^20*t1^8*t2^10*t3^2 - 5783181852672*t0^20*t1^8*t2^8*t3^4 - 1166385610752*t0^20*t1^8*t2^6*t3^6 - 5783181852672*t0^20*t1^8*t2^4*t3^8 - 4046387675136*t0^20*t1^8*t2^2*t3^10 + 1233125376000*t0^20*t1^8*t3^12 + 52168753152*t0^20*t1^4*t2^16 - 1946488406016*t0^20*t1^4*t2^14*t3^2 + 1397812625408*t0^20*t1^4*t2^12*t3^4 + 16826243219456*t0^20*t1^4*t2^10*t3^6 + 12505766166528*t0^20*t1^4*t2^8*t3^8 + 16826243219456*t0^20*t1^4*t2^6*t3^10 + 1397812625408*t0^20*t1^4*t2^4*t3^12 - 1946488406016*t0^20*t1^4*t2^2*t3^14 + 52168753152*t0^20*t1^4*t3^16 + 46137344*t0^20*t2^18*t3^2 + 13337886720*t0^20*t2^16*t3^4 - 241239588864*t0^20*t2^14*t3^6 + 3504911417344*t0^20*t2^12*t3^8 - 8183514923008*t0^20*t2^10*t3^10 + 3504911417344*t0^20*t2^8*t3^12 - 241239588864*t0^20*t2^6*t3^14 + 13337886720*t0^20*t2^4*t3^16 + 46137344*t0^20*t2^2*t3^18 + 2097152*t0^19*t1^19*t2^2 + 2097152*t0^19*t1^19*t3^2 - 587202560*t0^19*t1^15*t2^6 - 12247367680*t0^19*t1^15*t2^4*t3^2 - 12247367680*t0^19*t1^15*t2^2*t3^4 - 587202560*t0^19*t1^15*t3^6 - 1264321560576*t0^19*t1^11*t2^10 - 18411945984*t0^19*t1^11*t2^8*t3^2 + 2259737903104*t0^19*t1^11*t2^6*t3^4 + 2259737903104*t0^19*t1^11*t2^4*t3^6 - 18411945984*t0^19*t1^11*t2^2*t3^8 - 1264321560576*t0^19*t1^11*t3^10 + 456984100864*t0^19*t1^7*t2^14 + 268599033856*t0^19*t1^7*t2^12*t3^2 - 14259467583488*t0^19*t1^7*t2^10*t3^4 - 3419391655936*t0^19*t1^7*t2^8*t3^6 - 3419391655936*t0^19*t1^7*t2^6*t3^8 - 14259467583488*t0^19*t1^7*t2^4*t3^10 + 268599033856*t0^19*t1^7*t2^2*t3^12 + 456984100864*t0^19*t1^7*t3^14 - 6745489408*t0^19*t1^3*t2^18 + 316123643904*t0^19*t1^3*t2^16*t3^2 - 3775821512704*t0^19*t1^3*t2^14*t3^4 + 15977504833536*t0^19*t1^3*t2^12*t3^6 - 1197647855616*t0^19*t1^3*t2^10*t3^8 - 1197647855616*t0^19*t1^3*t2^8*t3^10 + 15977504833536*t0^19*t1^3*t2^6*t3^12 - 3775821512704*t0^19*t1^3*t2^4*t3^14 + 316123643904*t0^19*t1^3*t2^2*t3^16 - 6745489408*t0^19*t1^3*t3^18 - 1492647936*t0^18*t1^18*t2^4 - 2985295872*t0^18*t1^18*t2^2*t3^2 - 1492647936*t0^18*t1^18*t3^4 + 32285655040*t0^18*t1^14*t2^8 + 357354700800*t0^18*t1^14*t2^6*t3^2 - 166509674496*t0^18*t1^14*t2^4*t3^4 + 357354700800*t0^18*t1^14*t2^2*t3^6 + 32285655040*t0^18*t1^14*t3^8 - 58404372480*t0^18*t1^10*t2^12 - 11544703270912*t0^18*t1^10*t2^10*t3^2 + 462838038528*t0^18*t1^10*t2^8*t3^4 + 7403586191360*t0^18*t1^10*t2^6*t3^6 + 462838038528*t0^18*t1^10*t2^4*t3^8 - 11544703270912*t0^18*t1^10*t2^2*t3^10 - 58404372480*t0^18*t1^10*t3^12 - 439378509824*t0^18*t1^6*t2^16 - 4607310823424*t0^18*t1^6*t2^14*t3^2 - 3189013217280*t0^18*t1^6*t2^12*t3^4 + 2739285262336*t0^18*t1^6*t2^10*t3^6 + 25446540378112*t0^18*t1^6*t2^8*t3^8 + 2739285262336*t0^18*t1^6*t2^6*t3^10 - 3189013217280*t0^18*t1^6*t2^4*t3^12 - 4607310823424*t0^18*t1^6*t2^2*t3^14 - 439378509824*t0^18*t1^6*t3^16 - 21233664*t0^18*t1^2*t2^20 - 48031072256*t0^18*t1^2*t2^18*t3^2 + 1182665539584*t0^18*t1^2*t2^16*t3^4 + 1055158960128*t0^18*t1^2*t2^14*t3^6 + 17912763514880*t0^18*t1^2*t2^12*t3^8 - 47420683583488*t0^18*t1^2*t2^10*t3^10 + 17912763514880*t0^18*t1^2*t2^8*t3^12 + 1055158960128*t0^18*t1^2*t2^6*t3^14 + 1182665539584*t0^18*t1^2*t2^4*t3^16 - 48031072256*t0^18*t1^2*t2^2*t3^18 - 21233664*t0^18*t1^2*t3^20 - 12582912*t0^17*t1^21*t2^2 - 12582912*t0^17*t1^21*t3^2 + 14061928448*t0^17*t1^17*t2^6 - 3112697856*t0^17*t1^17*t2^4*t3^2 - 3112697856*t0^17*t1^17*t2^2*t3^4 + 14061928448*t0^17*t1^17*t3^6 + 179521454080*t0^17*t1^13*t2^10 + 3885163872256*t0^17*t1^13*t2^8*t3^2 + 3678436065280*t0^17*t1^13*t2^6*t3^4 + 3678436065280*t0^17*t1^13*t2^4*t3^6 + 3885163872256*t0^17*t1^13*t2^2*t3^8 + 179521454080*t0^17*t1^13*t3^10 + 2203164344320*t0^17*t1^9*t2^14 - 5532859236352*t0^17*t1^9*t2^12*t3^2 - 40869644468224*t0^17*t1^9*t2^10*t3^4 - 25167393980416*t0^17*t1^9*t2^8*t3^6 - 25167393980416*t0^17*t1^9*t2^6*t3^8 - 40869644468224*t0^17*t1^9*t2^4*t3^10 - 5532859236352*t0^17*t1^9*t2^2*t3^12 + 2203164344320*t0^17*t1^9*t3^14 + 22475046912*t0^17*t1^5*t2^18 - 4304084271104*t0^17*t1^5*t2^16*t3^2 - 16002290024448*t0^17*t1^5*t2^14*t3^4 + 43143990870016*t0^17*t1^5*t2^12*t3^6 + 37597679976448*t0^17*t1^5*t2^10*t3^8 + 37597679976448*t0^17*t1^5*t2^8*t3^10 + 43143990870016*t0^17*t1^5*t2^6*t3^12 - 16002290024448*t0^17*t1^5*t2^4*t3^14 - 4304084271104*t0^17*t1^5*t2^2*t3^16 + 22475046912*t0^17*t1^5*t3^18 + 4756078592*t0^17*t1*t2^20*t3^2 - 48802037760*t0^17*t1*t2^18*t3^4 - 740275781632*t0^17*t1*t2^16*t3^6 + 10842657521664*t0^17*t1*t2^14*t3^8 - 14217206300672*t0^17*t1*t2^12*t3^10 - 14217206300672*t0^17*t1*t2^10*t3^12 + 10842657521664*t0^17*t1*t2^8*t3^14 - 740275781632*t0^17*t1*t2^6*t3^16 - 48802037760*t0^17*t1*t2^4*t3^18 + 4756078592*t0^17*t1*t2^2*t3^20 + 360710144*t0^16*t1^20*t2^4 + 679477248*t0^16*t1^20*t2^2*t3^2 + 360710144*t0^16*t1^20*t3^4 - 331197775872*t0^16*t1^16*t2^8 + 187955937280*t0^16*t1^16*t2^6*t3^2 - 2023064731648*t0^16*t1^16*t2^4*t3^4 + 187955937280*t0^16*t1^16*t2^2*t3^6 - 331197775872*t0^16*t1^16*t3^8 + 696140693504*t0^16*t1^12*t2^12 + 13232984031232*t0^16*t1^12*t2^10*t3^2 + 31343317090304*t0^16*t1^12*t2^8*t3^4 + 29539616948224*t0^16*t1^12*t2^6*t3^6 + 31343317090304*t0^16*t1^12*t2^4*t3^8 + 13232984031232*t0^16*t1^12*t2^2*t3^10 + 696140693504*t0^16*t1^12*t3^12 + 531388170240*t0^16*t1^8*t2^16 + 1162486087680*t0^16*t1^8*t2^14*t3^2 - 31964355887104*t0^16*t1^8*t2^12*t3^4 - 124646614761472*t0^16*t1^8*t2^10*t3^6 - 155289802244096*t0^16*t1^8*t2^8*t3^8 - 124646614761472*t0^16*t1^8*t2^6*t3^10 - 31964355887104*t0^16*t1^8*t2^4*t3^12 + 1162486087680*t0^16*t1^8*t2^2*t3^14 + 531388170240*t0^16*t1^8*t3^16 - 11621367808*t0^16*t1^4*t2^20 + 1314421997568*t0^16*t1^4*t2^18*t3^2 - 8236853886976*t0^16*t1^4*t2^16*t3^4 + 4906580705280*t0^16*t1^4*t2^14*t3^6 + 94539686608896*t0^16*t1^4*t2^12*t3^8 - 41061620645888*t0^16*t1^4*t2^10*t3^10 + 94539686608896*t0^16*t1^4*t2^8*t3^12 + 4906580705280*t0^16*t1^4*t2^6*t3^14 - 8236853886976*t0^16*t1^4*t2^4*t3^16 + 1314421997568*t0^16*t1^4*t2^2*t3^18 - 11621367808*t0^16*t1^4*t3^20 - 45481984*t0^16*t2^22*t3^2 - 3607429120*t0^16*t2^20*t3^4 - 130296446976*t0^16*t2^18*t3^6 - 2292452163584*t0^16*t2^16*t3^8 + 10302967775232*t0^16*t2^14*t3^10 - 16912790454272*t0^16*t2^12*t3^12 + 10302967775232*t0^16*t2^10*t3^14 - 2292452163584*t0^16*t2^8*t3^16 - 130296446976*t0^16*t2^6*t3^18 - 3607429120*t0^16*t2^4*t3^20 - 45481984*t0^16*t2^2*t3^22 - 16777216*t0^15*t1^23*t2^2 - 16777216*t0^15*t1^23*t3^2 - 587202560*t0^15*t1^19*t2^6 - 12247367680*t0^15*t1^19*t2^4*t3^2 - 12247367680*t0^15*t1^19*t2^2*t3^4 - 587202560*t0^15*t1^19*t3^6 + 698230505472*t0^15*t1^15*t2^10 - 2412657508352*t0^15*t1^15*t2^8*t3^2 - 12530729615360*t0^15*t1^15*t2^6*t3^4 - 12530729615360*t0^15*t1^15*t2^4*t3^6 - 2412657508352*t0^15*t1^15*t2^2*t3^8 + 698230505472*t0^15*t1^15*t3^10 + 4581501173760*t0^15*t1^11*t2^14 + 25220721147904*t0^15*t1^11*t2^12*t3^2 + 94558589288448*t0^15*t1^11*t2^10*t3^4 + 128268929859584*t0^15*t1^11*t2^8*t3^6 + 128268929859584*t0^15*t1^11*t2^6*t3^8 + 94558589288448*t0^15*t1^11*t2^4*t3^10 + 25220721147904*t0^15*t1^11*t2^2*t3^12 + 4581501173760*t0^15*t1^11*t3^14 - 663625334784*t0^15*t1^7*t2^18 - 5632421199872*t0^15*t1^7*t2^16*t3^2 - 37909963210752*t0^15*t1^7*t2^14*t3^4 - 84020792918016*t0^15*t1^7*t2^12*t3^6 - 258981293064192*t0^15*t1^7*t2^10*t3^8 - 258981293064192*t0^15*t1^7*t2^8*t3^10 - 84020792918016*t0^15*t1^7*t2^6*t3^12 - 37909963210752*t0^15*t1^7*t2^4*t3^14 - 5632421199872*t0^15*t1^7*t2^2*t3^16 - 663625334784*t0^15*t1^7*t3^18 + 2131558400*t0^15*t1^3*t2^22 + 31623479296*t0^15*t1^3*t2^20*t3^2 + 5147179352064*t0^15*t1^3*t2^18*t3^4 - 12940551585792*t0^15*t1^3*t2^16*t3^6 + 52692426031104*t0^15*t1^3*t2^14*t3^8 - 15452606300160*t0^15*t1^3*t2^12*t3^10 - 15452606300160*t0^15*t1^3*t2^10*t3^12 + 52692426031104*t0^15*t1^3*t2^8*t3^14 - 12940551585792*t0^15*t1^3*t2^6*t3^16 + 5147179352064*t0^15*t1^3*t2^4*t3^18 + 31623479296*t0^15*t1^3*t2^2*t3^20 + 2131558400*t0^15*t1^3*t3^22 + 381681664*t0^14*t1^22*t2^4 + 721420288*t0^14*t1^22*t2^2*t3^2 + 381681664*t0^14*t1^22*t3^4 + 32285655040*t0^14*t1^18*t2^8 + 357354700800*t0^14*t1^18*t2^6*t3^2 - 166509674496*t0^14*t1^18*t2^4*t3^4 + 357354700800*t0^14*t1^18*t2^2*t3^6 + 32285655040*t0^14*t1^18*t3^8 - 4196882579456*t0^14*t1^14*t2^12 - 1546756292608*t0^14*t1^14*t2^10*t3^2 - 43779711959040*t0^14*t1^14*t2^8*t3^4 - 86448632496128*t0^14*t1^14*t2^6*t3^6 - 43779711959040*t0^14*t1^14*t2^4*t3^8 - 1546756292608*t0^14*t1^14*t2^2*t3^10 - 4196882579456*t0^14*t1^14*t3^12 + 6949751881728*t0^14*t1^10*t2^16 + 47775868256256*t0^14*t1^10*t2^14*t3^2 + 138769721720832*t0^14*t1^10*t2^12*t3^4 + 287326514708480*t0^14*t1^10*t2^10*t3^6 + 295652832837632*t0^14*t1^10*t2^8*t3^8 + 287326514708480*t0^14*t1^10*t2^6*t3^10 + 138769721720832*t0^14*t1^10*t2^4*t3^12 + 47775868256256*t0^14*t1^10*t2^2*t3^14 + 6949751881728*t0^14*t1^10*t3^16 + 48418865152*t0^14*t1^6*t2^20 - 1726952177664*t0^14*t1^6*t2^18*t3^2 - 39463990837248*t0^14*t1^6*t2^16*t3^4 - 88401014161408*t0^14*t1^6*t2^14*t3^6 - 55390875516928*t0^14*t1^6*t2^12*t3^8 - 276624187195392*t0^14*t1^6*t2^10*t3^10 - 55390875516928*t0^14*t1^6*t2^8*t3^12 - 88401014161408*t0^14*t1^6*t2^6*t3^14 - 39463990837248*t0^14*t1^6*t2^4*t3^16 - 1726952177664*t0^14*t1^6*t2^2*t3^18 + 48418865152*t0^14*t1^6*t3^20 + 18612224*t0^14*t1^2*t2^24 + 10398531584*t0^14*t1^2*t2^22*t3^2 - 492262916096*t0^14*t1^2*t2^20*t3^4 + 1408824311808*t0^14*t1^2*t2^18*t3^6 - 9016016896000*t0^14*t1^2*t2^16*t3^8 + 50387821920256*t0^14*t1^2*t2^14*t3^10 - 84902207815680*t0^14*t1^2*t2^12*t3^12 + 50387821920256*t0^14*t1^2*t2^10*t3^14 - 9016016896000*t0^14*t1^2*t2^8*t3^16 + 1408824311808*t0^14*t1^2*t2^6*t3^18 - 492262916096*t0^14*t1^2*t2^4*t3^20 + 10398531584*t0^14*t1^2*t2^2*t3^22 + 18612224*t0^14*t1^2*t3^24 + 33554432*t0^13*t1^25*t2^2 + 33554432*t0^13*t1^25*t3^2 - 21428699136*t0^13*t1^21*t2^6 - 10053746688*t0^13*t1^21*t2^4*t3^2 - 10053746688*t0^13*t1^21*t2^2*t3^4 - 21428699136*t0^13*t1^21*t3^6 + 179521454080*t0^13*t1^17*t2^10 + 3885163872256*t0^13*t1^17*t2^8*t3^2 + 3678436065280*t0^13*t1^17*t2^6*t3^4 + 3678436065280*t0^13*t1^17*t2^4*t3^6 + 3885163872256*t0^13*t1^17*t2^2*t3^8 + 179521454080*t0^13*t1^17*t3^10 - 11633615044608*t0^13*t1^13*t2^14 - 50009003393024*t0^13*t1^13*t2^12*t3^2 - 75360612253696*t0^13*t1^13*t2^10*t3^4 - 220492709101568*t0^13*t1^13*t2^8*t3^6 - 220492709101568*t0^13*t1^13*t2^6*t3^8 - 75360612253696*t0^13*t1^13*t2^4*t3^10 - 50009003393024*t0^13*t1^13*t2^2*t3^12 - 11633615044608*t0^13*t1^13*t3^14 + 3478104408064*t0^13*t1^9*t2^18 + 48723198050304*t0^13*t1^9*t2^16*t3^2 + 141542462717952*t0^13*t1^9*t2^14*t3^4 + 308003976642560*t0^13*t1^9*t2^12*t3^6 + 413921761886208*t0^13*t1^9*t2^10*t3^8 + 413921761886208*t0^13*t1^9*t2^8*t3^10 + 308003976642560*t0^13*t1^9*t2^6*t3^12 + 141542462717952*t0^13*t1^9*t2^4*t3^14 + 48723198050304*t0^13*t1^9*t2^2*t3^16 + 3478104408064*t0^13*t1^9*t3^18 + 11109875712*t0^13*t1^5*t2^22 + 3100744040448*t0^13*t1^5*t2^20*t3^2 + 808814526464*t0^13*t1^5*t2^18*t3^4 - 92482289909760*t0^13*t1^5*t2^16*t3^6 + 23510110339072*t0^13*t1^5*t2^14*t3^8 - 39761453088768*t0^13*t1^5*t2^12*t3^10 - 39761453088768*t0^13*t1^5*t2^10*t3^12 + 23510110339072*t0^13*t1^5*t2^8*t3^14 - 92482289909760*t0^13*t1^5*t2^6*t3^16 + 808814526464*t0^13*t1^5*t2^4*t3^18 + 3100744040448*t0^13*t1^5*t2^2*t3^20 + 11109875712*t0^13*t1^5*t3^22 + 8192*t0^13*t1*t2^26 - 1486299136*t0^13*t1*t2^24*t3^2 - 40186970112*t0^13*t1*t2^22*t3^4 - 757179580416*t0^13*t1*t2^20*t3^6 - 5410644975616*t0^13*t1*t2^18*t3^8 + 14047271542784*t0^13*t1*t2^16*t3^10 - 9702041190400*t0^13*t1*t2^14*t3^12 - 9702041190400*t0^13*t1*t2^12*t3^14 + 14047271542784*t0^13*t1*t2^10*t3^16 - 5410644975616*t0^13*t1*t2^8*t3^18 - 757179580416*t0^13*t1*t2^6*t3^20 - 40186970112*t0^13*t1*t2^4*t3^22 - 1486299136*t0^13*t1*t2^2*t3^24 + 8192*t0^13*t1*t3^26 - 268435456*t0^12*t1^24*t2^4 + 134217728*t0^12*t1^24*t2^2*t3^2 - 268435456*t0^12*t1^24*t3^4 + 134375014400*t0^12*t1^20*t2^8 - 229837373440*t0^12*t1^20*t2^6*t3^2 + 699098202112*t0^12*t1^20*t2^4*t3^4 - 229837373440*t0^12*t1^20*t2^2*t3^6 + 134375014400*t0^12*t1^20*t3^8 + 696140693504*t0^12*t1^16*t2^12 + 13232984031232*t0^12*t1^16*t2^10*t3^2 + 31343317090304*t0^12*t1^16*t2^8*t3^4 + 29539616948224*t0^12*t1^16*t2^6*t3^6 + 31343317090304*t0^12*t1^16*t2^4*t3^8 + 13232984031232*t0^12*t1^16*t2^2*t3^10 + 696140693504*t0^12*t1^16*t3^12 - 12539814289408*t0^12*t1^12*t2^16 - 85202806046720*t0^12*t1^12*t2^14*t3^2 - 233592559468544*t0^12*t1^12*t2^12*t3^4 - 292891168276480*t0^12*t1^12*t2^10*t3^6 - 436045626130432*t0^12*t1^12*t2^8*t3^8 - 292891168276480*t0^12*t1^12*t2^6*t3^10 - 233592559468544*t0^12*t1^12*t2^4*t3^12 - 85202806046720*t0^12*t1^12*t2^2*t3^14 - 12539814289408*t0^12*t1^12*t3^16 + 306753601536*t0^12*t1^8*t2^20 + 22697478979584*t0^12*t1^8*t2^18*t3^2 + 84135734837248*t0^12*t1^8*t2^16*t3^4 + 141710567931904*t0^12*t1^8*t2^14*t3^6 + 326664529182720*t0^12*t1^8*t2^12*t3^8 + 293175156015104*t0^12*t1^8*t2^10*t3^10 + 326664529182720*t0^12*t1^8*t2^8*t3^12 + 141710567931904*t0^12*t1^8*t2^6*t3^14 + 84135734837248*t0^12*t1^8*t2^4*t3^16 + 22697478979584*t0^12*t1^8*t2^2*t3^18 + 306753601536*t0^12*t1^8*t3^20 - 3169230848*t0^12*t1^4*t2^24 + 19208790016*t0^12*t1^4*t2^22*t3^2 + 9398964158464*t0^12*t1^4*t2^20*t3^4 - 14459971215360*t0^12*t1^4*t2^18*t3^6 - 63749861302272*t0^12*t1^4*t2^16*t3^8 + 145386062987264*t0^12*t1^4*t2^14*t3^10 - 121570158510080*t0^12*t1^4*t2^12*t3^12 + 145386062987264*t0^12*t1^4*t2^10*t3^14 - 63749861302272*t0^12*t1^4*t2^8*t3^16 - 14459971215360*t0^12*t1^4*t2^6*t3^18 + 9398964158464*t0^12*t1^4*t2^4*t3^20 + 19208790016*t0^12*t1^4*t2^2*t3^22 - 3169230848*t0^12*t1^4*t3^24 + 19038208*t0^12*t2^26*t3^2 + 729120768*t0^12*t2^24*t3^4 + 109088079872*t0^12*t2^22*t3^6 + 437202157568*t0^12*t2^20*t3^8 - 4649598222336*t0^12*t2^18*t3^10 + 11011772055552*t0^12*t2^16*t3^12 - 14199099490304*t0^12*t2^14*t3^14 + 11011772055552*t0^12*t2^12*t3^16 - 4649598222336*t0^12*t2^10*t3^18 + 437202157568*t0^12*t2^8*t3^20 + 109088079872*t0^12*t2^6*t3^22 + 729120768*t0^12*t2^4*t3^24 + 19038208*t0^12*t2^2*t3^26 + 8002732032*t0^11*t1^23*t2^6 + 47982837760*t0^11*t1^23*t2^4*t3^2 + 47982837760*t0^11*t1^23*t2^2*t3^4 + 8002732032*t0^11*t1^23*t3^6 - 1264321560576*t0^11*t1^19*t2^10 - 18411945984*t0^11*t1^19*t2^8*t3^2 + 2259737903104*t0^11*t1^19*t2^6*t3^4 + 2259737903104*t0^11*t1^19*t2^4*t3^6 - 18411945984*t0^11*t1^19*t2^2*t3^8 - 1264321560576*t0^11*t1^19*t3^10 + 4581501173760*t0^11*t1^15*t2^14 + 25220721147904*t0^11*t1^15*t2^12*t3^2 + 94558589288448*t0^11*t1^15*t2^10*t3^4 + 128268929859584*t0^11*t1^15*t2^8*t3^6 + 128268929859584*t0^11*t1^15*t2^6*t3^8 + 94558589288448*t0^11*t1^15*t2^4*t3^10 + 25220721147904*t0^11*t1^15*t2^2*t3^12 + 4581501173760*t0^11*t1^15*t3^14 - 9574947504128*t0^11*t1^11*t2^18 - 52660195180544*t0^11*t1^11*t2^16*t3^2 - 248250041434112*t0^11*t1^11*t2^14*t3^4 - 443922028756992*t0^11*t1^11*t2^12*t3^6 - 438703634743296*t0^11*t1^11*t2^10*t3^8 - 438703634743296*t0^11*t1^11*t2^8*t3^10 - 443922028756992*t0^11*t1^11*t2^6*t3^12 - 248250041434112*t0^11*t1^11*t2^4*t3^14 - 52660195180544*t0^11*t1^11*t2^2*t3^16 - 9574947504128*t0^11*t1^11*t3^18 + 167991640064*t0^11*t1^7*t2^22 + 6087464583168*t0^11*t1^7*t2^20*t3^2 + 35996517138432*t0^11*t1^7*t2^18*t3^4 - 27947264835584*t0^11*t1^7*t2^16*t3^6 + 131019098161152*t0^11*t1^7*t2^14*t3^8 + 75747941154816*t0^11*t1^7*t2^12*t3^10 + 75747941154816*t0^11*t1^7*t2^10*t3^12 + 131019098161152*t0^11*t1^7*t2^8*t3^14 - 27947264835584*t0^11*t1^7*t2^6*t3^16 + 35996517138432*t0^11*t1^7*t2^4*t3^18 + 6087464583168*t0^11*t1^7*t2^2*t3^20 + 167991640064*t0^11*t1^7*t3^22 - 299241472*t0^11*t1^3*t2^26 - 63603806208*t0^11*t1^3*t2^24*t3^2 - 1897670090752*t0^11*t1^3*t2^22*t3^4 + 5664325525504*t0^11*t1^3*t2^20*t3^6 - 33578887802880*t0^11*t1^3*t2^18*t3^8 + 54994941186048*t0^11*t1^3*t2^16*t3^10 - 11034534264832*t0^11*t1^3*t2^14*t3^12 - 11034534264832*t0^11*t1^3*t2^12*t3^14 + 54994941186048*t0^11*t1^3*t2^10*t3^16 - 33578887802880*t0^11*t1^3*t2^8*t3^18 + 5664325525504*t0^11*t1^3*t2^6*t3^20 - 1897670090752*t0^11*t1^3*t2^4*t3^22 - 63603806208*t0^11*t1^3*t2^2*t3^24 - 299241472*t0^11*t1^3*t3^26 - 67108864*t0^10*t1^26*t2^4 + 536870912*t0^10*t1^26*t2^2*t3^2 - 67108864*t0^10*t1^26*t3^4 + 872415232*t0^10*t1^22*t2^8 - 1929379840*t0^10*t1^22*t2^6*t3^2 + 663706664960*t0^10*t1^22*t2^4*t3^4 - 1929379840*t0^10*t1^22*t2^2*t3^6 + 872415232*t0^10*t1^22*t3^8 - 58404372480*t0^10*t1^18*t2^12 - 11544703270912*t0^10*t1^18*t2^10*t3^2 + 462838038528*t0^10*t1^18*t2^8*t3^4 + 7403586191360*t0^10*t1^18*t2^6*t3^6 + 462838038528*t0^10*t1^18*t2^4*t3^8 - 11544703270912*t0^10*t1^18*t2^2*t3^10 - 58404372480*t0^10*t1^18*t3^12 + 6949751881728*t0^10*t1^14*t2^16 + 47775868256256*t0^10*t1^14*t2^14*t3^2 + 138769721720832*t0^10*t1^14*t2^12*t3^4 + 287326514708480*t0^10*t1^14*t2^10*t3^6 + 295652832837632*t0^10*t1^14*t2^8*t3^8 + 287326514708480*t0^10*t1^14*t2^6*t3^10 + 138769721720832*t0^10*t1^14*t2^4*t3^12 + 47775868256256*t0^10*t1^14*t2^2*t3^14 + 6949751881728*t0^10*t1^14*t3^16 - 6884665675776*t0^10*t1^10*t2^20 - 22066278965248*t0^10*t1^10*t2^18*t3^2 - 72362374402048*t0^10*t1^10*t2^16*t3^4 - 280062535499776*t0^10*t1^10*t2^14*t3^6 - 354085046034432*t0^10*t1^10*t2^12*t3^8 - 394932054179840*t0^10*t1^10*t2^10*t3^10 - 354085046034432*t0^10*t1^10*t2^8*t3^12 - 280062535499776*t0^10*t1^10*t2^6*t3^14 - 72362374402048*t0^10*t1^10*t2^4*t3^16 - 22066278965248*t0^10*t1^10*t2^2*t3^18 - 6884665675776*t0^10*t1^10*t3^20 + 72747655168*t0^10*t1^6*t2^24 + 3142397657088*t0^10*t1^6*t2^22*t3^2 + 21930755309568*t0^10*t1^6*t2^20*t3^4 - 12938317725696*t0^10*t1^6*t2^18*t3^6 - 72049017430016*t0^10*t1^6*t2^16*t3^8 + 176390386614272*t0^10*t1^6*t2^14*t3^10 - 338302322769920*t0^10*t1^6*t2^12*t3^12 + 176390386614272*t0^10*t1^6*t2^10*t3^14 - 72049017430016*t0^10*t1^6*t2^8*t3^16 - 12938317725696*t0^10*t1^6*t2^6*t3^18 + 21930755309568*t0^10*t1^6*t2^4*t3^20 + 3142397657088*t0^10*t1^6*t2^2*t3^22 + 72747655168*t0^10*t1^6*t3^24 - 6394880*t0^10*t1^2*t2^28 + 1816211456*t0^10*t1^2*t2^26*t3^2 - 153709165568*t0^10*t1^2*t2^24*t3^4 - 3299649576960*t0^10*t1^2*t2^22*t3^6 - 301044290560*t0^10*t1^2*t2^20*t3^8 - 13446325678080*t0^10*t1^2*t2^18*t3^10 + 54588231951360*t0^10*t1^2*t2^16*t3^12 - 73749016756224*t0^10*t1^2*t2^14*t3^14 + 54588231951360*t0^10*t1^2*t2^12*t3^16 - 13446325678080*t0^10*t1^2*t2^10*t3^18 - 301044290560*t0^10*t1^2*t2^8*t3^20 - 3299649576960*t0^10*t1^2*t2^6*t3^22 - 153709165568*t0^10*t1^2*t2^4*t3^24 + 1816211456*t0^10*t1^2*t2^2*t3^26 - 6394880*t0^10*t1^2*t3^28 + 5838471168*t0^9*t1^25*t2^6 - 9663676416*t0^9*t1^25*t2^4*t3^2 - 9663676416*t0^9*t1^25*t2^2*t3^4 + 5838471168*t0^9*t1^25*t3^6 + 145255038976*t0^9*t1^21*t2^10 - 1727086460928*t0^9*t1^21*t2^8*t3^2 + 473478201344*t0^9*t1^21*t2^6*t3^4 + 473478201344*t0^9*t1^21*t2^4*t3^6 - 1727086460928*t0^9*t1^21*t2^2*t3^8 + 145255038976*t0^9*t1^21*t3^10 + 2203164344320*t0^9*t1^17*t2^14 - 5532859236352*t0^9*t1^17*t2^12*t3^2 - 40869644468224*t0^9*t1^17*t2^10*t3^4 - 25167393980416*t0^9*t1^17*t2^8*t3^6 - 25167393980416*t0^9*t1^17*t2^6*t3^8 - 40869644468224*t0^9*t1^17*t2^4*t3^10 - 5532859236352*t0^9*t1^17*t2^2*t3^12 + 2203164344320*t0^9*t1^17*t3^14 + 3478104408064*t0^9*t1^13*t2^18 + 48723198050304*t0^9*t1^13*t2^16*t3^2 + 141542462717952*t0^9*t1^13*t2^14*t3^4 + 308003976642560*t0^9*t1^13*t2^12*t3^6 + 413921761886208*t0^9*t1^13*t2^10*t3^8 + 413921761886208*t0^9*t1^13*t2^8*t3^10 + 308003976642560*t0^9*t1^13*t2^6*t3^12 + 141542462717952*t0^9*t1^13*t2^4*t3^14 + 48723198050304*t0^9*t1^13*t2^2*t3^16 + 3478104408064*t0^9*t1^13*t3^18 - 4161185370112*t0^9*t1^9*t2^22 - 17472920285184*t0^9*t1^9*t2^20*t3^2 + 6615165259776*t0^9*t1^9*t2^18*t3^4 - 46519151955968*t0^9*t1^9*t2^16*t3^6 + 11740775833600*t0^9*t1^9*t2^14*t3^8 - 233274855350272*t0^9*t1^9*t2^12*t3^10 - 233274855350272*t0^9*t1^9*t2^10*t3^12 + 11740775833600*t0^9*t1^9*t2^8*t3^14 - 46519151955968*t0^9*t1^9*t2^6*t3^16 + 6615165259776*t0^9*t1^9*t2^4*t3^18 - 17472920285184*t0^9*t1^9*t2^2*t3^20 - 4161185370112*t0^9*t1^9*t3^22 + 11293790208*t0^9*t1^5*t2^26 + 179570642944*t0^9*t1^5*t2^24*t3^2 + 8684195192832*t0^9*t1^5*t2^22*t3^4 + 31736115666944*t0^9*t1^5*t2^20*t3^6 - 60090122473472*t0^9*t1^5*t2^18*t3^8 + 94674363183104*t0^9*t1^5*t2^16*t3^10 - 114952351203328*t0^9*t1^5*t2^14*t3^12 - 114952351203328*t0^9*t1^5*t2^12*t3^14 + 94674363183104*t0^9*t1^5*t2^10*t3^16 - 60090122473472*t0^9*t1^5*t2^8*t3^18 + 31736115666944*t0^9*t1^5*t2^6*t3^20 + 8684195192832*t0^9*t1^5*t2^4*t3^22 + 179570642944*t0^9*t1^5*t2^2*t3^24 + 11293790208*t0^9*t1^5*t3^26 - 13312*t0^9*t1*t2^30 + 151198720*t0^9*t1*t2^28*t3^2 + 26763604992*t0^9*t1*t2^26*t3^4 + 189219488768*t0^9*t1*t2^24*t3^6 - 916738151424*t0^9*t1*t2^22*t3^8 - 3731120243712*t0^9*t1*t2^20*t3^10 + 9323477038080*t0^9*t1*t2^18*t3^12 - 5182141365248*t0^9*t1*t2^16*t3^14 - 5182141365248*t0^9*t1*t2^14*t3^16 + 9323477038080*t0^9*t1*t2^12*t3^18 - 3731120243712*t0^9*t1*t2^10*t3^20 - 916738151424*t0^9*t1*t2^8*t3^22 + 189219488768*t0^9*t1*t2^6*t3^24 + 26763604992*t0^9*t1*t2^4*t3^26 + 151198720*t0^9*t1*t2^2*t3^28 - 13312*t0^9*t1*t3^30 + 536870912*t0^8*t1^28*t2^4 + 536870912*t0^8*t1^28*t3^4 - 85496692736*t0^8*t1^24*t2^8 - 150021865472*t0^8*t1^24*t2^6*t3^2 - 215637557248*t0^8*t1^24*t2^4*t3^4 - 150021865472*t0^8*t1^24*t2^2*t3^6 - 85496692736*t0^8*t1^24*t3^8 + 1233125376000*t0^8*t1^20*t2^12 - 4046387675136*t0^8*t1^20*t2^10*t3^2 - 5783181852672*t0^8*t1^20*t2^8*t3^4 - 1166385610752*t0^8*t1^20*t2^6*t3^6 - 5783181852672*t0^8*t1^20*t2^4*t3^8 - 4046387675136*t0^8*t1^20*t2^2*t3^10 + 1233125376000*t0^8*t1^20*t3^12 + 531388170240*t0^8*t1^16*t2^16 + 1162486087680*t0^8*t1^16*t2^14*t3^2 - 31964355887104*t0^8*t1^16*t2^12*t3^4 - 124646614761472*t0^8*t1^16*t2^10*t3^6 - 155289802244096*t0^8*t1^16*t2^8*t3^8 - 124646614761472*t0^8*t1^16*t2^6*t3^10 - 31964355887104*t0^8*t1^16*t2^4*t3^12 + 1162486087680*t0^8*t1^16*t2^2*t3^14 + 531388170240*t0^8*t1^16*t3^16 + 306753601536*t0^8*t1^12*t2^20 + 22697478979584*t0^8*t1^12*t2^18*t3^2 + 84135734837248*t0^8*t1^12*t2^16*t3^4 + 141710567931904*t0^8*t1^12*t2^14*t3^6 + 326664529182720*t0^8*t1^12*t2^12*t3^8 + 293175156015104*t0^8*t1^12*t2^10*t3^10 + 326664529182720*t0^8*t1^12*t2^8*t3^12 + 141710567931904*t0^8*t1^12*t2^6*t3^14 + 84135734837248*t0^8*t1^12*t2^4*t3^16 + 22697478979584*t0^8*t1^12*t2^2*t3^18 + 306753601536*t0^8*t1^12*t3^20 - 1372720501248*t0^8*t1^8*t2^24 - 11992529934336*t0^8*t1^8*t2^22*t3^2 - 8813906961408*t0^8*t1^8*t2^20*t3^4 - 7988619261952*t0^8*t1^8*t2^18*t3^6 + 3729055527424*t0^8*t1^8*t2^16*t3^8 + 280024356016128*t0^8*t1^8*t2^14*t3^10 - 357190544128000*t0^8*t1^8*t2^12*t3^12 + 280024356016128*t0^8*t1^8*t2^10*t3^14 + 3729055527424*t0^8*t1^8*t2^8*t3^16 - 7988619261952*t0^8*t1^8*t2^6*t3^18 - 8813906961408*t0^8*t1^8*t2^4*t3^20 - 11992529934336*t0^8*t1^8*t2^2*t3^22 - 1372720501248*t0^8*t1^8*t3^24 + 839149568*t0^8*t1^4*t2^28 - 57391681536*t0^8*t1^4*t2^26*t3^2 - 1480689846272*t0^8*t1^4*t2^24*t3^4 + 9927296901120*t0^8*t1^4*t2^22*t3^6 + 18003494676480*t0^8*t1^4*t2^20*t3^8 - 33954934124544*t0^8*t1^4*t2^18*t3^10 + 94975913228288*t0^8*t1^4*t2^16*t3^12 - 175232548651008*t0^8*t1^4*t2^14*t3^14 + 94975913228288*t0^8*t1^4*t2^12*t3^16 - 33954934124544*t0^8*t1^4*t2^10*t3^18 + 18003494676480*t0^8*t1^4*t2^8*t3^20 + 9927296901120*t0^8*t1^4*t2^6*t3^22 - 1480689846272*t0^8*t1^4*t2^4*t3^24 - 57391681536*t0^8*t1^4*t2^2*t3^26 + 839149568*t0^8*t1^4*t3^28 - 3033600*t0^8*t2^30*t3^2 - 594779136*t0^8*t2^28*t3^4 - 4901113344*t0^8*t2^26*t3^6 - 67971864576*t0^8*t2^24*t3^8 + 392043095552*t0^8*t2^22*t3^10 - 1719952614400*t0^8*t2^20*t3^12 + 3998679069184*t0^8*t2^18*t3^14 - 5243511492608*t0^8*t2^16*t3^16 + 3998679069184*t0^8*t2^14*t3^18 - 1719952614400*t0^8*t2^12*t3^20 + 392043095552*t0^8*t2^10*t3^22 - 67971864576*t0^8*t2^8*t3^24 - 4901113344*t0^8*t2^6*t3^26 - 594779136*t0^8*t2^4*t3^28 - 3033600*t0^8*t2^2*t3^30 - 1342177280*t0^7*t1^27*t2^6 - 10603200512*t0^7*t1^27*t2^4*t3^2 - 10603200512*t0^7*t1^27*t2^2*t3^4 - 1342177280*t0^7*t1^27*t3^6 + 368041787392*t0^7*t1^23*t2^10 - 967223279616*t0^7*t1^23*t2^8*t3^2 - 566298148864*t0^7*t1^23*t2^6*t3^4 - 566298148864*t0^7*t1^23*t2^4*t3^6 - 967223279616*t0^7*t1^23*t2^2*t3^8 + 368041787392*t0^7*t1^23*t3^10 + 456984100864*t0^7*t1^19*t2^14 + 268599033856*t0^7*t1^19*t2^12*t3^2 - 14259467583488*t0^7*t1^19*t2^10*t3^4 - 3419391655936*t0^7*t1^19*t2^8*t3^6 - 3419391655936*t0^7*t1^19*t2^6*t3^8 - 14259467583488*t0^7*t1^19*t2^4*t3^10 + 268599033856*t0^7*t1^19*t2^2*t3^12 + 456984100864*t0^7*t1^19*t3^14 - 663625334784*t0^7*t1^15*t2^18 - 5632421199872*t0^7*t1^15*t2^16*t3^2 - 37909963210752*t0^7*t1^15*t2^14*t3^4 - 84020792918016*t0^7*t1^15*t2^12*t3^6 - 258981293064192*t0^7*t1^15*t2^10*t3^8 - 258981293064192*t0^7*t1^15*t2^8*t3^10 - 84020792918016*t0^7*t1^15*t2^6*t3^12 - 37909963210752*t0^7*t1^15*t2^4*t3^14 - 5632421199872*t0^7*t1^15*t2^2*t3^16 - 663625334784*t0^7*t1^15*t3^18 + 167991640064*t0^7*t1^11*t2^22 + 6087464583168*t0^7*t1^11*t2^20*t3^2 + 35996517138432*t0^7*t1^11*t2^18*t3^4 - 27947264835584*t0^7*t1^11*t2^16*t3^6 + 131019098161152*t0^7*t1^11*t2^14*t3^8 + 75747941154816*t0^7*t1^11*t2^12*t3^10 + 75747941154816*t0^7*t1^11*t2^10*t3^12 + 131019098161152*t0^7*t1^11*t2^8*t3^14 - 27947264835584*t0^7*t1^11*t2^6*t3^16 + 35996517138432*t0^7*t1^11*t2^4*t3^18 + 6087464583168*t0^7*t1^11*t2^2*t3^20 + 167991640064*t0^7*t1^11*t3^22 - 251704301568*t0^7*t1^7*t2^26 - 2519254005760*t0^7*t1^7*t2^24*t3^2 - 9011868422144*t0^7*t1^7*t2^22*t3^4 - 10120229343232*t0^7*t1^7*t2^20*t3^6 - 99991900375040*t0^7*t1^7*t2^18*t3^8 + 182428279969792*t0^7*t1^7*t2^16*t3^10 - 5418818396160*t0^7*t1^7*t2^14*t3^12 - 5418818396160*t0^7*t1^7*t2^12*t3^14 + 182428279969792*t0^7*t1^7*t2^10*t3^16 - 99991900375040*t0^7*t1^7*t2^8*t3^18 - 10120229343232*t0^7*t1^7*t2^6*t3^20 - 9011868422144*t0^7*t1^7*t2^4*t3^22 - 2519254005760*t0^7*t1^7*t2^2*t3^24 - 251704301568*t0^7*t1^7*t3^26 + 33005568*t0^7*t1^3*t2^30 - 6438232064*t0^7*t1^3*t2^28*t3^2 - 190661156864*t0^7*t1^3*t2^26*t3^4 - 2529062133760*t0^7*t1^3*t2^24*t3^6 + 7502705270784*t0^7*t1^3*t2^22*t3^8 - 7203330793472*t0^7*t1^3*t2^20*t3^10 + 24141791698944*t0^7*t1^3*t2^18*t3^12 - 20600694972416*t0^7*t1^3*t2^16*t3^14 - 20600694972416*t0^7*t1^3*t2^14*t3^16 + 24141791698944*t0^7*t1^3*t2^12*t3^18 - 7203330793472*t0^7*t1^3*t2^10*t3^20 + 7502705270784*t0^7*t1^3*t2^8*t3^22 - 2529062133760*t0^7*t1^3*t2^6*t3^24 - 190661156864*t0^7*t1^3*t2^4*t3^26 - 6438232064*t0^7*t1^3*t2^2*t3^28 + 33005568*t0^7*t1^3*t3^30 - 1073741824*t0^6*t1^30*t2^2*t3^2 + 34225520640*t0^6*t1^26*t2^8 - 536870912*t0^6*t1^26*t2^6*t3^2 - 109253230592*t0^6*t1^26*t2^4*t3^4 - 536870912*t0^6*t1^26*t2^2*t3^6 + 34225520640*t0^6*t1^26*t3^8 + 313272565760*t0^6*t1^22*t2^12 + 1677788708864*t0^6*t1^22*t2^10*t3^2 - 1401560236032*t0^6*t1^22*t2^8*t3^4 + 2203083341824*t0^6*t1^22*t2^6*t3^6 - 1401560236032*t0^6*t1^22*t2^4*t3^8 + 1677788708864*t0^6*t1^22*t2^2*t3^10 + 313272565760*t0^6*t1^22*t3^12 - 439378509824*t0^6*t1^18*t2^16 - 4607310823424*t0^6*t1^18*t2^14*t3^2 - 3189013217280*t0^6*t1^18*t2^12*t3^4 + 2739285262336*t0^6*t1^18*t2^10*t3^6 + 25446540378112*t0^6*t1^18*t2^8*t3^8 + 2739285262336*t0^6*t1^18*t2^6*t3^10 - 3189013217280*t0^6*t1^18*t2^4*t3^12 - 4607310823424*t0^6*t1^18*t2^2*t3^14 - 439378509824*t0^6*t1^18*t3^16 + 48418865152*t0^6*t1^14*t2^20 - 1726952177664*t0^6*t1^14*t2^18*t3^2 - 39463990837248*t0^6*t1^14*t2^16*t3^4 - 88401014161408*t0^6*t1^14*t2^14*t3^6 - 55390875516928*t0^6*t1^14*t2^12*t3^8 - 276624187195392*t0^6*t1^14*t2^10*t3^10 - 55390875516928*t0^6*t1^14*t2^8*t3^12 - 88401014161408*t0^6*t1^14*t2^6*t3^14 - 39463990837248*t0^6*t1^14*t2^4*t3^16 - 1726952177664*t0^6*t1^14*t2^2*t3^18 + 48418865152*t0^6*t1^14*t3^20 + 72747655168*t0^6*t1^10*t2^24 + 3142397657088*t0^6*t1^10*t2^22*t3^2 + 21930755309568*t0^6*t1^10*t2^20*t3^4 - 12938317725696*t0^6*t1^10*t2^18*t3^6 - 72049017430016*t0^6*t1^10*t2^16*t3^8 + 176390386614272*t0^6*t1^10*t2^14*t3^10 - 338302322769920*t0^6*t1^10*t2^12*t3^12 + 176390386614272*t0^6*t1^10*t2^10*t3^14 - 72049017430016*t0^6*t1^10*t2^8*t3^16 - 12938317725696*t0^6*t1^10*t2^6*t3^18 + 21930755309568*t0^6*t1^10*t2^4*t3^20 + 3142397657088*t0^6*t1^10*t2^2*t3^22 + 72747655168*t0^6*t1^10*t3^24 - 27303707136*t0^6*t1^6*t2^28 - 181936499712*t0^6*t1^6*t2^26*t3^2 + 700949072384*t0^6*t1^6*t2^24*t3^4 + 2738022778880*t0^6*t1^6*t2^22*t3^6 - 32302551732736*t0^6*t1^6*t2^20*t3^8 - 73613989647360*t0^6*t1^6*t2^18*t3^10 + 170034489625088*t0^6*t1^6*t2^16*t3^12 - 135226887147520*t0^6*t1^6*t2^14*t3^14 + 170034489625088*t0^6*t1^6*t2^12*t3^16 - 73613989647360*t0^6*t1^6*t2^10*t3^18 - 32302551732736*t0^6*t1^6*t2^8*t3^20 + 2738022778880*t0^6*t1^6*t2^6*t3^22 + 700949072384*t0^6*t1^6*t2^4*t3^24 - 181936499712*t0^6*t1^6*t2^2*t3^26 - 27303707136*t0^6*t1^6*t3^28 + 666112*t0^6*t1^2*t2^32 - 134600704*t0^6*t1^2*t2^30*t3^2 + 3003121664*t0^6*t1^2*t2^28*t3^4 + 223271434240*t0^6*t1^2*t2^26*t3^6 - 1249853982720*t0^6*t1^2*t2^24*t3^8 + 2324182329344*t0^6*t1^2*t2^22*t3^10 - 4421495390208*t0^6*t1^2*t2^20*t3^12 + 15096515540992*t0^6*t1^2*t2^18*t3^14 - 23744383599616*t0^6*t1^2*t2^16*t3^16 + 15096515540992*t0^6*t1^2*t2^14*t3^18 - 4421495390208*t0^6*t1^2*t2^12*t3^20 + 2324182329344*t0^6*t1^2*t2^10*t3^22 - 1249853982720*t0^6*t1^2*t2^8*t3^24 + 223271434240*t0^6*t1^2*t2^6*t3^26 + 3003121664*t0^6*t1^2*t2^4*t3^28 - 134600704*t0^6*t1^2*t2^2*t3^30 + 666112*t0^6*t1^2*t3^32 - 3221225472*t0^5*t1^29*t2^4*t3^2 - 3221225472*t0^5*t1^29*t2^2*t3^4 + 90865401856*t0^5*t1^25*t2^10 + 355307880448*t0^5*t1^25*t2^8*t3^2 + 192300449792*t0^5*t1^25*t2^6*t3^4 + 192300449792*t0^5*t1^25*t2^4*t3^6 + 355307880448*t0^5*t1^25*t2^2*t3^8 + 90865401856*t0^5*t1^25*t3^10 - 134112870400*t0^5*t1^21*t2^14 + 440758435840*t0^5*t1^21*t2^12*t3^2 + 4536823447552*t0^5*t1^21*t2^10*t3^4 + 8950690873344*t0^5*t1^21*t2^8*t3^6 + 8950690873344*t0^5*t1^21*t2^6*t3^8 + 4536823447552*t0^5*t1^21*t2^4*t3^10 + 440758435840*t0^5*t1^21*t2^2*t3^12 - 134112870400*t0^5*t1^21*t3^14 + 22475046912*t0^5*t1^17*t2^18 - 4304084271104*t0^5*t1^17*t2^16*t3^2 - 16002290024448*t0^5*t1^17*t2^14*t3^4 + 43143990870016*t0^5*t1^17*t2^12*t3^6 + 37597679976448*t0^5*t1^17*t2^10*t3^8 + 37597679976448*t0^5*t1^17*t2^8*t3^10 + 43143990870016*t0^5*t1^17*t2^6*t3^12 - 16002290024448*t0^5*t1^17*t2^4*t3^14 - 4304084271104*t0^5*t1^17*t2^2*t3^16 + 22475046912*t0^5*t1^17*t3^18 + 11109875712*t0^5*t1^13*t2^22 + 3100744040448*t0^5*t1^13*t2^20*t3^2 + 808814526464*t0^5*t1^13*t2^18*t3^4 - 92482289909760*t0^5*t1^13*t2^16*t3^6 + 23510110339072*t0^5*t1^13*t2^14*t3^8 - 39761453088768*t0^5*t1^13*t2^12*t3^10 - 39761453088768*t0^5*t1^13*t2^10*t3^12 + 23510110339072*t0^5*t1^13*t2^8*t3^14 - 92482289909760*t0^5*t1^13*t2^6*t3^16 + 808814526464*t0^5*t1^13*t2^4*t3^18 + 3100744040448*t0^5*t1^13*t2^2*t3^20 + 11109875712*t0^5*t1^13*t3^22 + 11293790208*t0^5*t1^9*t2^26 + 179570642944*t0^5*t1^9*t2^24*t3^2 + 8684195192832*t0^5*t1^9*t2^22*t3^4 + 31736115666944*t0^5*t1^9*t2^20*t3^6 - 60090122473472*t0^5*t1^9*t2^18*t3^8 + 94674363183104*t0^5*t1^9*t2^16*t3^10 - 114952351203328*t0^5*t1^9*t2^14*t3^12 - 114952351203328*t0^5*t1^9*t2^12*t3^14 + 94674363183104*t0^5*t1^9*t2^10*t3^16 - 60090122473472*t0^5*t1^9*t2^8*t3^18 + 31736115666944*t0^5*t1^9*t2^6*t3^20 + 8684195192832*t0^5*t1^9*t2^4*t3^22 + 179570642944*t0^5*t1^9*t2^2*t3^24 + 11293790208*t0^5*t1^9*t3^26 - 1829123584*t0^5*t1^5*t2^30 + 8357037568*t0^5*t1^5*t2^28*t3^2 - 11189908992*t0^5*t1^5*t2^26*t3^4 + 2194783282688*t0^5*t1^5*t2^24*t3^6 + 10517260415488*t0^5*t1^5*t2^22*t3^8 - 43851128414720*t0^5*t1^5*t2^20*t3^10 + 18324766872064*t0^5*t1^5*t2^18*t3^12 + 11179199913472*t0^5*t1^5*t2^16*t3^14 + 11179199913472*t0^5*t1^5*t2^14*t3^16 + 18324766872064*t0^5*t1^5*t2^12*t3^18 - 43851128414720*t0^5*t1^5*t2^10*t3^20 + 10517260415488*t0^5*t1^5*t2^8*t3^22 + 2194783282688*t0^5*t1^5*t2^6*t3^24 - 11189908992*t0^5*t1^5*t2^4*t3^26 + 8357037568*t0^5*t1^5*t2^2*t3^28 - 1829123584*t0^5*t1^5*t3^30 + 5440*t0^5*t1*t2^34 + 3699008*t0^5*t1*t2^32*t3^2 + 660431360*t0^5*t1*t2^30*t3^4 - 15527388672*t0^5*t1*t2^28*t3^6 + 91671856896*t0^5*t1*t2^26*t3^8 - 246342086912*t0^5*t1*t2^24*t3^10 + 52329776640*t0^5*t1*t2^22*t3^12 + 777112919552*t0^5*t1*t2^20*t3^14 - 659082935424*t0^5*t1*t2^18*t3^16 - 659082935424*t0^5*t1*t2^16*t3^18 + 777112919552*t0^5*t1*t2^14*t3^20 + 52329776640*t0^5*t1*t2^12*t3^22 - 246342086912*t0^5*t1*t2^10*t3^24 + 91671856896*t0^5*t1*t2^8*t3^26 - 15527388672*t0^5*t1*t2^6*t3^28 + 660431360*t0^5*t1*t2^4*t3^30 + 3699008*t0^5*t1*t2^2*t3^32 + 5440*t0^5*t1*t3^34 + 23353884672*t0^4*t1^28*t2^8 + 23890755584*t0^4*t1^28*t2^6*t3^2 - 536870912*t0^4*t1^28*t2^4*t3^4 + 23890755584*t0^4*t1^28*t2^2*t3^6 + 23353884672*t0^4*t1^28*t3^8 - 61505273856*t0^4*t1^24*t2^12 + 637735534592*t0^4*t1^24*t2^10*t3^2 + 330746036224*t0^4*t1^24*t2^8*t3^4 + 1584977149952*t0^4*t1^24*t2^6*t3^6 + 330746036224*t0^4*t1^24*t2^4*t3^8 + 637735534592*t0^4*t1^24*t2^2*t3^10 - 61505273856*t0^4*t1^24*t3^12 + 52168753152*t0^4*t1^20*t2^16 - 1946488406016*t0^4*t1^20*t2^14*t3^2 + 1397812625408*t0^4*t1^20*t2^12*t3^4 + 16826243219456*t0^4*t1^20*t2^10*t3^6 + 12505766166528*t0^4*t1^20*t2^8*t3^8 + 16826243219456*t0^4*t1^20*t2^6*t3^10 + 1397812625408*t0^4*t1^20*t2^4*t3^12 - 1946488406016*t0^4*t1^20*t2^2*t3^14 + 52168753152*t0^4*t1^20*t3^16 - 11621367808*t0^4*t1^16*t2^20 + 1314421997568*t0^4*t1^16*t2^18*t3^2 - 8236853886976*t0^4*t1^16*t2^16*t3^4 + 4906580705280*t0^4*t1^16*t2^14*t3^6 + 94539686608896*t0^4*t1^16*t2^12*t3^8 - 41061620645888*t0^4*t1^16*t2^10*t3^10 + 94539686608896*t0^4*t1^16*t2^8*t3^12 + 4906580705280*t0^4*t1^16*t2^6*t3^14 - 8236853886976*t0^4*t1^16*t2^4*t3^16 + 1314421997568*t0^4*t1^16*t2^2*t3^18 - 11621367808*t0^4*t1^16*t3^20 - 3169230848*t0^4*t1^12*t2^24 + 19208790016*t0^4*t1^12*t2^22*t3^2 + 9398964158464*t0^4*t1^12*t2^20*t3^4 - 14459971215360*t0^4*t1^12*t2^18*t3^6 - 63749861302272*t0^4*t1^12*t2^16*t3^8 + 145386062987264*t0^4*t1^12*t2^14*t3^10 - 121570158510080*t0^4*t1^12*t2^12*t3^12 + 145386062987264*t0^4*t1^12*t2^10*t3^14 - 63749861302272*t0^4*t1^12*t2^8*t3^16 - 14459971215360*t0^4*t1^12*t2^6*t3^18 + 9398964158464*t0^4*t1^12*t2^4*t3^20 + 19208790016*t0^4*t1^12*t2^2*t3^22 - 3169230848*t0^4*t1^12*t3^24 + 839149568*t0^4*t1^8*t2^28 - 57391681536*t0^4*t1^8*t2^26*t3^2 - 1480689846272*t0^4*t1^8*t2^24*t3^4 + 9927296901120*t0^4*t1^8*t2^22*t3^6 + 18003494676480*t0^4*t1^8*t2^20*t3^8 - 33954934124544*t0^4*t1^8*t2^18*t3^10 + 94975913228288*t0^4*t1^8*t2^16*t3^12 - 175232548651008*t0^4*t1^8*t2^14*t3^14 + 94975913228288*t0^4*t1^8*t2^12*t3^16 - 33954934124544*t0^4*t1^8*t2^10*t3^18 + 18003494676480*t0^4*t1^8*t2^8*t3^20 + 9927296901120*t0^4*t1^8*t2^6*t3^22 - 1480689846272*t0^4*t1^8*t2^4*t3^24 - 57391681536*t0^4*t1^8*t2^2*t3^26 + 839149568*t0^4*t1^8*t3^28 - 77159120*t0^4*t1^4*t2^32 + 1939920640*t0^4*t1^4*t2^30*t3^2 - 6292797824*t0^4*t1^4*t2^28*t3^4 - 635678178048*t0^4*t1^4*t2^26*t3^6 + 1292559176000*t0^4*t1^4*t2^24*t3^8 + 6143112455936*t0^4*t1^4*t2^22*t3^10 - 21925727130240*t0^4*t1^4*t2^20*t3^12 + 20798794448128*t0^4*t1^4*t2^18*t3^14 - 11657703150816*t0^4*t1^4*t2^16*t3^16 + 20798794448128*t0^4*t1^4*t2^14*t3^18 - 21925727130240*t0^4*t1^4*t2^12*t3^20 + 6143112455936*t0^4*t1^4*t2^10*t3^22 + 1292559176000*t0^4*t1^4*t2^8*t3^24 - 635678178048*t0^4*t1^4*t2^6*t3^26 - 6292797824*t0^4*t1^4*t2^4*t3^28 + 1939920640*t0^4*t1^4*t2^2*t3^30 - 77159120*t0^4*t1^4*t3^32 + 110464*t0^4*t2^34*t3^2 - 10366976*t0^4*t2^32*t3^4 + 147985408*t0^4*t2^30*t3^6 - 297881600*t0^4*t2^28*t3^8 - 1408839168*t0^4*t2^26*t3^10 + 1671761920*t0^4*t2^24*t3^12 + 5705763840*t0^4*t2^22*t3^14 - 1474662400*t0^4*t2^20*t3^16 - 9112339200*t0^4*t2^18*t3^18 - 1474662400*t0^4*t2^16*t3^20 + 5705763840*t0^4*t2^14*t3^22 + 1671761920*t0^4*t2^12*t3^24 - 1408839168*t0^4*t2^10*t3^26 - 297881600*t0^4*t2^8*t3^28 + 147985408*t0^4*t2^6*t3^30 - 10366976*t0^4*t2^4*t3^32 + 110464*t0^4*t2^2*t3^34 + 2147483648*t0^3*t1^31*t2^6 + 2147483648*t0^3*t1^31*t3^6 - 7516192768*t0^3*t1^27*t2^10 + 122943438848*t0^3*t1^27*t2^8*t3^2 - 24159191040*t0^3*t1^27*t2^6*t3^4 - 24159191040*t0^3*t1^27*t2^4*t3^6 + 122943438848*t0^3*t1^27*t2^2*t3^8 - 7516192768*t0^3*t1^27*t3^10 + 10250878976*t0^3*t1^23*t2^14 - 400346316800*t0^3*t1^23*t2^12*t3^2 + 959212158976*t0^3*t1^23*t2^10*t3^4 - 1007069167616*t0^3*t1^23*t2^8*t3^6 - 1007069167616*t0^3*t1^23*t2^6*t3^8 + 959212158976*t0^3*t1^23*t2^4*t3^10 - 400346316800*t0^3*t1^23*t2^2*t3^12 + 10250878976*t0^3*t1^23*t3^14 - 6745489408*t0^3*t1^19*t2^18 + 316123643904*t0^3*t1^19*t2^16*t3^2 - 3775821512704*t0^3*t1^19*t2^14*t3^4 + 15977504833536*t0^3*t1^19*t2^12*t3^6 - 1197647855616*t0^3*t1^19*t2^10*t3^8 - 1197647855616*t0^3*t1^19*t2^8*t3^10 + 15977504833536*t0^3*t1^19*t2^6*t3^12 - 3775821512704*t0^3*t1^19*t2^4*t3^14 + 316123643904*t0^3*t1^19*t2^2*t3^16 - 6745489408*t0^3*t1^19*t3^18 + 2131558400*t0^3*t1^15*t2^22 + 31623479296*t0^3*t1^15*t2^20*t3^2 + 5147179352064*t0^3*t1^15*t2^18*t3^4 - 12940551585792*t0^3*t1^15*t2^16*t3^6 + 52692426031104*t0^3*t1^15*t2^14*t3^8 - 15452606300160*t0^3*t1^15*t2^12*t3^10 - 15452606300160*t0^3*t1^15*t2^10*t3^12 + 52692426031104*t0^3*t1^15*t2^8*t3^14 - 12940551585792*t0^3*t1^15*t2^6*t3^16 + 5147179352064*t0^3*t1^15*t2^4*t3^18 + 31623479296*t0^3*t1^15*t2^2*t3^20 + 2131558400*t0^3*t1^15*t3^22 - 299241472*t0^3*t1^11*t2^26 - 63603806208*t0^3*t1^11*t2^24*t3^2 - 1897670090752*t0^3*t1^11*t2^22*t3^4 + 5664325525504*t0^3*t1^11*t2^20*t3^6 - 33578887802880*t0^3*t1^11*t2^18*t3^8 + 54994941186048*t0^3*t1^11*t2^16*t3^10 - 11034534264832*t0^3*t1^11*t2^14*t3^12 - 11034534264832*t0^3*t1^11*t2^12*t3^14 + 54994941186048*t0^3*t1^11*t2^10*t3^16 - 33578887802880*t0^3*t1^11*t2^8*t3^18 + 5664325525504*t0^3*t1^11*t2^6*t3^20 - 1897670090752*t0^3*t1^11*t2^4*t3^22 - 63603806208*t0^3*t1^11*t2^2*t3^24 - 299241472*t0^3*t1^11*t3^26 + 33005568*t0^3*t1^7*t2^30 - 6438232064*t0^3*t1^7*t2^28*t3^2 - 190661156864*t0^3*t1^7*t2^26*t3^4 - 2529062133760*t0^3*t1^7*t2^24*t3^6 + 7502705270784*t0^3*t1^7*t2^22*t3^8 - 7203330793472*t0^3*t1^7*t2^20*t3^10 + 24141791698944*t0^3*t1^7*t2^18*t3^12 - 20600694972416*t0^3*t1^7*t2^16*t3^14 - 20600694972416*t0^3*t1^7*t2^14*t3^16 + 24141791698944*t0^3*t1^7*t2^12*t3^18 - 7203330793472*t0^3*t1^7*t2^10*t3^20 + 7502705270784*t0^3*t1^7*t2^8*t3^22 - 2529062133760*t0^3*t1^7*t2^6*t3^24 - 190661156864*t0^3*t1^7*t2^4*t3^26 - 6438232064*t0^3*t1^7*t2^2*t3^28 + 33005568*t0^3*t1^7*t3^30 - 2037472*t0^3*t1^3*t2^34 + 104811296*t0^3*t1^3*t2^32*t3^2 - 1762834176*t0^3*t1^3*t2^30*t3^4 + 55604333824*t0^3*t1^3*t2^28*t3^6 - 361107192448*t0^3*t1^3*t2^26*t3^8 + 763965907328*t0^3*t1^3*t2^24*t3^10 + 87328150272*t0^3*t1^3*t2^22*t3^12 - 2335610665216*t0^3*t1^3*t2^20*t3^14 + 1790424659136*t0^3*t1^3*t2^18*t3^16 + 1790424659136*t0^3*t1^3*t2^16*t3^18 - 2335610665216*t0^3*t1^3*t2^14*t3^20 + 87328150272*t0^3*t1^3*t2^12*t3^22 + 763965907328*t0^3*t1^3*t2^10*t3^24 - 361107192448*t0^3*t1^3*t2^8*t3^26 + 55604333824*t0^3*t1^3*t2^6*t3^28 - 1762834176*t0^3*t1^3*t2^4*t3^30 + 104811296*t0^3*t1^3*t2^2*t3^32 - 2037472*t0^3*t1^3*t3^34 + 4294967296*t0^2*t1^30*t2^6*t3^2 + 4294967296*t0^2*t1^30*t2^2*t3^6 - 32413581312*t0^2*t1^26*t2^10*t3^2 - 61203283968*t0^2*t1^26*t2^8*t3^4 - 594450317312*t0^2*t1^26*t2^6*t3^6 - 61203283968*t0^2*t1^26*t2^4*t3^8 - 32413581312*t0^2*t1^26*t2^2*t3^10 + 8388608*t0^2*t1^22*t2^16 + 64088965120*t0^2*t1^22*t2^14*t3^2 - 471070670848*t0^2*t1^22*t2^12*t3^4 + 1030590824448*t0^2*t1^22*t2^10*t3^6 - 9899446632448*t0^2*t1^22*t2^8*t3^8 + 1030590824448*t0^2*t1^22*t2^6*t3^10 - 471070670848*t0^2*t1^22*t2^4*t3^12 + 64088965120*t0^2*t1^22*t2^2*t3^14 + 8388608*t0^2*t1^22*t3^16 - 21233664*t0^2*t1^18*t2^20 - 48031072256*t0^2*t1^18*t2^18*t3^2 + 1182665539584*t0^2*t1^18*t2^16*t3^4 + 1055158960128*t0^2*t1^18*t2^14*t3^6 + 17912763514880*t0^2*t1^18*t2^12*t3^8 - 47420683583488*t0^2*t1^18*t2^10*t3^10 + 17912763514880*t0^2*t1^18*t2^8*t3^12 + 1055158960128*t0^2*t1^18*t2^6*t3^14 + 1182665539584*t0^2*t1^18*t2^4*t3^16 - 48031072256*t0^2*t1^18*t2^2*t3^18 - 21233664*t0^2*t1^18*t3^20 + 18612224*t0^2*t1^14*t2^24 + 10398531584*t0^2*t1^14*t2^22*t3^2 - 492262916096*t0^2*t1^14*t2^20*t3^4 + 1408824311808*t0^2*t1^14*t2^18*t3^6 - 9016016896000*t0^2*t1^14*t2^16*t3^8 + 50387821920256*t0^2*t1^14*t2^14*t3^10 - 84902207815680*t0^2*t1^14*t2^12*t3^12 + 50387821920256*t0^2*t1^14*t2^10*t3^14 - 9016016896000*t0^2*t1^14*t2^8*t3^16 + 1408824311808*t0^2*t1^14*t2^6*t3^18 - 492262916096*t0^2*t1^14*t2^4*t3^20 + 10398531584*t0^2*t1^14*t2^2*t3^22 + 18612224*t0^2*t1^14*t3^24 - 6394880*t0^2*t1^10*t2^28 + 1816211456*t0^2*t1^10*t2^26*t3^2 - 153709165568*t0^2*t1^10*t2^24*t3^4 - 3299649576960*t0^2*t1^10*t2^22*t3^6 - 301044290560*t0^2*t1^10*t2^20*t3^8 - 13446325678080*t0^2*t1^10*t2^18*t3^10 + 54588231951360*t0^2*t1^10*t2^16*t3^12 - 73749016756224*t0^2*t1^10*t2^14*t3^14 + 54588231951360*t0^2*t1^10*t2^12*t3^16 - 13446325678080*t0^2*t1^10*t2^10*t3^18 - 301044290560*t0^2*t1^10*t2^8*t3^20 - 3299649576960*t0^2*t1^10*t2^6*t3^22 - 153709165568*t0^2*t1^10*t2^4*t3^24 + 1816211456*t0^2*t1^10*t2^2*t3^26 - 6394880*t0^2*t1^10*t3^28 + 666112*t0^2*t1^6*t2^32 - 134600704*t0^2*t1^6*t2^30*t3^2 + 3003121664*t0^2*t1^6*t2^28*t3^4 + 223271434240*t0^2*t1^6*t2^26*t3^6 - 1249853982720*t0^2*t1^6*t2^24*t3^8 + 2324182329344*t0^2*t1^6*t2^22*t3^10 - 4421495390208*t0^2*t1^6*t2^20*t3^12 + 15096515540992*t0^2*t1^6*t2^18*t3^14 - 23744383599616*t0^2*t1^6*t2^16*t3^16 + 15096515540992*t0^2*t1^6*t2^14*t3^18 - 4421495390208*t0^2*t1^6*t2^12*t3^20 + 2324182329344*t0^2*t1^6*t2^10*t3^22 - 1249853982720*t0^2*t1^6*t2^8*t3^24 + 223271434240*t0^2*t1^6*t2^6*t3^26 + 3003121664*t0^2*t1^6*t2^4*t3^28 - 134600704*t0^2*t1^6*t2^2*t3^30 + 666112*t0^2*t1^6*t3^32 - 32376*t0^2*t1^2*t2^36 + 2302608*t0^2*t1^2*t2^34*t3^2 - 85374392*t0^2*t1^2*t2^32*t3^4 + 348014976*t0^2*t1^2*t2^30*t3^6 + 344681888*t0^2*t1^2*t2^28*t3^8 - 2639772736*t0^2*t1^2*t2^26*t3^10 - 1871812064*t0^2*t1^2*t2^24*t3^12 + 4732564096*t0^2*t1^2*t2^22*t3^14 + 1785027696*t0^2*t1^2*t2^20*t3^16 - 4541236384*t0^2*t1^2*t2^18*t3^18 + 1785027696*t0^2*t1^2*t2^16*t3^20 + 4732564096*t0^2*t1^2*t2^14*t3^22 - 1871812064*t0^2*t1^2*t2^12*t3^24 - 2639772736*t0^2*t1^2*t2^10*t3^26 + 344681888*t0^2*t1^2*t2^8*t3^28 + 348014976*t0^2*t1^2*t2^6*t3^30 - 85374392*t0^2*t1^2*t2^4*t3^32 + 2302608*t0^2*t1^2*t2^2*t3^34 - 32376*t0^2*t1^2*t3^36 - 1610612736*t0*t1^29*t2^8*t3^2 - 47781511168*t0*t1^29*t2^6*t3^4 - 47781511168*t0*t1^29*t2^4*t3^6 - 1610612736*t0*t1^29*t2^2*t3^8 + 5435817984*t0*t1^25*t2^12*t3^2 + 69860327424*t0*t1^25*t2^10*t3^4 - 972944310272*t0*t1^25*t2^8*t3^6 - 972944310272*t0*t1^25*t2^6*t3^8 + 69860327424*t0*t1^25*t2^4*t3^10 + 5435817984*t0*t1^25*t2^2*t3^12 - 7249854464*t0*t1^21*t2^16*t3^2 + 39277559808*t0*t1^21*t2^14*t3^4 + 2274376024064*t0*t1^21*t2^12*t3^6 - 5939543408640*t0*t1^21*t2^10*t3^8 - 5939543408640*t0*t1^21*t2^8*t3^10 + 2274376024064*t0*t1^21*t2^6*t3^12 + 39277559808*t0*t1^21*t2^4*t3^14 - 7249854464*t0*t1^21*t2^2*t3^16 + 4756078592*t0*t1^17*t2^20*t3^2 - 48802037760*t0*t1^17*t2^18*t3^4 - 740275781632*t0*t1^17*t2^16*t3^6 + 10842657521664*t0*t1^17*t2^14*t3^8 - 14217206300672*t0*t1^17*t2^12*t3^10 - 14217206300672*t0*t1^17*t2^10*t3^12 + 10842657521664*t0*t1^17*t2^8*t3^14 - 740275781632*t0*t1^17*t2^6*t3^16 - 48802037760*t0*t1^17*t2^4*t3^18 + 4756078592*t0*t1^17*t2^2*t3^20 + 8192*t0*t1^13*t2^26 - 1486299136*t0*t1^13*t2^24*t3^2 - 40186970112*t0*t1^13*t2^22*t3^4 - 757179580416*t0*t1^13*t2^20*t3^6 - 5410644975616*t0*t1^13*t2^18*t3^8 + 14047271542784*t0*t1^13*t2^16*t3^10 - 9702041190400*t0*t1^13*t2^14*t3^12 - 9702041190400*t0*t1^13*t2^12*t3^14 + 14047271542784*t0*t1^13*t2^10*t3^16 - 5410644975616*t0*t1^13*t2^8*t3^18 - 757179580416*t0*t1^13*t2^6*t3^20 - 40186970112*t0*t1^13*t2^4*t3^22 - 1486299136*t0*t1^13*t2^2*t3^24 + 8192*t0*t1^13*t3^26 - 13312*t0*t1^9*t2^30 + 151198720*t0*t1^9*t2^28*t3^2 + 26763604992*t0*t1^9*t2^26*t3^4 + 189219488768*t0*t1^9*t2^24*t3^6 - 916738151424*t0*t1^9*t2^22*t3^8 - 3731120243712*t0*t1^9*t2^20*t3^10 + 9323477038080*t0*t1^9*t2^18*t3^12 - 5182141365248*t0*t1^9*t2^16*t3^14 - 5182141365248*t0*t1^9*t2^14*t3^16 + 9323477038080*t0*t1^9*t2^12*t3^18 - 3731120243712*t0*t1^9*t2^10*t3^20 - 916738151424*t0*t1^9*t2^8*t3^22 + 189219488768*t0*t1^9*t2^6*t3^24 + 26763604992*t0*t1^9*t2^4*t3^26 + 151198720*t0*t1^9*t2^2*t3^28 - 13312*t0*t1^9*t3^30 + 5440*t0*t1^5*t2^34 + 3699008*t0*t1^5*t2^32*t3^2 + 660431360*t0*t1^5*t2^30*t3^4 - 15527388672*t0*t1^5*t2^28*t3^6 + 91671856896*t0*t1^5*t2^26*t3^8 - 246342086912*t0*t1^5*t2^24*t3^10 + 52329776640*t0*t1^5*t2^22*t3^12 + 777112919552*t0*t1^5*t2^20*t3^14 - 659082935424*t0*t1^5*t2^18*t3^16 - 659082935424*t0*t1^5*t2^16*t3^18 + 777112919552*t0*t1^5*t2^14*t3^20 + 52329776640*t0*t1^5*t2^12*t3^22 - 246342086912*t0*t1^5*t2^10*t3^24 + 91671856896*t0*t1^5*t2^8*t3^26 - 15527388672*t0*t1^5*t2^6*t3^28 + 660431360*t0*t1^5*t2^4*t3^30 + 3699008*t0*t1^5*t2^2*t3^32 + 5440*t0*t1^5*t3^34 - 280*t0*t1*t2^38 + 16440*t0*t1*t2^36*t3^2 + 109048*t0*t1*t2^34*t3^4 + 17448*t0*t1*t2^32*t3^6 - 1836896*t0*t1*t2^30*t3^8 - 7483936*t0*t1*t2^28*t3^10 - 13733792*t0*t1*t2^26*t3^12 - 9555936*t0*t1*t2^24*t3^14 + 10759216*t0*t1*t2^22*t3^16 + 32194448*t0*t1*t2^20*t3^18 + 32194448*t0*t1*t2^18*t3^20 + 10759216*t0*t1*t2^16*t3^22 - 9555936*t0*t1*t2^14*t3^24 - 13733792*t0*t1*t2^12*t3^26 - 7483936*t0*t1*t2^10*t3^28 - 1836896*t0*t1*t2^8*t3^30 + 17448*t0*t1*t2^6*t3^32 + 109048*t0*t1*t2^4*t3^34 + 16440*t0*t1*t2^2*t3^36 - 280*t0*t1*t3^38 - 4294967296*t1^32*t2^4*t3^4 + 15032385536*t1^28*t2^8*t3^4 - 150323855360*t1^28*t2^6*t3^6 + 15032385536*t1^28*t2^4*t3^8 - 16777216*t1^24*t2^14*t3^2 - 20602421248*t1^24*t2^12*t3^4 + 414883774464*t1^24*t2^10*t3^6 - 1744696246272*t1^24*t2^8*t3^8 + 414883774464*t1^24*t2^6*t3^10 - 20602421248*t1^24*t2^4*t3^12 - 16777216*t1^24*t2^2*t3^14 + 46137344*t1^20*t2^18*t3^2 + 13337886720*t1^20*t2^16*t3^4 - 241239588864*t1^20*t2^14*t3^6 + 3504911417344*t1^20*t2^12*t3^8 - 8183514923008*t1^20*t2^10*t3^10 + 3504911417344*t1^20*t2^8*t3^12 - 241239588864*t1^20*t2^6*t3^14 + 13337886720*t1^20*t2^4*t3^16 + 46137344*t1^20*t2^2*t3^18 - 45481984*t1^16*t2^22*t3^2 - 3607429120*t1^16*t2^20*t3^4 - 130296446976*t1^16*t2^18*t3^6 - 2292452163584*t1^16*t2^16*t3^8 + 10302967775232*t1^16*t2^14*t3^10 - 16912790454272*t1^16*t2^12*t3^12 + 10302967775232*t1^16*t2^10*t3^14 - 2292452163584*t1^16*t2^8*t3^16 - 130296446976*t1^16*t2^6*t3^18 - 3607429120*t1^16*t2^4*t3^20 - 45481984*t1^16*t2^2*t3^22 + 19038208*t1^12*t2^26*t3^2 + 729120768*t1^12*t2^24*t3^4 + 109088079872*t1^12*t2^22*t3^6 + 437202157568*t1^12*t2^20*t3^8 - 4649598222336*t1^12*t2^18*t3^10 + 11011772055552*t1^12*t2^16*t3^12 - 14199099490304*t1^12*t2^14*t3^14 + 11011772055552*t1^12*t2^12*t3^16 - 4649598222336*t1^12*t2^10*t3^18 + 437202157568*t1^12*t2^8*t3^20 + 109088079872*t1^12*t2^6*t3^22 + 729120768*t1^12*t2^4*t3^24 + 19038208*t1^12*t2^2*t3^26 - 3033600*t1^8*t2^30*t3^2 - 594779136*t1^8*t2^28*t3^4 - 4901113344*t1^8*t2^26*t3^6 - 67971864576*t1^8*t2^24*t3^8 + 392043095552*t1^8*t2^22*t3^10 - 1719952614400*t1^8*t2^20*t3^12 + 3998679069184*t1^8*t2^18*t3^14 - 5243511492608*t1^8*t2^16*t3^16 + 3998679069184*t1^8*t2^14*t3^18 - 1719952614400*t1^8*t2^12*t3^20 + 392043095552*t1^8*t2^10*t3^22 - 67971864576*t1^8*t2^8*t3^24 - 4901113344*t1^8*t2^6*t3^26 - 594779136*t1^8*t2^4*t3^28 - 3033600*t1^8*t2^2*t3^30 + 110464*t1^4*t2^34*t3^2 - 10366976*t1^4*t2^32*t3^4 + 147985408*t1^4*t2^30*t3^6 - 297881600*t1^4*t2^28*t3^8 - 1408839168*t1^4*t2^26*t3^10 + 1671761920*t1^4*t2^24*t3^12 + 5705763840*t1^4*t2^22*t3^14 - 1474662400*t1^4*t2^20*t3^16 - 9112339200*t1^4*t2^18*t3^18 - 1474662400*t1^4*t2^16*t3^20 + 5705763840*t1^4*t2^14*t3^22 + 1671761920*t1^4*t2^12*t3^24 - 1408839168*t1^4*t2^10*t3^26 - 297881600*t1^4*t2^8*t3^28 + 147985408*t1^4*t2^6*t3^30 - 10366976*t1^4*t2^4*t3^32 + 110464*t1^4*t2^2*t3^34 - t2^40 - 20*t2^38*t3^2 - 190*t2^36*t3^4 - 1140*t2^34*t3^6 - 4845*t2^32*t3^8 - 15504*t2^30*t3^10 - 38760*t2^28*t3^12 - 77520*t2^26*t3^14 - 125970*t2^24*t3^16 - 167960*t2^22*t3^18 - 184756*t2^20*t3^20 - 167960*t2^18*t3^22 - 125970*t2^16*t3^24 - 77520*t2^14*t3^26 - 38760*t2^12*t3^28 - 15504*t2^10*t3^30 - 4845*t2^8*t3^32 - 1140*t2^6*t3^34 - 190*t2^4*t3^36 - 20*t2^2*t3^38 - t3^40 ; /* Discriminant 60: Gradually reduced the number of monomials to a workable number. > time out := findrungeoptimised(48,60,390:monomials:=mons); Time: 4677.031 > out; */ rh60:= 274877906944*t0^38*t1^3*t2^3*t3^4 - 68719476736*t0^36*t1^8*t3^4 - 68719476736*t0^36*t1^6*t2^6 - 274877906944*t0^36*t1^5*t2^5*t3^2 - 206158430208*t0^36*t1^5*t2*t3^6 + 68719476736*t0^36*t1^4*t2^4*t3^4 - 206158430208*t0^36*t1*t2^5*t3^6 - 68719476736*t0^36*t2^8*t3^4 + 17179869184*t0^34*t1^11*t2^3 + 68719476736*t0^34*t1^10*t2^2*t3^2 - 17179869184*t0^34*t1^9*t2*t3^4 + 103079215104*t0^34*t1^8*t2^4*t3^2 + 17179869184*t0^34*t1^7*t2^7 - 858993459200*t0^34*t1^7*t2^3*t3^4 - 68719476736*t0^34*t1^6*t2^6*t3^2 + 85899345920*t0^34*t1^6*t2^2*t3^6 + 34359738368*t0^34*t1^5*t2^5*t3^4 + 103079215104*t0^34*t1^4*t2^8*t3^2 + 14293651161088*t0^34*t1^4*t2^4*t3^6 - 17179869184*t0^34*t1^4*t3^10 + 17179869184*t0^34*t1^3*t2^11 - 858993459200*t0^34*t1^3*t2^7*t3^4 - 120259084288*t0^34*t1^3*t2^3*t3^8 + 68719476736*t0^34*t1^2*t2^10*t3^2 + 85899345920*t0^34*t1^2*t2^6*t3^6 - 17179869184*t0^34*t1*t2^9*t3^4 - 17179869184*t0^34*t2^4*t3^10 - 12884901888*t0^32*t1^13*t2*t3^2 - 4294967296*t0^32*t1^12*t2^4 + 274877906944*t0^32*t1^12*t3^4 + 17179869184*t0^32*t1^11*t2^3*t3^2 + 257698037760*t0^32*t1^10*t2^6 - 42949672960*t0^32*t1^10*t2^2*t3^4 + 983547510784*t0^32*t1^9*t2^5*t3^2 - 2800318676992*t0^32*t1^9*t2*t3^6 - 4294967296*t0^32*t1^8*t2^8 + 3444563771392*t0^32*t1^8*t2^4*t3^4 + 34359738368*t0^32*t1^8*t3^8 - 3607772528640*t0^32*t1^7*t2^7*t3^2 + 20066087206912*t0^32*t1^7*t2^3*t3^6 + 257698037760*t0^32*t1^6*t2^10 - 21865678503936*t0^32*t1^6*t2^6*t3^4 - 10677288697856*t0^32*t1^6*t2^2*t3^8 + 983547510784*t0^32*t1^5*t2^9*t3^2 + 7696581394432*t0^32*t1^5*t2^5*t3^6 + 180388626432*t0^32*t1^5*t2*t3^10 - 4294967296*t0^32*t1^4*t2^12 + 3444563771392*t0^32*t1^4*t2^8*t3^4 - 468151435264*t0^32*t1^4*t2^4*t3^8 + 17179869184*t0^32*t1^3*t2^11*t3^2 + 20066087206912*t0^32*t1^3*t2^7*t3^6 - 42949672960*t0^32*t1^2*t2^10*t3^4 - 10677288697856*t0^32*t1^2*t2^6*t3^8 + 30064771072*t0^32*t1^2*t2^2*t3^12 - 12884901888*t0^32*t1*t2^13*t3^2 - 2800318676992*t0^32*t1*t2^9*t3^6 + 180388626432*t0^32*t1*t2^5*t3^10 + 274877906944*t0^32*t2^12*t3^4 + 34359738368*t0^32*t2^8*t3^8 - 66571993088*t0^30*t1^15*t2^3 - 269509197824*t0^30*t1^14*t2^2*t3^2 - 828928688128*t0^30*t1^13*t2*t3^4 + 523986010112*t0^30*t1^12*t2^4*t3^2 - 5015448059904*t0^30*t1^12*t3^6 - 998579896320*t0^30*t1^11*t2^7 + 6391985078272*t0^30*t1^11*t2^3*t3^4 - 8523362598912*t0^30*t1^10*t2^6*t3^2 - 4492535791616*t0^30*t1^10*t2^2*t3^6 + 1857573355520*t0^30*t1^9*t2^9 - 24803436134400*t0^30*t1^9*t2^5*t3^4 - 14969034768384*t0^30*t1^9*t2*t3^8 + 7022271528960*t0^30*t1^8*t2^8*t3^2 - 28221156360192*t0^30*t1^8*t2^4*t3^6 + 51539607552*t0^30*t1^8*t3^10 - 998579896320*t0^30*t1^7*t2^11 + 84689238884352*t0^30*t1^7*t2^7*t3^4 + 1692217114624*t0^30*t1^7*t2^3*t3^8 - 8523362598912*t0^30*t1^6*t2^10*t3^2 + 282634617880576*t0^30*t1^6*t2^6*t3^6 + 209379655680*t0^30*t1^6*t2^2*t3^10 - 24803436134400*t0^30*t1^5*t2^9*t3^4 + 301763328475136*t0^30*t1^5*t2^5*t3^8 - 893353197568*t0^30*t1^5*t2*t3^12 + 523986010112*t0^30*t1^4*t2^12*t3^2 - 28221156360192*t0^30*t1^4*t2^8*t3^6 - 23832773525504*t0^30*t1^4*t2^4*t3^10 + 12884901888*t0^30*t1^4*t3^14 - 66571993088*t0^30*t1^3*t2^15 + 6391985078272*t0^30*t1^3*t2^11*t3^4 + 1692217114624*t0^30*t1^3*t2^7*t3^8 - 54760833024*t0^30*t1^3*t2^3*t3^12 - 269509197824*t0^30*t1^2*t2^14*t3^2 - 4492535791616*t0^30*t1^2*t2^10*t3^6 + 209379655680*t0^30*t1^2*t2^6*t3^10 - 828928688128*t0^30*t1*t2^13*t3^4 - 14969034768384*t0^30*t1*t2^9*t3^8 - 893353197568*t0^30*t1*t2^5*t3^12 + 1073741824*t0^30*t1*t2*t3^16 - 5015448059904*t0^30*t2^12*t3^6 + 51539607552*t0^30*t2^8*t3^10 + 12884901888*t0^30*t2^4*t3^14 + 48318382080*t0^28*t1^17*t2*t3^2 + 237833814016*t0^28*t1^16*t2^4 - 444529115136*t0^28*t1^16*t3^4 + 2083059138560*t0^28*t1^15*t2^3*t3^2 - 852282572800*t0^28*t1^14*t2^6 + 6780142747648*t0^28*t1^14*t2^2*t3^4 - 1974611214336*t0^28*t1^13*t2^5*t3^2 + 9153112178688*t0^28*t1^13*t2*t3^6 + 2977486077952*t0^28*t1^12*t2^8 - 21737097920512*t0^28*t1^12*t2^4*t3^4 + 171798691840*t0^28*t1^12*t3^8 + 20507395096576*t0^28*t1^11*t2^7*t3^2 - 107853071253504*t0^28*t1^11*t2^3*t3^6 - 23884581568512*t0^28*t1^10*t2^10 + 131132330868736*t0^28*t1^10*t2^6*t3^4 - 44765638819840*t0^28*t1^10*t2^2*t3^8 - 160381595025408*t0^28*t1^9*t2^9*t3^2 + 11844446060544*t0^28*t1^9*t2^5*t3^6 + 6238439997440*t0^28*t1^9*t2*t3^10 + 2977486077952*t0^28*t1^8*t2^12 - 493122911993856*t0^28*t1^8*t2^8*t3^4 - 4444754280448*t0^28*t1^8*t2^4*t3^8 - 1261378207744*t0^28*t1^8*t3^12 + 20507395096576*t0^28*t1^7*t2^11*t3^2 - 677846771040256*t0^28*t1^7*t2^7*t3^6 - 467290294321152*t0^28*t1^7*t2^3*t3^10 - 852282572800*t0^28*t1^6*t2^14 + 131132330868736*t0^28*t1^6*t2^10*t3^4 + 318971114946560*t0^28*t1^6*t2^6*t3^8 + 22351009808384*t0^28*t1^6*t2^2*t3^12 - 1974611214336*t0^28*t1^5*t2^13*t3^2 + 11844446060544*t0^28*t1^5*t2^9*t3^6 - 26915486302208*t0^28*t1^5*t2^5*t3^10 - 13421772800*t0^28*t1^5*t2*t3^14 + 237833814016*t0^28*t1^4*t2^16 - 21737097920512*t0^28*t1^4*t2^12*t3^4 - 4444754280448*t0^28*t1^4*t2^8*t3^8 - 2574296023040*t0^28*t1^4*t2^4*t3^12 + 2083059138560*t0^28*t1^3*t2^15*t3^2 - 107853071253504*t0^28*t1^3*t2^11*t3^6 - 467290294321152*t0^28*t1^3*t2^7*t3^10 + 1559073128448*t0^28*t1^3*t2^3*t3^14 + 6780142747648*t0^28*t1^2*t2^14*t3^4 - 44765638819840*t0^28*t1^2*t2^10*t3^8 + 22351009808384*t0^28*t1^2*t2^6*t3^12 - 20132659200*t0^28*t1^2*t2^2*t3^16 + 48318382080*t0^28*t1*t2^17*t3^2 + 9153112178688*t0^28*t1*t2^13*t3^6 + 6238439997440*t0^28*t1*t2^9*t3^10 - 13421772800*t0^28*t1*t2^5*t3^14 - 444529115136*t0^28*t2^16*t3^4 + 171798691840*t0^28*t2^12*t3^8 - 1261378207744*t0^28*t2^8*t3^12 - 67108864*t0^26*t1^20*t3^2 + 103146323968*t0^26*t1^19*t2^3 + 258234908672*t0^26*t1^18*t2^2*t3^2 - 682899800064*t0^26*t1^17*t2^5 + 1871196454912*t0^26*t1^17*t2*t3^4 - 4509648551936*t0^26*t1^16*t2^4*t3^2 + 15046344179712*t0^26*t1^16*t3^6 + 8689188601856*t0^26*t1^15*t2^7 - 34387655655424*t0^26*t1^15*t2^3*t3^4 + 60221615505408*t0^26*t1^14*t2^6*t3^2 - 14345324986368*t0^26*t1^14*t2^2*t3^6 - 24755117752320*t0^26*t1^13*t2^9 + 202372819189760*t0^26*t1^13*t2^5*t3^4 - 10701179453440*t0^26*t1^13*t2*t3^8 - 84055395663872*t0^26*t1^12*t2^8*t3^2 + 158948686561280*t0^26*t1^12*t2^4*t3^6 + 55487219367936*t0^26*t1^12*t3^10 + 47039756894208*t0^26*t1^11*t2^11 - 277372209201152*t0^26*t1^11*t2^7*t3^4 + 153353082372096*t0^26*t1^11*t2^3*t3^8 + 265268454490112*t0^26*t1^10*t2^10*t3^2 - 628088098521088*t0^26*t1^10*t2^6*t3^6 - 147050284974080*t0^26*t1^10*t2^2*t3^10 - 24755117752320*t0^26*t1^9*t2^13 + 489416153890816*t0^26*t1^9*t2^9*t3^4 + 611456777191424*t0^26*t1^9*t2^5*t3^8 + 174304805257216*t0^26*t1^9*t2*t3^12 - 84055395663872*t0^26*t1^8*t2^12*t3^2 - 1109789484515328*t0^26*t1^8*t2^8*t3^6 - 55846520225792*t0^26*t1^8*t2^4*t3^10 + 25769803776*t0^26*t1^8*t3^14 + 8689188601856*t0^26*t1^7*t2^15 - 277372209201152*t0^26*t1^7*t2^11*t3^4 + 1866310929612800*t0^26*t1^7*t2^7*t3^8 - 13212930015232*t0^26*t1^7*t2^3*t3^12 + 60221615505408*t0^26*t1^6*t2^14*t3^2 - 628088098521088*t0^26*t1^6*t2^10*t3^6 + 503126964568064*t0^26*t1^6*t2^6*t3^10 - 18565801443328*t0^26*t1^6*t2^2*t3^14 - 682899800064*t0^26*t1^5*t2^17 + 202372819189760*t0^26*t1^5*t2^13*t3^4 + 611456777191424*t0^26*t1^5*t2^9*t3^8 - 292011202576384*t0^26*t1^5*t2^5*t3^12 + 1767647477760*t0^26*t1^5*t2*t3^16 - 4509648551936*t0^26*t1^4*t2^16*t3^2 + 158948686561280*t0^26*t1^4*t2^12*t3^6 - 55846520225792*t0^26*t1^4*t2^8*t3^10 + 5131412176896*t0^26*t1^4*t2^4*t3^14 - 1275068416*t0^26*t1^4*t3^18 + 103146323968*t0^26*t1^3*t2^19 - 34387655655424*t0^26*t1^3*t2^15*t3^4 + 153353082372096*t0^26*t1^3*t2^11*t3^8 - 13212930015232*t0^26*t1^3*t2^7*t3^12 - 16173236224*t0^26*t1^3*t2^3*t3^16 + 258234908672*t0^26*t1^2*t2^18*t3^2 - 14345324986368*t0^26*t1^2*t2^14*t3^6 - 147050284974080*t0^26*t1^2*t2^10*t3^10 - 18565801443328*t0^26*t1^2*t2^6*t3^14 + 55834574848*t0^26*t1^2*t2^2*t3^18 + 1871196454912*t0^26*t1*t2^17*t3^4 - 10701179453440*t0^26*t1*t2^13*t3^8 + 174304805257216*t0^26*t1*t2^9*t3^12 + 1767647477760*t0^26*t1*t2^5*t3^16 - 872415232*t0^26*t1*t2*t3^20 - 67108864*t0^26*t2^20*t3^2 + 15046344179712*t0^26*t2^16*t3^6 + 55487219367936*t0^26*t2^12*t3^10 + 25769803776*t0^26*t2^8*t3^14 - 1275068416*t0^26*t2^4*t3^18 + 33554432*t0^24*t1^22*t2^2 - 71772930048*t0^24*t1^21*t2*t3^2 - 718014513152*t0^24*t1^20*t2^4 + 371514671104*t0^24*t1^20*t3^4 - 5877327200256*t0^24*t1^19*t2^3*t3^2 + 6361215664128*t0^24*t1^18*t2^6 - 24895996035072*t0^24*t1^18*t2^2*t3^4 + 22120960622592*t0^24*t1^17*t2^5*t3^2 - 22988141363200*t0^24*t1^17*t2*t3^6 - 24185497714688*t0^24*t1^16*t2^8 + 82586785284096*t0^24*t1^16*t2^4*t3^4 - 72757316419584*t0^24*t1^16*t3^8 - 103530320887808*t0^24*t1^15*t2^7*t3^2 + 243912803352576*t0^24*t1^15*t2^3*t3^6 + 87426844327936*t0^24*t1^14*t2^10 - 418602142400512*t0^24*t1^14*t2^6*t3^4 - 65837687898112*t0^24*t1^14*t2^2*t3^8 + 464516617863168*t0^24*t1^13*t2^9*t3^2 - 169477798887424*t0^24*t1^13*t2^5*t3^6 - 200687682060288*t0^24*t1^13*t2*t3^10 - 59209395732480*t0^24*t1^12*t2^12 + 912627601506304*t0^24*t1^12*t2^8*t3^4 - 120006016761856*t0^24*t1^12*t2^4*t3^8 + 2694555107328*t0^24*t1^12*t3^12 + 30407496040448*t0^24*t1^11*t2^11*t3^2 - 2616839418937344*t0^24*t1^11*t2^7*t3^6 + 249670743883776*t0^24*t1^11*t2^3*t3^10 + 87426844327936*t0^24*t1^10*t2^14 + 187284733296640*t0^24*t1^10*t2^10*t3^4 - 1805495333552128*t0^24*t1^10*t2^6*t3^8 + 94428681207808*t0^24*t1^10*t2^2*t3^12 + 464516617863168*t0^24*t1^9*t2^13*t3^2 - 3821183011127296*t0^24*t1^9*t2^9*t3^6 - 5540673939832832*t0^24*t1^9*t2^5*t3^10 - 15216129605632*t0^24*t1^9*t2*t3^14 - 24185497714688*t0^24*t1^8*t2^16 + 912627601506304*t0^24*t1^8*t2^12*t3^4 + 190780115255296*t0^24*t1^8*t2^8*t3^8 - 3516381932814336*t0^24*t1^8*t2^4*t3^12 + 14196611743744*t0^24*t1^8*t3^16 - 103530320887808*t0^24*t1^7*t2^15*t3^2 - 2616839418937344*t0^24*t1^7*t2^11*t3^6 + 4395314240815104*t0^24*t1^7*t2^7*t3^10 + 940546163998720*t0^24*t1^7*t2^3*t3^14 + 6361215664128*t0^24*t1^6*t2^18 - 418602142400512*t0^24*t1^6*t2^14*t3^4 - 1805495333552128*t0^24*t1^6*t2^10*t3^8 - 853092241244160*t0^24*t1^6*t2^6*t3^12 - 12319610372096*t0^24*t1^6*t2^2*t3^16 + 22120960622592*t0^24*t1^5*t2^17*t3^2 - 169477798887424*t0^24*t1^5*t2^13*t3^6 - 5540673939832832*t0^24*t1^5*t2^9*t3^10 + 33827699294208*t0^24*t1^5*t2^5*t3^14 + 77544292352*t0^24*t1^5*t2*t3^18 - 718014513152*t0^24*t1^4*t2^20 + 82586785284096*t0^24*t1^4*t2^16*t3^4 - 120006016761856*t0^24*t1^4*t2^12*t3^8 - 3516381932814336*t0^24*t1^4*t2^8*t3^12 + 64424593326080*t0^24*t1^4*t2^4*t3^16 - 5877327200256*t0^24*t1^3*t2^19*t3^2 + 243912803352576*t0^24*t1^3*t2^15*t3^6 + 249670743883776*t0^24*t1^3*t2^11*t3^10 + 940546163998720*t0^24*t1^3*t2^7*t3^14 - 2962923454464*t0^24*t1^3*t2^3*t3^18 + 33554432*t0^24*t1^2*t2^22 - 24895996035072*t0^24*t1^2*t2^18*t3^4 - 65837687898112*t0^24*t1^2*t2^14*t3^8 + 94428681207808*t0^24*t1^2*t2^10*t3^12 - 12319610372096*t0^24*t1^2*t2^6*t3^16 + 100663296*t0^24*t1^2*t2^2*t3^20 - 71772930048*t0^24*t1*t2^21*t3^2 - 22988141363200*t0^24*t1*t2^17*t3^6 - 200687682060288*t0^24*t1*t2^13*t3^10 - 15216129605632*t0^24*t1*t2^9*t3^14 + 77544292352*t0^24*t1*t2^5*t3^18 + 371514671104*t0^24*t2^20*t3^4 - 72757316419584*t0^24*t2^16*t3^8 + 2694555107328*t0^24*t2^12*t3^12 + 14196611743744*t0^24*t2^8*t3^16 - 16777216*t0^24*t3^24 + 201326592*t0^22*t1^24*t3^2 - 81235279872*t0^22*t1^23*t2^3 + 157651304448*t0^22*t1^22*t2^2*t3^2 + 3246345158656*t0^22*t1^21*t2^5 - 889477660672*t0^22*t1^21*t2*t3^4 + 14355877855232*t0^22*t1^20*t2^4*t3^2 - 13455562113024*t0^22*t1^20*t3^6 - 24127381438464*t0^22*t1^19*t2^7 + 98700709855232*t0^22*t1^19*t2^3*t3^4 - 130965116551168*t0^22*t1^18*t2^6*t3^2 + 184887738892288*t0^22*t1^18*t2^2*t3^6 + 73917607706624*t0^22*t1^17*t2^9 - 345295154053120*t0^22*t1^17*t2^5*t3^4 + 76833332658176*t0^22*t1^17*t2*t3^8 + 221994779934720*t0^22*t1^16*t2^8*t3^2 + 746986936467456*t0^22*t1^16*t2^4*t3^6 - 96013993902080*t0^22*t1^16*t3^10 - 98972085518336*t0^22*t1^15*t2^11 + 508724347142144*t0^22*t1^15*t2^7*t3^4 + 559942939443200*t0^22*t1^15*t2^3*t3^8 + 328266757963776*t0^22*t1^14*t2^10*t3^2 + 926735025569792*t0^22*t1^14*t2^6*t3^6 + 1431545868976128*t0^22*t1^14*t2^2*t3^10 + 61312537198592*t0^22*t1^13*t2^13 + 3787329592360960*t0^22*t1^13*t2^9*t3^4 + 3259782408437760*t0^22*t1^13*t2^5*t3^8 + 505216466157568*t0^22*t1^13*t2*t3^12 + 409647135588352*t0^22*t1^12*t2^12*t3^2 + 7497172572438528*t0^22*t1^12*t2^8*t3^6 + 2374062567325696*t0^22*t1^12*t2^4*t3^10 - 115247478210560*t0^22*t1^12*t3^14 - 98972085518336*t0^22*t1^11*t2^15 + 3793892327555072*t0^22*t1^11*t2^11*t3^\ 4 + 10158644553318400*t0^22*t1^11*t2^7*t3^8 + 2713685847965696*t0^22*t1^11*t2^3*t3^12 + 328266757963776*t0^22*t1^10*t2^14*t3^2 - 39111884800000*t0^22*t1^10*t2^10*t3^6 + 10290251863949312*t0^22*t1^10*t2^6*t3^10 + 2330668969230336*t0^22*t1^10*t2^2*t3^14 + 73917607706624*t0^22*t1^9*t2^17 + 3787329592360960*t0^22*t1^9*t2^13*t3^4 + 8196608600571904*t0^22*t1^9*t2^9*t3^8 - 5687251509968896*t0^22*t1^9*t2^5*t3^12 - 350567616479232*t0^22*t1^9*t2*t3^16 + 221994779934720*t0^22*t1^8*t2^16*t3^2 + 7497172572438528*t0^22*t1^8*t2^12*t3^6 + 19575830850043904*t0^22*t1^8*t2^8*t3^10 + 381712517300224*t0^22*t1^8*t2^4*t3^14 + 27044872192*t0^22*t1^8*t3^18 - 24127381438464*t0^22*t1^7*t2^19 + 508724347142144*t0^22*t1^7*t2^15*t3^4 + 10158644553318400*t0^22*t1^7*t2^11*t3^8 + 13903885462667264*t0^22*t1^7*t2^7*t3^12 - 38442004119552*t0^22*t1^7*t2^3*t3^16 - 130965116551168*t0^22*t1^6*t2^18*t3^2 + 926735025569792*t0^22*t1^6*t2^14*t3^6 + 10290251863949312*t0^22*t1^6*t2^10*t3^10 + 6076626500583424*t0^22*t1^6*t2^6*t3^14 + 21481396371456*t0^22*t1^6*t2^2*t3^18 + 3246345158656*t0^22*t1^5*t2^21 - 345295154053120*t0^22*t1^5*t2^17*t3^4 + 3259782408437760*t0^22*t1^5*t2^13*t3^8 - 5687251509968896*t0^22*t1^5*t2^9*t3^12 - 530811510063104*t0^22*t1^5*t2^5*t3^16 - 892162015232*t0^22*t1^5*t2*t3^20 + 14355877855232*t0^22*t1^4*t2^20*t3^2 + 746986936467456*t0^22*t1^4*t2^16*t3^6 + 2374062567325696*t0^22*t1^4*t2^12*t3^10 + 381712517300224*t0^22*t1^4*t2^8*t3^14 + 3921741348864*t0^22*t1^4*t2^4*t3^18 - 50331648*t0^22*t1^4*t3^22 - 81235279872*t0^22*t1^3*t2^23 + 98700709855232*t0^22*t1^3*t2^19*t3^4 + 559942939443200*t0^22*t1^3*t2^15*t3^8 + 2713685847965696*t0^22*t1^3*t2^11*t3^12 - 38442004119552*t0^22*t1^3*t2^7*t3^16 + 1296174153728*t0^22*t1^3*t2^3*t3^20 + 157651304448*t0^22*t1^2*t2^22*t3^2 + 184887738892288*t0^22*t1^2*t2^18*t3^6 + 1431545868976128*t0^22*t1^2*t2^14*t3^10 + 2330668969230336*t0^22*t1^2*t2^10*t3^14 + 21481396371456*t0^22*t1^2*t2^6*t3^18 - 113984405504*t0^22*t1^2*t2^2*t3^22 - 889477660672*t0^22*t1*t2^21*t3^4 + 76833332658176*t0^22*t1*t2^17*t3^8 + 505216466157568*t0^22*t1*t2^13*t3^12 - 350567616479232*t0^22*t1*t2^9*t3^16 - 892162015232*t0^22*t1*t2^5*t3^20 + 201326592*t0^22*t2^24*t3^2 - 13455562113024*t0^22*t2^20*t3^6 - 96013993902080*t0^22*t2^16*t3^10 - 115247478210560*t0^22*t2^12*t3^14 + 27044872192*t0^22*t2^8*t3^18 - 50331648*t0^22*t2^4*t3^22 - 93323264*t0^20*t1^26*t2^2 + 52554629120*t0^20*t1^25*t2*t3^2 + 815248965632*t0^20*t1^24*t2^4 - 174846902272*t0^20*t1^24*t3^4 + 3956629569536*t0^20*t1^23*t2^3*t3^2 - 15852690735104*t0^20*t1^22*t2^6 + 26969869647872*t0^20*t1^22*t2^2*t3^4 - 73676779159552*t0^20*t1^21*t2^5*t3^2 + 21519868624896*t0^20*t1^21*t2*t3^6 + 39075975266304*t0^20*t1^20*t2^8 - 238086036389888*t0^20*t1^20*t2^4*t3^4 + 144958434574336*t0^20*t1^20*t3^8 - 68902969147392*t0^20*t1^19*t2^7*t3^2 - 166182904659968*t0^20*t1^19*t2^3*t3^6 - 152512301629440*t0^20*t1^18*t2^10 - 777049442615296*t0^20*t1^18*t2^6*t3^4 - 374272713293824*t0^20*t1^18*t2^2*t3^8 - 633536985956352*t0^20*t1^17*t2^9*t3^2 - 1591664294494208*t0^20*t1^17*t2^5*t3^6 - 68936833957888*t0^20*t1^17*t2*t3^10 - 224125230514176*t0^20*t1^16*t2^12 - 2456194269577216*t0^20*t1^16*t2^8*t3^\ 4 - 1798465436778496*t0^20*t1^16*t2^4*t3^8 + 135918023344128*t0^20*t1^16*t3^12 - 2333338316570624*t0^20*t1^15*t2^11*t3^2 - 2663196125036544*t0^20*t1^15*t2^7*t3^6 - 2623392993771520*t0^20*t1^15*t2^3*t3^10 - 544054425157632*t0^20*t1^14*t2^14 - 5298012247031808*t0^20*t1^14*t2^10*t3^4 - 8882643588349952*t0^20*t1^14*t2^6*t3^8 - 357779978059776*t0^20*t1^14*t2^2*t3^12 - 2607958508699648*t0^20*t1^13*t2^13*t3^2 - 9043944851636224*t0^20*t1^13*t2^9*t3^6 - 1696941578649600*t0^20*t1^13*t2^5*t3^10 + 433512029093888*t0^20*t1^13*t2*t3^14 - 224125230514176*t0^20*t1^12*t2^16 - 5455948336332800*t0^20*t1^12*t2^12*t3^4 - 10106173667672064*t0^20*t1^12*t2^8*t3^8 - 7346776864456704*t0^20*t1^12*t2^4*t3^12 - 11502056636416*t0^20*t1^12*t3^16 - 2333338316570624*t0^20*t1^11*t2^15*t3^2 - 17517512233058304*t0^20*t1^11*t2^11*t3^6 - 12992285507584000*t0^20*t1^11*t2^7*t3^10 + 703381475688448*t0^20*t1^11*t2^3*t3^14 - 152512301629440*t0^20*t1^10*t2^18 - 5298012247031808*t0^20*t1^10*t2^14*t3^4 - 50878710538043392*t0^20*t1^10*t2^10*t3^8 - 23411398050578432*t0^20*t1^10*t2^6*t3^12 + 139326321065984*t0^20*t1^10*t2^2*t3^16 - 633536985956352*t0^20*t1^9*t2^17*t3^2 - 9043944851636224*t0^20*t1^9*t2^13*t3^6 - 15225583382298624*t0^20*t1^9*t2^9*t3^10 - 5742249346334720*t0^20*t1^9*t2^5*t3^14 + 196411832401920*t0^20*t1^9*t2*t3^18 + 39075975266304*t0^20*t1^8*t2^20 - 2456194269577216*t0^20*t1^8*t2^16*t3^4 - 10106173667672064*t0^20*t1^8*t2^12*t3^8 - 10190807927619584*t0^20*t1^8*t2^8*t3^12 + 3499557866438656*t0^20*t1^8*t2^4*t3^16 - 27557720227840*t0^20*t1^8*t3^20 - 68902969147392*t0^20*t1^7*t2^19*t3^2 - 2663196125036544*t0^20*t1^7*t2^15*t3^6 - 12992285507584000*t0^20*t1^7*t2^11*t3^10 - 56631324835840*t0^20*t1^7*t2^7*t3^14 - 418182393233408*t0^20*t1^7*t2^3*t3^18 - 15852690735104*t0^20*t1^6*t2^22 - 777049442615296*t0^20*t1^6*t2^18*t3^4 - 8882643588349952*t0^20*t1^6*t2^14*t3^8 - 23411398050578432*t0^20*t1^6*t2^10*t3^12 + 1295175762575360*t0^20*t1^6*t2^6*t3^16 + 1524470120448*t0^20*t1^6*t2^2*t3^20 - 73676779159552*t0^20*t1^5*t2^21*t3^2 - 1591664294494208*t0^20*t1^5*t2^17*t3^6 - 1696941578649600*t0^20*t1^5*t2^13*t3^10 - 5742249346334720*t0^20*t1^5*t2^9*t3^14 + 471642354483200*t0^20*t1^5*t2^5*t3^18 - 892162015232*t0^20*t1^5*t2*t3^22 + 815248965632*t0^20*t1^4*t2^24 - 238086036389888*t0^20*t1^4*t2^20*t3^4 - 1798465436778496*t0^20*t1^4*t2^16*t3^8 - 7346776864456704*t0^20*t1^4*t2^12*t3^12 + 3499557866438656*t0^20*t1^4*t2^8*t3^16 - 132322418491392*t0^20*t1^4*t2^4*t3^20 + 3956629569536*t0^20*t1^3*t2^23*t3^2 - 166182904659968*t0^20*t1^3*t2^19*t3^6 - 2623392993771520*t0^20*t1^3*t2^15*t3^10 + 703381475688448*t0^20*t1^3*t2^11*t3^14 - 418182393233408*t0^20*t1^3*t2^7*t3^18 + 1296174153728*t0^20*t1^3*t2^3*t3^22 - 93323264*t0^20*t1^2*t2^26 + 26969869647872*t0^20*t1^2*t2^22*t3^4 - 374272713293824*t0^20*t1^2*t2^18*t3^8 - 357779978059776*t0^20*t1^2*t2^14*t3^12 + 139326321065984*t0^20*t1^2*t2^10*t3^16 + 1524470120448*t0^20*t1^2*t2^6*t3^20 + 100663296*t0^20*t1^2*t2^2*t3^24 + 52554629120*t0^20*t1*t2^25*t3^2 + 21519868624896*t0^20*t1*t2^21*t3^6 - 68936833957888*t0^20*t1*t2^17*t3^10 + 433512029093888*t0^20*t1*t2^13*t3^14 + 196411832401920*t0^20*t1*t2^9*t3^18 - 892162015232*t0^20*t1*t2^5*t3^22 - 872415232*t0^20*t1*t2*t3^26 - 174846902272*t0^20*t2^24*t3^4 + 144958434574336*t0^20*t2^20*t3^8 + 135918023344128*t0^20*t2^16*t3^12 - 11502056636416*t0^20*t2^12*t3^16 - 27557720227840*t0^20*t2^8*t3^20 - 223346688*t0^18*t1^28*t3^2 + 34547695616*t0^18*t1^27*t2^3 - 388093706240*t0^18*t1^26*t2^2*t3^2 - 4697262915584*t0^18*t1^25*t2^5 + 37992005632*t0^18*t1^25*t2*t3^4 - 16450087026688*t0^18*t1^24*t2^4*t3^2 + 1834085253120*t0^18*t1^24*t3^6 + 39033837191168*t0^18*t1^23*t2^7 - 113160725987328*t0^18*t1^23*t2^3*t3^4 + 146929856020480*t0^18*t1^22*t2^6*t3^2 - 243506288263168*t0^18*t1^22*t2^2*t3^6 - 2339691823104*t0^18*t1^21*t2^9 + 330826099720192*t0^18*t1^21*t2^5*t3^4 - 171556078616576*t0^18*t1^21*t2*t3^8 + 407624058667008*t0^18*t1^20*t2^8*t3^2 - 445802233200640*t0^18*t1^20*t2^4*t3^6 - 157313055326208*t0^18*t1^20*t3^10 + 117476705435648*t0^18*t1^19*t2^11 + 661461691006976*t0^18*t1^19*t2^7*t3^4 + 218949484544*t0^18*t1^19*t2^3*t3^8 + 107881698426880*t0^18*t1^18*t2^10*t3^2 + 1687612149465088*t0^18*t1^18*t2^6*t3^6 - 2824814335098880*t0^18*t1^18*t2^2*t3^10 + 157247748440064*t0^18*t1^17*t2^13 - 274771843481600*t0^18*t1^17*t2^9*t3^4 - 3088158681989120*t0^18*t1^17*t2^5*t3^8 - 1220317014392832*t0^18*t1^17*t2*t3^12 + 1802764467306496*t0^18*t1^16*t2^12*t3^2 + 4024947089342464*t0^18*t1^16*t2^8*t3^6 + 1663611713355776*t0^18*t1^16*t2^4*t3^10 + 19177649733632*t0^18*t1^16*t3^14 + 242555543355392*t0^18*t1^15*t2^15 + 3305186323857408*t0^18*t1^15*t2^11*t3^4 + 5206873932300288*t0^18*t1^15*t2^7*t3^8 - 2127723510104064*t0^18*t1^15*t2^3*t3^12 + 938806568026112*t0^18*t1^14*t2^14*t3^2 + 14477053078274048*t0^18*t1^14*t2^10*t3^6 - 200287130222592*t0^18*t1^14*t2^6*t3^10 - 1904185255657472*t0^18*t1^14*t2^2*t3^14 + 157247748440064*t0^18*t1^13*t2^17 + 9441206453927936*t0^18*t1^13*t2^13*t3^4 + 9674714723123200*t0^18*t1^13*t2^9*t3^8 + 6078780747546624*t0^18*t1^13*t2^5*t3^12 - 1318536426291200*t0^18*t1^13*t2*t3^16 + 1802764467306496*t0^18*t1^12*t2^16*t3^2 + 34000777861136384*t0^18*t1^12*t2^12*t3^6 + 57264926054416384*t0^18*t1^12*t2^8*t3^10 + 9423683684663296*t0^18*t1^12*t2^4*t3^14 + 79697598742528*t0^18*t1^12*t3^18 + 117476705435648*t0^18*t1^11*t2^19 + 3305186323857408*t0^18*t1^11*t2^15*t3^4 - 4596957436706816*t0^18*t1^11*t2^11*t3^8 - 11895840780058624*t0^18*t1^11*t2^7*t3^12 - 103789593886720*t0^18*t1^11*t2^3*t3^16 + 107881698426880*t0^18*t1^10*t2^18*t3^2 + 14477053078274048*t0^18*t1^10*t2^14*t3^6 - 12572080016982016*t0^18*t1^10*t2^10*t3^10 - 26697547988860928*t0^18*t1^10*t2^6*t3^14 - 4306873245237248*t0^18*t1^10*t2^2*t3^18 - 2339691823104*t0^18*t1^9*t2^21 - 274771843481600*t0^18*t1^9*t2^17*t3^4 + 9674714723123200*t0^18*t1^9*t2^13*t3^8 + 38503946642259968*t0^18*t1^9*t2^9*t3^12 + 7145385463119872*t0^18*t1^9*t2^5*t3^16 + 196411832401920*t0^18*t1^9*t2*t3^20 + 407624058667008*t0^18*t1^8*t2^20*t3^2 + 4024947089342464*t0^18*t1^8*t2^16*t3^6 + 57264926054416384*t0^18*t1^8*t2^12*t3^10 + 22636869225283584*t0^18*t1^8*t2^8*t3^14 - 1663219627196416*t0^18*t1^8*t2^4*t3^18 + 27044872192*t0^18*t1^8*t3^22 + 39033837191168*t0^18*t1^7*t2^23 + 661461691006976*t0^18*t1^7*t2^19*t3^4 + 5206873932300288*t0^18*t1^7*t2^15*t3^8 - 11895840780058624*t0^18*t1^7*t2^11*t3^12 - 7122590527127552*t0^18*t1^7*t2^7*t3^16 - 418182393233408*t0^18*t1^7*t2^3*t3^20 + 146929856020480*t0^18*t1^6*t2^22*t3^2 + 1687612149465088*t0^18*t1^6*t2^18*t3^6 - 200287130222592*t0^18*t1^6*t2^14*t3^10 - 26697547988860928*t0^18*t1^6*t2^10*t3^14 - 13724060454223872*t0^18*t1^6*t2^6*t3^18 + 21481396371456*t0^18*t1^6*t2^2*t3^22 - 4697262915584*t0^18*t1^5*t2^25 + 330826099720192*t0^18*t1^5*t2^21*t3^4 - 3088158681989120*t0^18*t1^5*t2^17*t3^8 + 6078780747546624*t0^18*t1^5*t2^13*t3^12 + 7145385463119872*t0^18*t1^5*t2^9*t3^16 + 471642354483200*t0^18*t1^5*t2^5*t3^20 + 77544292352*t0^18*t1^5*t2*t3^24 - 16450087026688*t0^18*t1^4*t2^24*t3^2 - 445802233200640*t0^18*t1^4*t2^20*t3^6 + 1663611713355776*t0^18*t1^4*t2^16*t3^10 + 9423683684663296*t0^18*t1^4*t2^12*t3^14 - 1663219627196416*t0^18*t1^4*t2^8*t3^18 + 3921741348864*t0^18*t1^4*t2^4*t3^22 - 1275068416*t0^18*t1^4*t3^26 + 34547695616*t0^18*t1^3*t2^27 - 113160725987328*t0^18*t1^3*t2^23*t3^4 + 218949484544*t0^18*t1^3*t2^19*t3^8 - 2127723510104064*t0^18*t1^3*t2^15*t3^12 - 103789593886720*t0^18*t1^3*t2^11*t3^16 - 418182393233408*t0^18*t1^3*t2^7*t3^20 - 2962923454464*t0^18*t1^3*t2^3*t3^24 - 388093706240*t0^18*t1^2*t2^26*t3^2 - 243506288263168*t0^18*t1^2*t2^22*t3^6 - 2824814335098880*t0^18*t1^2*t2^18*t3^10 - 1904185255657472*t0^18*t1^2*t2^14*t3^14 - 4306873245237248*t0^18*t1^2*t2^10*t3^18 + 21481396371456*t0^18*t1^2*t2^6*t3^22 + 55834574848*t0^18*t1^2*t2^2*t3^26 + 37992005632*t0^18*t1*t2^25*t3^4 - 171556078616576*t0^18*t1*t2^21*t3^8 - 1220317014392832*t0^18*t1*t2^17*t3^12 - 1318536426291200*t0^18*t1*t2^13*t3^16 + 196411832401920*t0^18*t1*t2^9*t3^20 + 77544292352*t0^18*t1*t2^5*t3^24 - 223346688*t0^18*t2^28*t3^2 + 1834085253120*t0^18*t2^24*t3^6 - 157313055326208*t0^18*t2^20*t3^10 + 19177649733632*t0^18*t2^16*t3^14 + 79697598742528*t0^18*t2^12*t3^18 + 27044872192*t0^18*t2^8*t3^22 - 1275068416*t0^18*t2^4*t3^26 + 93323264*t0^16*t1^30*t2^2 - 18751815680*t0^16*t1^29*t2*t3^2 - 410724859904*t0^16*t1^28*t2^4 + 51193577472*t0^16*t1^28*t3^4 + 1215825969152*t0^16*t1^27*t2^3*t3^2 + 16939371200512*t0^16*t1^26*t2^6 - 6639966748672*t0^16*t1^26*t2^2*t3^4 + 68172286656512*t0^16*t1^25*t2^5*t3^2 + 10883128885248*t0^16*t1^25*t2*t3^6 - 8946522718208*t0^16*t1^24*t2^8 + 246958502969344*t0^16*t1^24*t2^4*t3^4 - 81872053338112*t0^16*t1^24*t3^8 + 224879766405120*t0^16*t1^23*t2^7*t3^2 + 114017712996352*t0^16*t1^23*t2^3*t3^6 + 67287873486848*t0^16*t1^22*t2^10 + 975673521078272*t0^16*t1^22*t2^6*t3^4 + 1235358098653184*t0^16*t1^22*t2^2*t3^8 + 150587573403648*t0^16*t1^21*t2^9*t3^2 + 1742590628069376*t0^16*t1^21*t2^5*t3^6 + 302120210530304*t0^16*t1^21*t2*t3^10 + 245334502014976*t0^16*t1^20*t2^12 + 1788668576006144*t0^16*t1^20*t2^8*t3^4 + 3176426369843200*t0^16*t1^20*t2^4*t3^8 + 7229277208576*t0^16*t1^20*t3^12 + 1347225047269376*t0^16*t1^19*t2^11*t3^2 + 4417071872475136*t0^16*t1^19*t2^7*t3^6 + 5235664867557376*t0^16*t1^19*t2^3*t3^10 + 340063559876608*t0^16*t1^18*t2^14 - 2046151217119232*t0^16*t1^18*t2^10*t3^4 + 5116814606729216*t0^16*t1^18*t2^6*t3^8 + 1105247324602368*t0^16*t1^18*t2^2*t3^12 + 781829354422272*t0^16*t1^17*t2^13*t3^2 - 2279850824433664*t0^16*t1^17*t2^9*t3^6 - 3830647770316800*t0^16*t1^17*t2^5*t3^10 - 582218818781184*t0^16*t1^17*t2*t3^14 + 241387356684288*t0^16*t1^16*t2^16 - 325581569785856*t0^16*t1^16*t2^12*t3^4 - 2583338289201152*t0^16*t1^16*t2^8*t3^8 + 14545094247972864*t0^16*t1^16*t2^4*t3^12 - 468126603870208*t0^16*t1^16*t3^16 - 484556426706944*t0^16*t1^15*t2^15*t3^2 + 6098474140434432*t0^16*t1^15*t2^11*t3^6 + 22105770445242368*t0^16*t1^15*t2^7*t3^10 + 7790317986119680*t0^16*t1^15*t2^3*t3^14 + 340063559876608*t0^16*t1^14*t2^18 - 9352227594960896*t0^16*t1^14*t2^14*t3^4 - 29654608677175296*t0^16*t1^14*t2^10*t3^8 - 19577172657176576*t0^16*t1^14*t2^6*t3^12 - 2756693552791552*t0^16*t1^14*t2^2*t3^16 + 781829354422272*t0^16*t1^13*t2^17*t3^2 + 25196926815174656*t0^16*t1^13*t2^13*t3^6 + 26152248564776960*t0^16*t1^13*t2^9*t3^10 + 5680790595698688*t0^16*t1^13*t2^5*t3^14 - 1318536426291200*t0^16*t1^13*t2*t3^18 + 245334502014976*t0^16*t1^12*t2^20 - 325581569785856*t0^16*t1^12*t2^16*t3^4 - 8295348949483520*t0^16*t1^12*t2^12*t3^8 + 78999127389634560*t0^16*t1^12*t2^8*t3^12 + 27046698045669376*t0^16*t1^12*t2^4*t3^16 - 11502056636416*t0^16*t1^12*t3^20 + 1347225047269376*t0^16*t1^11*t2^19*t3^2 + 6098474140434432*t0^16*t1^11*t2^15*t3^6 - 20332558234419200*t0^16*t1^11*t2^11*t3^10 - 40992067404431360*t0^16*t1^11*t2^7*t3^14 - 103789593886720*t0^16*t1^11*t2^3*t3^18 + 67287873486848*t0^16*t1^10*t2^22 - 2046151217119232*t0^16*t1^10*t2^18*t3^4 - 29654608677175296*t0^16*t1^10*t2^14*t3^8 - 47165830499663872*t0^16*t1^10*t2^10*t3^12 - 11142500190781440*t0^16*t1^10*t2^6*t3^16 + 139326321065984*t0^16*t1^10*t2^2*t3^20 + 150587573403648*t0^16*t1^9*t2^21*t3^2 - 2279850824433664*t0^16*t1^9*t2^17*t3^6 + 26152248564776960*t0^16*t1^9*t2^13*t3^10 + 58522169704972288*t0^16*t1^9*t2^9*t3^14 + 7145385463119872*t0^16*t1^9*t2^5*t3^18 - 350567616479232*t0^16*t1^9*t2*t3^22 - 8946522718208*t0^16*t1^8*t2^24 + 1788668576006144*t0^16*t1^8*t2^20*t3^4 - 2583338289201152*t0^16*t1^8*t2^16*t3^8 + 78999127389634560*t0^16*t1^8*t2^12*t3^12 + 67650877189914624*t0^16*t1^8*t2^8*t3^16 + 3499557866438656*t0^16*t1^8*t2^4*t3^20 + 14196611743744*t0^16*t1^8*t3^24 + 224879766405120*t0^16*t1^7*t2^23*t3^2 + 4417071872475136*t0^16*t1^7*t2^19*t3^6 + 22105770445242368*t0^16*t1^7*t2^15*t3^10 - 40992067404431360*t0^16*t1^7*t2^11*t3^14 - 7122590527127552*t0^16*t1^7*t2^7*t3^18 - 38442004119552*t0^16*t1^7*t2^3*t3^22 + 16939371200512*t0^16*t1^6*t2^26 + 975673521078272*t0^16*t1^6*t2^22*t3^4 + 5116814606729216*t0^16*t1^6*t2^18*t3^8 - 19577172657176576*t0^16*t1^6*t2^14*t3^12 - 11142500190781440*t0^16*t1^6*t2^10*t3^16 + 1295175762575360*t0^16*t1^6*t2^6*t3^20 - 12319610372096*t0^16*t1^6*t2^2*t3^24 + 68172286656512*t0^16*t1^5*t2^25*t3^2 + 1742590628069376*t0^16*t1^5*t2^21*t3^6 - 3830647770316800*t0^16*t1^5*t2^17*t3^10 + 5680790595698688*t0^16*t1^5*t2^13*t3^14 + 7145385463119872*t0^16*t1^5*t2^9*t3^18 - 530811510063104*t0^16*t1^5*t2^5*t3^22 + 1767647477760*t0^16*t1^5*t2*t3^26 - 410724859904*t0^16*t1^4*t2^28 + 246958502969344*t0^16*t1^4*t2^24*t3^4 + 3176426369843200*t0^16*t1^4*t2^20*t3^8 + 14545094247972864*t0^16*t1^4*t2^16*t3^12 + 27046698045669376*t0^16*t1^4*t2^12*t3^16 + 3499557866438656*t0^16*t1^4*t2^8*t3^20 + 64424593326080*t0^16*t1^4*t2^4*t3^24 + 1215825969152*t0^16*t1^3*t2^27*t3^2 + 114017712996352*t0^16*t1^3*t2^23*t3^6 + 5235664867557376*t0^16*t1^3*t2^19*t3^10 + 7790317986119680*t0^16*t1^3*t2^15*t3^14 - 103789593886720*t0^16*t1^3*t2^11*t3^18 - 38442004119552*t0^16*t1^3*t2^7*t3^22 - 16173236224*t0^16*t1^3*t2^3*t3^26 + 93323264*t0^16*t1^2*t2^30 - 6639966748672*t0^16*t1^2*t2^26*t3^4 + 1235358098653184*t0^16*t1^2*t2^22*t3^8 + 1105247324602368*t0^16*t1^2*t2^18*t3^12 - 2756693552791552*t0^16*t1^2*t2^14*t3^16 + 139326321065984*t0^16*t1^2*t2^10*t3^20 - 12319610372096*t0^16*t1^2*t2^6*t3^24 - 20132659200*t0^16*t1^2*t2^2*t3^28 - 18751815680*t0^16*t1*t2^29*t3^2 + 10883128885248*t0^16*t1*t2^25*t3^6 + 302120210530304*t0^16*t1*t2^21*t3^10 - 582218818781184*t0^16*t1*t2^17*t3^14 - 1318536426291200*t0^16*t1*t2^13*t3^18 - 350567616479232*t0^16*t1*t2^9*t3^22 + 1767647477760*t0^16*t1*t2^5*t3^26 + 1073741824*t0^16*t1*t2*t3^30 + 51193577472*t0^16*t2^28*t3^4 - 81872053338112*t0^16*t2^24*t3^8 + 7229277208576*t0^16*t2^20*t3^12 - 468126603870208*t0^16*t2^16*t3^16 - 11502056636416*t0^16*t2^12*t3^20 + 14196611743744*t0^16*t2^8*t3^24 + 16384*t0^14*t1^33*t2 + 111149056*t0^14*t1^32*t3^2 - 8177582080*t0^14*t1^31*t2^3 + 201269510144*t0^14*t1^30*t2^2*t3^2 + 2480312385536*t0^14*t1^29*t2^5 - 538938703872*t0^14*t1^29*t2*t3^4 + 1611181850624*t0^14*t1^28*t2^4*t3^2 + 1832103116800*t0^14*t1^28*t3^6 - 27490229420032*t0^14*t1^27*t2^7 + 40770681241600*t0^14*t1^27*t2^3*t3^4 - 102416467296256*t0^14*t1^26*t2^6*t3^2 + 44755505905664*t0^14*t1^26*t2^2*t3^6 - 59068298428416*t0^14*t1^25*t2^9 - 385903096889344*t0^14*t1^25*t2^5*t3^4 + 117222700580864*t0^14*t1^25*t2*t3^8 - 550795984764928*t0^14*t1^24*t2^8*t3^2 - 993239991648256*t0^14*t1^24*t2^4*t3^6 + 194624107315200*t0^14*t1^24*t3^10 - 77251190456320*t0^14*t1^23*t2^11 - 710269283205120*t0^14*t1^23*t2^7*t3^4 - 787548525035520*t0^14*t1^23*t2^3*t3^8 - 647823813050368*t0^14*t1^22*t2^10*t3^2 - 3137794298609664*t0^14*t1^22*t2^6*t3^6 + 1567566807564288*t0^14*t1^22*t2^2*t3^10 + 31680631177216*t0^14*t1^21*t2^13 - 2193016409948160*t0^14*t1^21*t2^9*t3^4 - 1466807213948928*t0^14*t1^21*t2^5*t3^8 + 413734792986624*t0^14*t1^21*t2*t3^12 + 17785233342464*t0^14*t1^20*t2^12*t3^2 - 2718825831137280*t0^14*t1^20*t2^8*t3^6 - 6490694788317184*t0^14*t1^20*t2^4*t3^10 - 7963287093248*t0^14*t1^20*t3^14 + 244819822379008*t0^14*t1^19*t2^15 + 35351393927168*t0^14*t1^19*t2^11*t3^4 - 938319762685952*t0^14*t1^19*t2^7*t3^8 + 2458498087780352*t0^14*t1^19*t2^3*t3^12 - 402127171158016*t0^14*t1^18*t2^14*t3^2 - 10015351942676480*t0^14*t1^18*t2^10*t3^6 - 11485972114833408*t0^14*t1^18*t2^6*t3^10 + 815936168525824*t0^14*t1^18*t2^2*t3^14 + 382731717672960*t0^14*t1^17*t2^17 - 7564548792123392*t0^14*t1^17*t2^13*t3^4 - 30152806381223936*t0^14*t1^17*t2^9*t3^8 - 27757357194412032*t0^14*t1^17*t2^5*t3^12 - 582218818781184*t0^14*t1^17*t2*t3^16 - 1197552982032384*t0^14*t1^16*t2^16*t3^2 + 13293134283079680*t0^14*t1^16*t2^12*t3^6 - 2785572367630336*t0^14*t1^16*t2^8*t3^10 + 2981799845298176*t0^14*t1^16*t2^4*t3^14 + 19177649733632*t0^14*t1^16*t3^18 + 244819822379008*t0^14*t1^15*t2^19 - 14739871048138752*t0^14*t1^15*t2^15*t3^\ 4 - 39447732079296512*t0^14*t1^15*t2^11*t3^8 + 12320106481713152*t0^14*t1^15*t2^7*t3^12 + 7790317986119680*t0^14*t1^15*t2^3*t3^16 - 402127171158016*t0^14*t1^14*t2^18*t3^2 + 4597951111888896*t0^14*t1^14*t2^14*t3^6 - 35024687904587776*t0^14*t1^14*t2^10*t3^10 - 78269133920141312*t0^14*t1^14*t2^6*t3^14 - 1904185255657472*t0^14*t1^14*t2^2*t3^18 + 31680631177216*t0^14*t1^13*t2^21 - 7564548792123392*t0^14*t1^13*t2^17*t3^4 - 5909282198257664*t0^14*t1^13*t2^13*t3^8 + 12886518911467520*t0^14*t1^13*t2^9*t3^12 + 5680790595698688*t0^14*t1^13*t2^5*t3^16 + 433512029093888*t0^14*t1^13*t2*t3^20 + 17785233342464*t0^14*t1^12*t2^20*t3^2 + 13293134283079680*t0^14*t1^12*t2^16*t3^6 - 1085547149262848*t0^14*t1^12*t2^12*t3^10 + 17418735238512640*t0^14*t1^12*t2^8*t3^14 + 9423683684663296*t0^14*t1^12*t2^4*t3^18 - 115247478210560*t0^14*t1^12*t3^22 - 77251190456320*t0^14*t1^11*t2^23 + 35351393927168*t0^14*t1^11*t2^19*t3^4 - 39447732079296512*t0^14*t1^11*t2^15*t3^8 - 67152101356601344*t0^14*t1^11*t2^11*t3^12 - 40992067404431360*t0^14*t1^11*t2^7*t3^16 + 703381475688448*t0^14*t1^11*t2^3*t3^20 - 647823813050368*t0^14*t1^10*t2^22*t3^2 - 10015351942676480*t0^14*t1^10*t2^18*t3^6 - 35024687904587776*t0^14*t1^10*t2^14*t3^10 - 144168500273348608*t0^14*t1^10*t2^10*t3^14 - 26697547988860928*t0^14*t1^10*t2^6*t3^18 + 2330668969230336*t0^14*t1^10*t2^2*t3^22 - 59068298428416*t0^14*t1^9*t2^25 - 2193016409948160*t0^14*t1^9*t2^21*t3^4 - 30152806381223936*t0^14*t1^9*t2^17*t3^8 + 12886518911467520*t0^14*t1^9*t2^13*t3^12 + 58522169704972288*t0^14*t1^9*t2^9*t3^16 - 5742249346334720*t0^14*t1^9*t2^5*t3^20 - 15216129605632*t0^14*t1^9*t2*t3^24 - 550795984764928*t0^14*t1^8*t2^24*t3^2 - 2718825831137280*t0^14*t1^8*t2^20*t3^6 - 2785572367630336*t0^14*t1^8*t2^16*t3^10 + 17418735238512640*t0^14*t1^8*t2^12*t3^14 + 22636869225283584*t0^14*t1^8*t2^8*t3^18 + 381712517300224*t0^14*t1^8*t2^4*t3^22 + 25769803776*t0^14*t1^8*t3^26 - 27490229420032*t0^14*t1^7*t2^27 - 710269283205120*t0^14*t1^7*t2^23*t3^4 - 938319762685952*t0^14*t1^7*t2^19*t3^8 + 12320106481713152*t0^14*t1^7*t2^15*t3^12 - 40992067404431360*t0^14*t1^7*t2^11*t3^16 - 56631324835840*t0^14*t1^7*t2^7*t3^20 + 940546163998720*t0^14*t1^7*t2^3*t3^24 - 102416467296256*t0^14*t1^6*t2^26*t3^2 - 3137794298609664*t0^14*t1^6*t2^22*t3^6 - 11485972114833408*t0^14*t1^6*t2^18*t3^10 - 78269133920141312*t0^14*t1^6*t2^14*t3^14 - 26697547988860928*t0^14*t1^6*t2^10*t3^18 + 6076626500583424*t0^14*t1^6*t2^6*t3^22 - 18565801443328*t0^14*t1^6*t2^2*t3^26 + 2480312385536*t0^14*t1^5*t2^29 - 385903096889344*t0^14*t1^5*t2^25*t3^4 - 1466807213948928*t0^14*t1^5*t2^21*t3^8 - 27757357194412032*t0^14*t1^5*t2^17*t3^12 + 5680790595698688*t0^14*t1^5*t2^13*t3^16 - 5742249346334720*t0^14*t1^5*t2^9*t3^20 + 33827699294208*t0^14*t1^5*t2^5*t3^24 - 13421772800*t0^14*t1^5*t2*t3^28 + 1611181850624*t0^14*t1^4*t2^28*t3^2 - 993239991648256*t0^14*t1^4*t2^24*t3^6 - 6490694788317184*t0^14*t1^4*t2^20*t3^10 + 2981799845298176*t0^14*t1^4*t2^16*t3^14 + 9423683684663296*t0^14*t1^4*t2^12*t3^18 + 381712517300224*t0^14*t1^4*t2^8*t3^22 + 5131412176896*t0^14*t1^4*t2^4*t3^26 + 12884901888*t0^14*t1^4*t3^30 - 8177582080*t0^14*t1^3*t2^31 + 40770681241600*t0^14*t1^3*t2^27*t3^4 - 787548525035520*t0^14*t1^3*t2^23*t3^8 + 2458498087780352*t0^14*t1^3*t2^19*t3^12 + 7790317986119680*t0^14*t1^3*t2^15*t3^16 + 703381475688448*t0^14*t1^3*t2^11*t3^20 + 940546163998720*t0^14*t1^3*t2^7*t3^24 + 1559073128448*t0^14*t1^3*t2^3*t3^28 + 201269510144*t0^14*t1^2*t2^30*t3^2 + 44755505905664*t0^14*t1^2*t2^26*t3^6 + 1567566807564288*t0^14*t1^2*t2^22*t3^10 + 815936168525824*t0^14*t1^2*t2^18*t3^14 - 1904185255657472*t0^14*t1^2*t2^14*t3^18 + 2330668969230336*t0^14*t1^2*t2^10*t3^22 - 18565801443328*t0^14*t1^2*t2^6*t3^26 + 16384*t0^14*t1*t2^33 - 538938703872*t0^14*t1*t2^29*t3^4 + 117222700580864*t0^14*t1*t2^25*t3^8 + 413734792986624*t0^14*t1*t2^21*t3^12 - 582218818781184*t0^14*t1*t2^17*t3^16 + 433512029093888*t0^14*t1*t2^13*t3^20 - 15216129605632*t0^14*t1*t2^9*t3^24 - 13421772800*t0^14*t1*t2^5*t3^28 + 111149056*t0^14*t2^32*t3^2 + 1832103116800*t0^14*t2^28*t3^6 + 194624107315200*t0^14*t2^24*t3^10 - 7963287093248*t0^14*t2^20*t3^14 + 19177649733632*t0^14*t2^16*t3^18 - 115247478210560*t0^14*t2^12*t3^22 + 25769803776*t0^14*t2^8*t3^26 + 12884901888*t0^14*t2^4*t3^30 - 39825408*t0^12*t1^34*t2^2 + 2550104064*t0^12*t1^33*t2*t3^2 + 87652532224*t0^12*t1^32*t2^4 - 7449444352*t0^12*t1^32*t3^4 - 1497774718976*t0^12*t1^31*t2^3*t3^2 - 7001815793664*t0^12*t1^30*t2^6 - 598216704000*t0^12*t1^30*t2^2*t3^4 - 10472503902208*t0^12*t1^29*t2^5*t3^2 - 18073233227776*t0^12*t1^29*t2*t3^6 - 3284031406080*t0^12*t1^28*t2^8 - 55268781539328*t0^12*t1^28*t2^4*t3^4 + 9483758075904*t0^12*t1^28*t3^8 - 22049349926912*t0^12*t1^27*t2^7*t3^2 - 7430327304192*t0^12*t1^27*t2^3*t3^6 - 20472462229504*t0^12*t1^26*t2^10 + 119494668812288*t0^12*t1^26*t2^6*t3^4 - 743919982690304*t0^12*t1^26*t2^2*t3^8 + 8410286653440*t0^12*t1^25*t2^9*t3^2 - 664894612602880*t0^12*t1^25*t2^5*t3^6 - 80019867500544*t0^12*t1^25*t2*t3^10 - 84022179495936*t0^12*t1^24*t2^12 + 235891403227136*t0^12*t1^24*t2^8*t3^4 - 860749484195840*t0^12*t1^24*t2^4*t3^8 - 194798225047552*t0^12*t1^24*t3^12 - 302409530376192*t0^12*t1^23*t2^11*t3^2 - 153305189056512*t0^12*t1^23*t2^7*t3^6 - 2350483470417920*t0^12*t1^23*t2^3*t3^10 - 89998543667200*t0^12*t1^22*t2^14 + 1534285294764032*t0^12*t1^22*t2^10*t3^4 + 4323323914059776*t0^12*t1^22*t2^6*t3^8 - 235178677567488*t0^12*t1^22*t2^2*t3^12 - 618863875063808*t0^12*t1^21*t2^13*t3^2 + 342989861322752*t0^12*t1^21*t2^9*t3^6 + 2567713177600000*t0^12*t1^21*t2^5*t3^10 + 413734792986624*t0^12*t1^21*t2*t3^14 + 175858915508224*t0^12*t1^20*t2^16 + 3493354972856320*t0^12*t1^20*t2^12*t3^4 + 13657593908887552*t0^12*t1^20*t2^8*t3^8 - 7385634880061440*t0^12*t1^20*t2^4*t3^12 + 7229277208576*t0^12*t1^20*t3^16 - 220250341474304*t0^12*t1^19*t2^15*t3^2 + 14429181291331584*t0^12*t1^19*t2^11*t3^6 + 16804568541822976*t0^12*t1^19*t2^7*t3^10 + 2458498087780352*t0^12*t1^19*t2^3*t3^14 + 130751460597760*t0^12*t1^18*t2^18 - 3469661895491584*t0^12*t1^18*t2^14*t3^4 - 9710142179033088*t0^12*t1^18*t2^10*t3^8 + 11751870544150528*t0^12*t1^18*t2^6*t3^12 + 1105247324602368*t0^12*t1^18*t2^2*t3^16 - 607030908485632*t0^12*t1^17*t2^17*t3^2 + 17826540247023616*t0^12*t1^17*t2^13*t3^6 + 1019655500529664*t0^12*t1^17*t2^9*t3^10 - 27757357194412032*t0^12*t1^17*t2^5*t3^14 - 1220317014392832*t0^12*t1^17*t2*t3^18 + 175858915508224*t0^12*t1^16*t2^20 - 8293694169153536*t0^12*t1^16*t2^16*t3^4 + 8124524701286400*t0^12*t1^16*t2^12*t3^8 + 57590241681063936*t0^12*t1^16*t2^8*t3^12 + 14545094247972864*t0^12*t1^16*t2^4*t3^16 + 135918023344128*t0^12*t1^16*t3^20 - 220250341474304*t0^12*t1^15*t2^19*t3^2 + 8787538591088640*t0^12*t1^15*t2^15*t3^6 + 684811392122880*t0^12*t1^15*t2^11*t3^10 + 12320106481713152*t0^12*t1^15*t2^7*t3^14 - 2127723510104064*t0^12*t1^15*t2^3*t3^18 - 89998543667200*t0^12*t1^14*t2^22 - 3469661895491584*t0^12*t1^14*t2^18*t3^4 - 8911089212522496*t0^12*t1^14*t2^14*t3^8 + 24189194126360576*t0^12*t1^14*t2^10*t3^12 - 19577172657176576*t0^12*t1^14*t2^6*t3^16 - 357779978059776*t0^12*t1^14*t2^2*t3^20 - 618863875063808*t0^12*t1^13*t2^21*t3^2 + 17826540247023616*t0^12*t1^13*t2^17*t3^6 + 60175618890006528*t0^12*t1^13*t2^13*t3^10 + 12886518911467520*t0^12*t1^13*t2^9*t3^14 + 6078780747546624*t0^12*t1^13*t2^5*t3^18 + 505216466157568*t0^12*t1^13*t2*t3^22 - 84022179495936*t0^12*t1^12*t2^24 + 3493354972856320*t0^12*t1^12*t2^20*t3^4 + 8124524701286400*t0^12*t1^12*t2^16*t3^8 + 51709182576361472*t0^12*t1^12*t2^12*t3^12 + 78999127389634560*t0^12*t1^12*t2^8*t3^16 - 7346776864456704*t0^12*t1^12*t2^4*t3^20 + 2694555107328*t0^12*t1^12*t3^24 - 302409530376192*t0^12*t1^11*t2^23*t3^2 + 14429181291331584*t0^12*t1^11*t2^19*t3^6 + 684811392122880*t0^12*t1^11*t2^15*t3^10 - 67152101356601344*t0^12*t1^11*t2^11*t3^14 - 11895840780058624*t0^12*t1^11*t2^7*t3^18 + 2713685847965696*t0^12*t1^11*t2^3*t3^22 - 20472462229504*t0^12*t1^10*t2^26 + 1534285294764032*t0^12*t1^10*t2^22*t3^4 - 9710142179033088*t0^12*t1^10*t2^18*t3^8 + 24189194126360576*t0^12*t1^10*t2^14*t3^12 - 47165830499663872*t0^12*t1^10*t2^10*t3^16 - 23411398050578432*t0^12*t1^10*t2^6*t3^20 + 94428681207808*t0^12*t1^10*t2^2*t3^24 + 8410286653440*t0^12*t1^9*t2^25*t3^2 + 342989861322752*t0^12*t1^9*t2^21*t3^6 + 1019655500529664*t0^12*t1^9*t2^17*t3^10 + 12886518911467520*t0^12*t1^9*t2^13*t3^14 + 38503946642259968*t0^12*t1^9*t2^9*t3^18 - 5687251509968896*t0^12*t1^9*t2^5*t3^22 + 174304805257216*t0^12*t1^9*t2*t3^26 - 3284031406080*t0^12*t1^8*t2^28 + 235891403227136*t0^12*t1^8*t2^24*t3^4 + 13657593908887552*t0^12*t1^8*t2^20*t3^8 + 57590241681063936*t0^12*t1^8*t2^16*t3^12 + 78999127389634560*t0^12*t1^8*t2^12*t3^16 - 10190807927619584*t0^12*t1^8*t2^8*t3^20 - 3516381932814336*t0^12*t1^8*t2^4*t3^24 - 1261378207744*t0^12*t1^8*t3^28 - 22049349926912*t0^12*t1^7*t2^27*t3^2 - 153305189056512*t0^12*t1^7*t2^23*t3^6 + 16804568541822976*t0^12*t1^7*t2^19*t3^10 + 12320106481713152*t0^12*t1^7*t2^15*t3^14 - 11895840780058624*t0^12*t1^7*t2^11*t3^18 + 13903885462667264*t0^12*t1^7*t2^7*t3^22 - 13212930015232*t0^12*t1^7*t2^3*t3^26 - 7001815793664*t0^12*t1^6*t2^30 + 119494668812288*t0^12*t1^6*t2^26*t3^4 + 4323323914059776*t0^12*t1^6*t2^22*t3^8 + 11751870544150528*t0^12*t1^6*t2^18*t3^12 - 19577172657176576*t0^12*t1^6*t2^14*t3^16 - 23411398050578432*t0^12*t1^6*t2^10*t3^20 - 853092241244160*t0^12*t1^6*t2^6*t3^24 + 22351009808384*t0^12*t1^6*t2^2*t3^28 - 10472503902208*t0^12*t1^5*t2^29*t3^2 - 664894612602880*t0^12*t1^5*t2^25*t3^6 + 2567713177600000*t0^12*t1^5*t2^21*t3^10 - 27757357194412032*t0^12*t1^5*t2^17*t3^14 + 6078780747546624*t0^12*t1^5*t2^13*t3^18 - 5687251509968896*t0^12*t1^5*t2^9*t3^22 - 292011202576384*t0^12*t1^5*t2^5*t3^26 - 893353197568*t0^12*t1^5*t2*t3^30 + 87652532224*t0^12*t1^4*t2^32 - 55268781539328*t0^12*t1^4*t2^28*t3^4 - 860749484195840*t0^12*t1^4*t2^24*t3^8 - 7385634880061440*t0^12*t1^4*t2^20*t3^12 + 14545094247972864*t0^12*t1^4*t2^16*t3^16 - 7346776864456704*t0^12*t1^4*t2^12*t3^20 - 3516381932814336*t0^12*t1^4*t2^8*t3^24 - 2574296023040*t0^12*t1^4*t2^4*t3^28 - 1497774718976*t0^12*t1^3*t2^31*t3^2 - 7430327304192*t0^12*t1^3*t2^27*t3^6 - 2350483470417920*t0^12*t1^3*t2^23*t3^10 + 2458498087780352*t0^12*t1^3*t2^19*t3^14 - 2127723510104064*t0^12*t1^3*t2^15*t3^18 + 2713685847965696*t0^12*t1^3*t2^11*t3^22 - 13212930015232*t0^12*t1^3*t2^7*t3^26 - 54760833024*t0^12*t1^3*t2^3*t3^30 - 39825408*t0^12*t1^2*t2^34 - 598216704000*t0^12*t1^2*t2^30*t3^4 - 743919982690304*t0^12*t1^2*t2^26*t3^8 - 235178677567488*t0^12*t1^2*t2^22*t3^12 + 1105247324602368*t0^12*t1^2*t2^18*t3^16 - 357779978059776*t0^12*t1^2*t2^14*t3^20 + 94428681207808*t0^12*t1^2*t2^10*t3^24 + 22351009808384*t0^12*t1^2*t2^6*t3^28 + 30064771072*t0^12*t1^2*t2^2*t3^32 + 2550104064*t0^12*t1*t2^33*t3^2 - 18073233227776*t0^12*t1*t2^29*t3^6 - 80019867500544*t0^12*t1*t2^25*t3^10 + 413734792986624*t0^12*t1*t2^21*t3^14 - 1220317014392832*t0^12*t1*t2^17*t3^18 + 505216466157568*t0^12*t1*t2^13*t3^22 + 174304805257216*t0^12*t1*t2^9*t3^26 - 893353197568*t0^12*t1*t2^5*t3^30 - 7449444352*t0^12*t2^32*t3^4 + 9483758075904*t0^12*t2^28*t3^8 - 194798225047552*t0^12*t2^24*t3^12 + 7229277208576*t0^12*t2^20*t3^16 + 135918023344128*t0^12*t2^16*t3^20 + 2694555107328*t0^12*t2^12*t3^24 - 1261378207744*t0^12*t2^8*t3^28 - 28672*t0^10*t1^37*t2 - 23612416*t0^10*t1^36*t3^2 + 1195916288*t0^10*t1^35*t2^3 - 29310648320*t0^10*t1^34*t2^2*t3^2 - 350321463296*t0^10*t1^33*t2^5 + 356440235008*t0^10*t1^33*t2*t3^4 + 4458512593920*t0^10*t1^32*t2^4*t3^2 - 241478336512*t0^10*t1^32*t3^6 + 5350309519360*t0^10*t1^31*t2^7 + 1581426212864*t0^10*t1^31*t2^3*t3^4 + 24460910018560*t0^10*t1^30*t2^6*t3^2 + 37375769067520*t0^10*t1^30*t2^2*t3^6 + 9810102132736*t0^10*t1^29*t2^9 + 158151348756480*t0^10*t1^29*t2^5*t3^4 - 20884918378496*t0^10*t1^29*t2*t3^8 + 145363042201600*t0^10*t1^28*t2^8*t3^2 + 584069147820032*t0^10*t1^28*t2^4*t3^6 - 25507550552064*t0^10*t1^28*t3^10 - 5415886581760*t0^10*t1^27*t2^11 + 294860594020352*t0^10*t1^27*t2^7*t3^4 + 459903592775680*t0^10*t1^27*t2^3*t3^8 + 153618747654144*t0^10*t1^26*t2^10*t3^2 + 427564273549312*t0^10*t1^26*t2^6*t3^6 + 3040055803904*t0^10*t1^26*t2^2*t3^10 - 69713815740416*t0^10*t1^25*t2^13 + 430026147041280*t0^10*t1^25*t2^9*t3^4 + 768143928369152*t0^10*t1^25*t2^5*t3^8 - 80019867500544*t0^10*t1^25*t2*t3^12 - 337035741335552*t0^10*t1^24*t2^12*t3^2 - 2769197993754624*t0^10*t1^24*t2^8*t3^6 + 2022399783788544*t0^10*t1^24*t2^4*t3^10 + 194624107315200*t0^10*t1^24*t3^14 - 41289080332288*t0^10*t1^23*t2^15 + 598445065043968*t0^10*t1^23*t2^11*t3^4 + 256159645466624*t0^10*t1^23*t2^7*t3^8 - 2350483470417920*t0^10*t1^23*t2^3*t3^12 - 749316279255040*t0^10*t1^22*t2^14*t3^2 - 3041018931822592*t0^10*t1^22*t2^10*t3^6 + 2226571384356864*t0^10*t1^22*t2^6*t3^10 + 1567566807564288*t0^10*t1^22*t2^2*t3^14 + 58739740360704*t0^10*t1^21*t2^17 + 598133616304128*t0^10*t1^21*t2^13*t3^4 - 4908588986081280*t0^10*t1^21*t2^9*t3^8 + 2567713177600000*t0^10*t1^21*t2^5*t3^12 + 302120210530304*t0^10*t1^21*t2*t3^16 + 505294555592704*t0^10*t1^20*t2^16*t3^2 + 8863641929744384*t0^10*t1^20*t2^12*t3^6 - 1905688094597120*t0^10*t1^20*t2^8*t3^10 - 6490694788317184*t0^10*t1^20*t2^4*t3^14 - 157313055326208*t0^10*t1^20*t3^18 + 79678333478912*t0^10*t1^19*t2^19 + 399382669885440*t0^10*t1^19*t2^15*t3^4 - 4305362059739136*t0^10*t1^19*t2^11*t3^8 + 16804568541822976*t0^10*t1^19*t2^7*t3^12 + 5235664867557376*t0^10*t1^19*t2^3*t3^16 + 89842695077888*t0^10*t1^18*t2^18*t3^2 + 9129576078426112*t0^10*t1^18*t2^14*t3^6 - 31990481369841664*t0^10*t1^18*t2^10*t3^10 - 11485972114833408*t0^10*t1^18*t2^6*t3^14 - 2824814335098880*t0^10*t1^18*t2^2*t3^18 + 58739740360704*t0^10*t1^17*t2^21 + 197612219607040*t0^10*t1^17*t2^17*t3^4 - 3212160456679424*t0^10*t1^17*t2^13*t3^8 + 1019655500529664*t0^10*t1^17*t2^9*t3^12 - 3830647770316800*t0^10*t1^17*t2^5*t3^16 - 68936833957888*t0^10*t1^17*t2*t3^20 + 505294555592704*t0^10*t1^16*t2^20*t3^\ 2 + 7939613771169792*t0^10*t1^16*t2^16*t3^6 + 9906705424375808*t0^10*t1^16*t2^12*t3^10 - 2785572367630336*t0^10*t1^16*t2^8*t3^14 + 1663611713355776*t0^10*t1^16*t2^4*t3^18 - 96013993902080*t0^10*t1^16*t3^22 - 41289080332288*t0^10*t1^15*t2^23 + 399382669885440*t0^10*t1^15*t2^19*t3^4 - 19584121168789504*t0^10*t1^15*t2^15*t3^8 + 684811392122880*t0^10*t1^15*t2^11*t3^12 + 22105770445242368*t0^10*t1^15*t2^7*t3^16 - 2623392993771520*t0^10*t1^15*t2^3*t3^20 - 749316279255040*t0^10*t1^14*t2^22*t3^2 + 9129576078426112*t0^10*t1^14*t2^18*t3^6 + 10020779068162048*t0^10*t1^14*t2^14*t3^10 - 35024687904587776*t0^10*t1^14*t2^10*t3^14 - 200287130222592*t0^10*t1^14*t2^6*t3^18 + 1431545868976128*t0^10*t1^14*t2^2*t3^22 - 69713815740416*t0^10*t1^13*t2^25 + 598133616304128*t0^10*t1^13*t2^21*t3^4 - 3212160456679424*t0^10*t1^13*t2^17*t3^8 + 60175618890006528*t0^10*t1^13*t2^13*t3^12 + 26152248564776960*t0^10*t1^13*t2^9*t3^16 - 1696941578649600*t0^10*t1^13*t2^5*t3^20 - 200687682060288*t0^10*t1^13*t2*t3^24 - 337035741335552*t0^10*t1^12*t2^24*t3^2 + 8863641929744384*t0^10*t1^12*t2^20*t3^6 + 9906705424375808*t0^10*t1^12*t2^16*t3^10 - 1085547149262848*t0^10*t1^12*t2^12*t3^14 + 57264926054416384*t0^10*t1^12*t2^8*t3^18 + 2374062567325696*t0^10*t1^12*t2^4*t3^22 + 55487219367936*t0^10*t1^12*t3^26 - 5415886581760*t0^10*t1^11*t2^27 + 598445065043968*t0^10*t1^11*t2^23*t3^4 - 4305362059739136*t0^10*t1^11*t2^19*t3^8 + 684811392122880*t0^10*t1^11*t2^15*t3^12 - 20332558234419200*t0^10*t1^11*t2^11*t3^16 - 12992285507584000*t0^10*t1^11*t2^7*t3^20 + 249670743883776*t0^10*t1^11*t2^3*t3^24 + 153618747654144*t0^10*t1^10*t2^26*t3^2 - 3041018931822592*t0^10*t1^10*t2^22*t3^6 - 31990481369841664*t0^10*t1^10*t2^18*t3^10 - 35024687904587776*t0^10*t1^10*t2^14*t3^14 - 12572080016982016*t0^10*t1^10*t2^10*t3^18 + 10290251863949312*t0^10*t1^10*t2^6*t3^22 - 147050284974080*t0^10*t1^10*t2^2*t3^26 + 9810102132736*t0^10*t1^9*t2^29 + 430026147041280*t0^10*t1^9*t2^25*t3^4 - 4908588986081280*t0^10*t1^9*t2^21*t3^8 + 1019655500529664*t0^10*t1^9*t2^17*t3^12 + 26152248564776960*t0^10*t1^9*t2^13*t3^16 - 15225583382298624*t0^10*t1^9*t2^9*t3^20 - 5540673939832832*t0^10*t1^9*t2^5*t3^24 + 6238439997440*t0^10*t1^9*t2*t3^28 + 145363042201600*t0^10*t1^8*t2^28*t3^2 - 2769197993754624*t0^10*t1^8*t2^24*t3^6 - 1905688094597120*t0^10*t1^8*t2^20*t3^10 - 2785572367630336*t0^10*t1^8*t2^16*t3^14 + 57264926054416384*t0^10*t1^8*t2^12*t3^18 + 19575830850043904*t0^10*t1^8*t2^8*t3^22 - 55846520225792*t0^10*t1^8*t2^4*t3^26 + 51539607552*t0^10*t1^8*t3^30 + 5350309519360*t0^10*t1^7*t2^31 + 294860594020352*t0^10*t1^7*t2^27*t3^4 + 256159645466624*t0^10*t1^7*t2^23*t3^8 + 16804568541822976*t0^10*t1^7*t2^19*t3^12 + 22105770445242368*t0^10*t1^7*t2^15*t3^16 - 12992285507584000*t0^10*t1^7*t2^11*t3^20 + 4395314240815104*t0^10*t1^7*t2^7*t3^24 - 467290294321152*t0^10*t1^7*t2^3*t3^28 + 24460910018560*t0^10*t1^6*t2^30*t3^2 + 427564273549312*t0^10*t1^6*t2^26*t3^6 + 2226571384356864*t0^10*t1^6*t2^22*t3^10 - 11485972114833408*t0^10*t1^6*t2^18*t3^14 - 200287130222592*t0^10*t1^6*t2^14*t3^18 + 10290251863949312*t0^10*t1^6*t2^10*t3^22 + 503126964568064*t0^10*t1^6*t2^6*t3^26 + 209379655680*t0^10*t1^6*t2^2*t3^30 - 350321463296*t0^10*t1^5*t2^33 + 158151348756480*t0^10*t1^5*t2^29*t3^4 + 768143928369152*t0^10*t1^5*t2^25*t3^8 + 2567713177600000*t0^10*t1^5*t2^21*t3^12 - 3830647770316800*t0^10*t1^5*t2^17*t3^16 - 1696941578649600*t0^10*t1^5*t2^13*t3^20 - 5540673939832832*t0^10*t1^5*t2^9*t3^24 - 26915486302208*t0^10*t1^5*t2^5*t3^28 + 180388626432*t0^10*t1^5*t2*t3^32 + 4458512593920*t0^10*t1^4*t2^32*t3^2 + 584069147820032*t0^10*t1^4*t2^28*t3^6 + 2022399783788544*t0^10*t1^4*t2^24*t3^10 - 6490694788317184*t0^10*t1^4*t2^20*t3^14 + 1663611713355776*t0^10*t1^4*t2^16*t3^18 + 2374062567325696*t0^10*t1^4*t2^12*t3^22 - 55846520225792*t0^10*t1^4*t2^8*t3^26 - 23832773525504*t0^10*t1^4*t2^4*t3^30 - 17179869184*t0^10*t1^4*t3^34 + 1195916288*t0^10*t1^3*t2^35 + 1581426212864*t0^10*t1^3*t2^31*t3^4 + 459903592775680*t0^10*t1^3*t2^27*t3^8 - 2350483470417920*t0^10*t1^3*t2^23*t3^12 + 5235664867557376*t0^10*t1^3*t2^19*t3^16 - 2623392993771520*t0^10*t1^3*t2^15*t3^20 + 249670743883776*t0^10*t1^3*t2^11*t3^24 - 467290294321152*t0^10*t1^3*t2^7*t3^28 - 29310648320*t0^10*t1^2*t2^34*t3^2 + 37375769067520*t0^10*t1^2*t2^30*t3^6 + 3040055803904*t0^10*t1^2*t2^26*t3^10 + 1567566807564288*t0^10*t1^2*t2^22*t3^14 - 2824814335098880*t0^10*t1^2*t2^18*t3^18 + 1431545868976128*t0^10*t1^2*t2^14*t3^22 - 147050284974080*t0^10*t1^2*t2^10*t3^26 + 209379655680*t0^10*t1^2*t2^6*t3^30 - 28672*t0^10*t1*t2^37 + 356440235008*t0^10*t1*t2^33*t3^4 - 20884918378496*t0^10*t1*t2^29*t3^8 - 80019867500544*t0^10*t1*t2^25*t3^12 + 302120210530304*t0^10*t1*t2^21*t3^16 - 68936833957888*t0^10*t1*t2^17*t3^20 - 200687682060288*t0^10*t1*t2^13*t3^24 + 6238439997440*t0^10*t1*t2^9*t3^28 + 180388626432*t0^10*t1*t2^5*t3^32 - 23612416*t0^10*t2^36*t3^2 - 241478336512*t0^10*t2^32*t3^6 - 25507550552064*t0^10*t2^28*t3^10 + 194624107315200*t0^10*t2^24*t3^14 - 157313055326208*t0^10*t2^20*t3^18 - 96013993902080*t0^10*t2^16*t3^22 + 55487219367936*t0^10*t2^12*t3^26 + 51539607552*t0^10*t2^8*t3^30 - 17179869184*t0^10*t2^4*t3^34 + 6745600*t0^8*t1^38*t2^2 - 16757248*t0^8*t1^37*t2*t3^2 - 7747103488*t0^8*t1^36*t2^4 - 2041217024*t0^8*t1^36*t3^4 + 103845684224*t0^8*t1^35*t2^3*t3^2 + 228294643200*t0^8*t1^34*t2^6 - 1531364422144*t0^8*t1^34*t2^2*t3^4 - 6108832694784*t0^8*t1^33*t2^5*t3^2 + 2134935478272*t0^8*t1^33*t2*t3^6 - 2586995304448*t0^8*t1^32*t2^8 - 12020116463616*t0^8*t1^32*t2^4*t3^4 - 1323750518528*t0^8*t1^32*t3^8 - 25757999521792*t0^8*t1^31*t2^7*t3^2 - 33134508490752*t0^8*t1^31*t2^3*t3^6 + 889312872448*t0^8*t1^30*t2^10 - 168494455894016*t0^8*t1^30*t2^6*t3^4 + 73134328811520*t0^8*t1^30*t2^2*t3^8 + 58964523939840*t0^8*t1^29*t2^9*t3^2 - 9738515906560*t0^8*t1^29*t2^5*t3^6 - 20884918378496*t0^8*t1^29*t2*t3^10 + 17760244485120*t0^8*t1^28*t2^12 + 162510670766080*t0^8*t1^28*t2^8*t3^4 - 215426203682816*t0^8*t1^28*t2^4*t3^8 + 9483758075904*t0^8*t1^28*t3^12 + 263809652518912*t0^8*t1^27*t2^11*t3^2 - 288625439358976*t0^8*t1^27*t2^7*t3^6 + 459903592775680*t0^8*t1^27*t2^3*t3^10 - 7579671246848*t0^8*t1^26*t2^14 + 805453315180544*t0^8*t1^26*t2^10*t3^4 - 654711931424768*t0^8*t1^26*t2^6*t3^8 - 743919982690304*t0^8*t1^26*t2^2*t3^12 - 142928642369536*t0^8*t1^25*t2^13*t3^2 - 741286492143616*t0^8*t1^25*t2^9*t3^6 + 768143928369152*t0^8*t1^25*t2^5*t3^10 + 117222700580864*t0^8*t1^25*t2*t3^14 - 54822533175296*t0^8*t1^24*t2^16 + 317087703752704*t0^8*t1^24*t2^12*t3^4 + 84465295416320*t0^8*t1^24*t2^8*t3^8 - 860749484195840*t0^8*t1^24*t2^4*t3^12 - 81872053338112*t0^8*t1^24*t3^16 - 477330095185920*t0^8*t1^23*t2^15*t3^2 - 427072855851008*t0^8*t1^23*t2^11*t3^6 + 256159645466624*t0^8*t1^23*t2^7*t3^10 - 787548525035520*t0^8*t1^23*t2^3*t3^14 + 6043368977408*t0^8*t1^22*t2^18 - 1367792675639296*t0^8*t1^22*t2^14*t3^4 - 971896087408640*t0^8*t1^22*t2^10*t3^8 + 4323323914059776*t0^8*t1^22*t2^6*t3^12 + 1235358098653184*t0^8*t1^22*t2^2*t3^16 + 95196159222784*t0^8*t1^21*t2^17*t3^2 + 1417456871538688*t0^8*t1^21*t2^13*t3^6 - 4908588986081280*t0^8*t1^21*t2^9*t3^10 - 1466807213948928*t0^8*t1^21*t2^5*t3^14 - 171556078616576*t0^8*t1^21*t2*t3^18 + 78476686179840*t0^8*t1^20*t2^20 + 835844058423296*t0^8*t1^20*t2^16*t3^4 + 595165626779648*t0^8*t1^20*t2^12*t3^8 + 13657593908887552*t0^8*t1^20*t2^8*t3^12 + 3176426369843200*t0^8*t1^20*t2^4*t3^16 + 144958434574336*t0^8*t1^20*t3^20 + 488595575691264*t0^8*t1^19*t2^19*t3^2 - 982999277322240*t0^8*t1^19*t2^15*t3^6 - 4305362059739136*t0^8*t1^19*t2^11*t3^10 - 938319762685952*t0^8*t1^19*t2^7*t3^14 + 218949484544*t0^8*t1^19*t2^3*t3^18 + 6043368977408*t0^8*t1^18*t2^22 - 150553738587136*t0^8*t1^18*t2^18*t3^4 - 14701037680709632*t0^8*t1^18*t2^14*t3^8 - 9710142179033088*t0^8*t1^18*t2^10*t3^12 + 5116814606729216*t0^8*t1^18*t2^6*t3^16 - 374272713293824*t0^8*t1^18*t2^2*t3^20 + 95196159222784*t0^8*t1^17*t2^21*t3^2 - 701818411630592*t0^8*t1^17*t2^17*t3^6 - 3212160456679424*t0^8*t1^17*t2^13*t3^10 - 30152806381223936*t0^8*t1^17*t2^9*t3^14 - 3088158681989120*t0^8*t1^17*t2^5*t3^18 + 76833332658176*t0^8*t1^17*t2*t3^22 - 54822533175296*t0^8*t1^16*t2^24 + 835844058423296*t0^8*t1^16*t2^20*t3^4 - 22072431516015104*t0^8*t1^16*t2^16*t3^8 + 8124524701286400*t0^8*t1^16*t2^12*t3^12 - 2583338289201152*t0^8*t1^16*t2^8*t3^16 - 1798465436778496*t0^8*t1^16*t2^4*t3^20 - 72757316419584*t0^8*t1^16*t3^24 - 477330095185920*t0^8*t1^15*t2^23*t3^2 - 982999277322240*t0^8*t1^15*t2^19*t3^6 - 19584121168789504*t0^8*t1^15*t2^15*t3^10 - 39447732079296512*t0^8*t1^15*t2^11*t3^14 + 5206873932300288*t0^8*t1^15*t2^7*t3^18 + 559942939443200*t0^8*t1^15*t2^3*t3^22 - 7579671246848*t0^8*t1^14*t2^26 - 1367792675639296*t0^8*t1^14*t2^22*t3^4 - 14701037680709632*t0^8*t1^14*t2^18*t3^8 - 8911089212522496*t0^8*t1^14*t2^14*t3^12 - 29654608677175296*t0^8*t1^14*t2^10*t3^16 - 8882643588349952*t0^8*t1^14*t2^6*t3^20 - 65837687898112*t0^8*t1^14*t2^2*t3^24 - 142928642369536*t0^8*t1^13*t2^25*t3^2 + 1417456871538688*t0^8*t1^13*t2^21*t3^6 - 3212160456679424*t0^8*t1^13*t2^17*t3^10 - 5909282198257664*t0^8*t1^13*t2^13*t3^14 + 9674714723123200*t0^8*t1^13*t2^9*t3^18 + 3259782408437760*t0^8*t1^13*t2^5*t3^22 - 10701179453440*t0^8*t1^13*t2*t3^26 + 17760244485120*t0^8*t1^12*t2^28 + 317087703752704*t0^8*t1^12*t2^24*t3^4 + 595165626779648*t0^8*t1^12*t2^20*t3^8 + 8124524701286400*t0^8*t1^12*t2^16*t3^12 - 8295348949483520*t0^8*t1^12*t2^12*t3^16 - 10106173667672064*t0^8*t1^12*t2^8*t3^20 - 120006016761856*t0^8*t1^12*t2^4*t3^24 + 171798691840*t0^8*t1^12*t3^28 + 263809652518912*t0^8*t1^11*t2^27*t3^2 - 427072855851008*t0^8*t1^11*t2^23*t3^6 - 4305362059739136*t0^8*t1^11*t2^19*t3^10 - 39447732079296512*t0^8*t1^11*t2^15*t3^14 - 4596957436706816*t0^8*t1^11*t2^11*t3^18 + 10158644553318400*t0^8*t1^11*t2^7*t3^22 + 153353082372096*t0^8*t1^11*t2^3*t3^26 + 889312872448*t0^8*t1^10*t2^30 + 805453315180544*t0^8*t1^10*t2^26*t3^4 - 971896087408640*t0^8*t1^10*t2^22*t3^8 - 9710142179033088*t0^8*t1^10*t2^18*t3^12 - 29654608677175296*t0^8*t1^10*t2^14*t3^16 - 50878710538043392*t0^8*t1^10*t2^10*t3^20 - 1805495333552128*t0^8*t1^10*t2^6*t3^24 - 44765638819840*t0^8*t1^10*t2^2*t3^28 + 58964523939840*t0^8*t1^9*t2^29*t3^2 - 741286492143616*t0^8*t1^9*t2^25*t3^6 - 4908588986081280*t0^8*t1^9*t2^21*t3^10 - 30152806381223936*t0^8*t1^9*t2^17*t3^14 + 9674714723123200*t0^8*t1^9*t2^13*t3^18 + 8196608600571904*t0^8*t1^9*t2^9*t3^22 + 611456777191424*t0^8*t1^9*t2^5*t3^26 - 14969034768384*t0^8*t1^9*t2*t3^30 - 2586995304448*t0^8*t1^8*t2^32 + 162510670766080*t0^8*t1^8*t2^28*t3^4 + 84465295416320*t0^8*t1^8*t2^24*t3^8 + 13657593908887552*t0^8*t1^8*t2^20*t3^12 - 2583338289201152*t0^8*t1^8*t2^16*t3^16 - 10106173667672064*t0^8*t1^8*t2^12*t3^20 + 190780115255296*t0^8*t1^8*t2^8*t3^24 - 4444754280448*t0^8*t1^8*t2^4*t3^28 + 34359738368*t0^8*t1^8*t3^32 - 25757999521792*t0^8*t1^7*t2^31*t3^2 - 288625439358976*t0^8*t1^7*t2^27*t3^6 + 256159645466624*t0^8*t1^7*t2^23*t3^10 - 938319762685952*t0^8*t1^7*t2^19*t3^14 + 5206873932300288*t0^8*t1^7*t2^15*t3^18 + 10158644553318400*t0^8*t1^7*t2^11*t3^22 + 1866310929612800*t0^8*t1^7*t2^7*t3^26 + 1692217114624*t0^8*t1^7*t2^3*t3^30 + 228294643200*t0^8*t1^6*t2^34 - 168494455894016*t0^8*t1^6*t2^30*t3^4 - 654711931424768*t0^8*t1^6*t2^26*t3^8 + 4323323914059776*t0^8*t1^6*t2^22*t3^12 + 5116814606729216*t0^8*t1^6*t2^18*t3^16 - 8882643588349952*t0^8*t1^6*t2^14*t3^20 - 1805495333552128*t0^8*t1^6*t2^10*t3^24 + 318971114946560*t0^8*t1^6*t2^6*t3^28 - 10677288697856*t0^8*t1^6*t2^2*t3^32 - 6108832694784*t0^8*t1^5*t2^33*t3^2 - 9738515906560*t0^8*t1^5*t2^29*t3^6 + 768143928369152*t0^8*t1^5*t2^25*t3^10 - 1466807213948928*t0^8*t1^5*t2^21*t3^14 - 3088158681989120*t0^8*t1^5*t2^17*t3^18 + 3259782408437760*t0^8*t1^5*t2^13*t3^22 + 611456777191424*t0^8*t1^5*t2^9*t3^26 + 301763328475136*t0^8*t1^5*t2^5*t3^30 - 7747103488*t0^8*t1^4*t2^36 - 12020116463616*t0^8*t1^4*t2^32*t3^4 - 215426203682816*t0^8*t1^4*t2^28*t3^8 - 860749484195840*t0^8*t1^4*t2^24*t3^12 + 3176426369843200*t0^8*t1^4*t2^20*t3^16 - 1798465436778496*t0^8*t1^4*t2^16*t3^20 - 120006016761856*t0^8*t1^4*t2^12*t3^24 - 4444754280448*t0^8*t1^4*t2^8*t3^28 - 468151435264*t0^8*t1^4*t2^4*t3^32 + 103845684224*t0^8*t1^3*t2^35*t3^2 - 33134508490752*t0^8*t1^3*t2^31*t3^6 + 459903592775680*t0^8*t1^3*t2^27*t3^10 - 787548525035520*t0^8*t1^3*t2^23*t3^14 + 218949484544*t0^8*t1^3*t2^19*t3^18 + 559942939443200*t0^8*t1^3*t2^15*t3^22 + 153353082372096*t0^8*t1^3*t2^11*t3^26 + 1692217114624*t0^8*t1^3*t2^7*t3^30 - 120259084288*t0^8*t1^3*t2^3*t3^34 + 6745600*t0^8*t1^2*t2^38 - 1531364422144*t0^8*t1^2*t2^34*t3^4 + 73134328811520*t0^8*t1^2*t2^30*t3^8 - 743919982690304*t0^8*t1^2*t2^26*t3^12 + 1235358098653184*t0^8*t1^2*t2^22*t3^16 - 374272713293824*t0^8*t1^2*t2^18*t3^20 - 65837687898112*t0^8*t1^2*t2^14*t3^24 - 44765638819840*t0^8*t1^2*t2^10*t3^28 - 10677288697856*t0^8*t1^2*t2^6*t3^32 - 16757248*t0^8*t1*t2^37*t3^2 + 2134935478272*t0^8*t1*t2^33*t3^6 - 20884918378496*t0^8*t1*t2^29*t3^10 + 117222700580864*t0^8*t1*t2^25*t3^14 - 171556078616576*t0^8*t1*t2^21*t3^18 + 76833332658176*t0^8*t1*t2^17*t3^22 - 10701179453440*t0^8*t1*t2^13*t3^26 - 14969034768384*t0^8*t1*t2^9*t3^30 - 2041217024*t0^8*t2^36*t3^4 - 1323750518528*t0^8*t2^32*t3^8 + 9483758075904*t0^8*t2^28*t3^12 - 81872053338112*t0^8*t2^24*t3^16 + 144958434574336*t0^8*t2^20*t3^20 - 72757316419584*t0^8*t2^16*t3^24 + 171798691840*t0^8*t2^12*t3^28 + 34359738368*t0^8*t2^8*t3^32 + 13504*t0^6*t1^41*t2 + 1592320*t0^6*t1^40*t3^2 - 85049856*t0^6*t1^39*t2^3 + 1088198400*t0^6*t1^38*t2^2*t3^2 + 3252536448*t0^6*t1^37*t2^5 + 8284789504*t0^6*t1^37*t2*t3^4 - 126743909888*t0^6*t1^36*t2^4*t3^2 - 12124116736*t0^6*t1^36*t3^6 - 67312390656*t0^6*t1^35*t2^7 + 1830345769472*t0^6*t1^35*t2^3*t3^4 + 2419012960000*t0^6*t1^34*t2^6*t3^2 - 3992508404224*t0^6*t1^34*t2^2*t3^6 + 883947316672*t0^6*t1^33*t2^9 + 173692183296*t0^6*t1^33*t2^5*t3^4 + 2134935478272*t0^6*t1^33*t2*t3^8 - 3310078489600*t0^6*t1^32*t2^8*t3^2 - 23175494336256*t0^6*t1^32*t2^4*t3^6 - 241478336512*t0^6*t1^32*t3^10 - 3751403702272*t0^6*t1^31*t2^11 - 51412480708608*t0^6*t1^31*t2^7*t3^4 - 33134508490752*t0^6*t1^31*t2^3*t3^8 - 23365328065536*t0^6*t1^30*t2^10*t3^2 + 40298962210816*t0^6*t1^30*t2^6*t3^6 + 37375769067520*t0^6*t1^30*t2^2*t3^10 + 3940750751232*t0^6*t1^29*t2^13 - 30036309099520*t0^6*t1^29*t2^9*t3^4 - 9738515906560*t0^6*t1^29*t2^5*t3^8 - 18073233227776*t0^6*t1^29*t2*t3^12 + 68196280801280*t0^6*t1^28*t2^12*t3^2 - 163518031555584*t0^6*t1^28*t2^8*t3^6 + 584069147820032*t0^6*t1^28*t2^4*t3^10 + 1832103116800*t0^6*t1^28*t3^14 + 11241813465088*t0^6*t1^27*t2^15 + 197194987583488*t0^6*t1^27*t2^11*t3^4 - 288625439358976*t0^6*t1^27*t2^7*t3^8 - 7430327304192*t0^6*t1^27*t2^3*t3^12 + 65019808848896*t0^6*t1^26*t2^14*t3^2 - 896183532353536*t0^6*t1^26*t2^10*t3^6 + 427564273549312*t0^6*t1^26*t2^6*t3^10 + 44755505905664*t0^6*t1^26*t2^2*t3^14 - 24605829765760*t0^6*t1^25*t2^17 - 146904163718144*t0^6*t1^25*t2^13*t3^4 - 741286492143616*t0^6*t1^25*t2^9*t3^8 - 664894612602880*t0^6*t1^25*t2^5*t3^12 + 10883128885248*t0^6*t1^25*t2*t3^16 - 221684954781696*t0^6*t1^24*t2^16*t3^2 + 83302527312896*t0^6*t1^24*t2^12*t3^6 - 2769197993754624*t0^6*t1^24*t2^8*t3^10 - 993239991648256*t0^6*t1^24*t2^4*t3^14 + 1834085253120*t0^6*t1^24*t3^18 - 7427072408576*t0^6*t1^23*t2^19 - 124321834348544*t0^6*t1^23*t2^15*t3^4 - 427072855851008*t0^6*t1^23*t2^11*t3^8 - 153305189056512*t0^6*t1^23*t2^7*t3^12 + 114017712996352*t0^6*t1^23*t2^3*t3^16 - 42538460044800*t0^6*t1^22*t2^18*t3^2 - 139883195879424*t0^6*t1^22*t2^14*t3^6 - 3041018931822592*t0^6*t1^22*t2^10*t3^10 - 3137794298609664*t0^6*t1^22*t2^6*t3^14 - 243506288263168*t0^6*t1^22*t2^2*t3^18 + 39547638123264*t0^6*t1^21*t2^21 + 173238736591360*t0^6*t1^21*t2^17*t3^4 + 1417456871538688*t0^6*t1^21*t2^13*t3^8 + 342989861322752*t0^6*t1^21*t2^9*t3^12 + 1742590628069376*t0^6*t1^21*t2^5*t3^16 + 21519868624896*t0^6*t1^21*t2*t3^20 + 316923233369088*t0^6*t1^20*t2^20*t3^2 + 1186156257844736*t0^6*t1^20*t2^16*t3^6 + 8863641929744384*t0^6*t1^20*t2^12*t3^10 - 2718825831137280*t0^6*t1^20*t2^8*t3^14 - 445802233200640*t0^6*t1^20*t2^4*t3^18 - 13455562113024*t0^6*t1^20*t3^22 - 7427072408576*t0^6*t1^19*t2^23 - 53621555098624*t0^6*t1^19*t2^19*t3^4 - 982999277322240*t0^6*t1^19*t2^15*t3^8 + 14429181291331584*t0^6*t1^19*t2^11*t3^12 + 4417071872475136*t0^6*t1^19*t2^7*t3^16 - 166182904659968*t0^6*t1^19*t2^3*t3^20 - 42538460044800*t0^6*t1^18*t2^22*t3^2 - 1464472715062272*t0^6*t1^18*t2^18*t3^6 + 9129576078426112*t0^6*t1^18*t2^14*t3^10 - 10015351942676480*t0^6*t1^18*t2^10*t3^14 + 1687612149465088*t0^6*t1^18*t2^6*t3^18 + 184887738892288*t0^6*t1^18*t2^2*t3^22 - 24605829765760*t0^6*t1^17*t2^25 + 173238736591360*t0^6*t1^17*t2^21*t3^4 - 701818411630592*t0^6*t1^17*t2^17*t3^8 + 17826540247023616*t0^6*t1^17*t2^13*t3^12 - 2279850824433664*t0^6*t1^17*t2^9*t3^16 - 1591664294494208*t0^6*t1^17*t2^5*t3^20 - 22988141363200*t0^6*t1^17*t2*t3^24 - 221684954781696*t0^6*t1^16*t2^24*t3^2 + 1186156257844736*t0^6*t1^16*t2^20*t3^6 + 7939613771169792*t0^6*t1^16*t2^16*t3^10 + 13293134283079680*t0^6*t1^16*t2^12*t3^14 + 4024947089342464*t0^6*t1^16*t2^8*t3^18 + 746986936467456*t0^6*t1^16*t2^4*t3^22 + 15046344179712*t0^6*t1^16*t3^26 + 11241813465088*t0^6*t1^15*t2^27 - 124321834348544*t0^6*t1^15*t2^23*t3^4 - 982999277322240*t0^6*t1^15*t2^19*t3^8 + 8787538591088640*t0^6*t1^15*t2^15*t3^12 + 6098474140434432*t0^6*t1^15*t2^11*t3^16 - 2663196125036544*t0^6*t1^15*t2^7*t3^20 + 243912803352576*t0^6*t1^15*t2^3*t3^24 + 65019808848896*t0^6*t1^14*t2^26*t3^2 - 139883195879424*t0^6*t1^14*t2^22*t3^6 + 9129576078426112*t0^6*t1^14*t2^18*t3^10 + 4597951111888896*t0^6*t1^14*t2^14*t3^14 + 14477053078274048*t0^6*t1^14*t2^10*t3^18 + 926735025569792*t0^6*t1^14*t2^6*t3^22 - 14345324986368*t0^6*t1^14*t2^2*t3^26 + 3940750751232*t0^6*t1^13*t2^29 - 146904163718144*t0^6*t1^13*t2^25*t3^4 + 1417456871538688*t0^6*t1^13*t2^21*t3^8 + 17826540247023616*t0^6*t1^13*t2^17*t3^12 + 25196926815174656*t0^6*t1^13*t2^13*t3^16 - 9043944851636224*t0^6*t1^13*t2^9*t3^20 - 169477798887424*t0^6*t1^13*t2^5*t3^24 + 9153112178688*t0^6*t1^13*t2*t3^28 + 68196280801280*t0^6*t1^12*t2^28*t3^2 + 83302527312896*t0^6*t1^12*t2^24*t3^6 + 8863641929744384*t0^6*t1^12*t2^20*t3^10 + 13293134283079680*t0^6*t1^12*t2^16*t3^14 + 34000777861136384*t0^6*t1^12*t2^12*t3^18 + 7497172572438528*t0^6*t1^12*t2^8*t3^22 + 158948686561280*t0^6*t1^12*t2^4*t3^26 - 5015448059904*t0^6*t1^12*t3^30 - 3751403702272*t0^6*t1^11*t2^31 + 197194987583488*t0^6*t1^11*t2^27*t3^4 - 427072855851008*t0^6*t1^11*t2^23*t3^8 + 14429181291331584*t0^6*t1^11*t2^19*t3^12 + 6098474140434432*t0^6*t1^11*t2^15*t3^16 - 17517512233058304*t0^6*t1^11*t2^11*t3^20 - 2616839418937344*t0^6*t1^11*t2^7*t3^24 - 107853071253504*t0^6*t1^11*t2^3*t3^28 - 23365328065536*t0^6*t1^10*t2^30*t3^2 - 896183532353536*t0^6*t1^10*t2^26*t3^6 - 3041018931822592*t0^6*t1^10*t2^22*t3^10 - 10015351942676480*t0^6*t1^10*t2^18*t3^14 + 14477053078274048*t0^6*t1^10*t2^14*t3^18 - 39111884800000*t0^6*t1^10*t2^10*t3^22 - 628088098521088*t0^6*t1^10*t2^6*t3^26 - 4492535791616*t0^6*t1^10*t2^2*t3^30 + 883947316672*t0^6*t1^9*t2^33 - 30036309099520*t0^6*t1^9*t2^29*t3^4 - 741286492143616*t0^6*t1^9*t2^25*t3^8 + 342989861322752*t0^6*t1^9*t2^21*t3^12 - 2279850824433664*t0^6*t1^9*t2^17*t3^16 - 9043944851636224*t0^6*t1^9*t2^13*t3^20 - 3821183011127296*t0^6*t1^9*t2^9*t3^24 + 11844446060544*t0^6*t1^9*t2^5*t3^28 - 2800318676992*t0^6*t1^9*t2*t3^32 - 3310078489600*t0^6*t1^8*t2^32*t3^2 - 163518031555584*t0^6*t1^8*t2^28*t3^6 - 2769197993754624*t0^6*t1^8*t2^24*t3^10 - 2718825831137280*t0^6*t1^8*t2^20*t3^14 + 4024947089342464*t0^6*t1^8*t2^16*t3^18 + 7497172572438528*t0^6*t1^8*t2^12*t3^22 - 1109789484515328*t0^6*t1^8*t2^8*t3^26 - 28221156360192*t0^6*t1^8*t2^4*t3^30 - 67312390656*t0^6*t1^7*t2^35 - 51412480708608*t0^6*t1^7*t2^31*t3^4 - 288625439358976*t0^6*t1^7*t2^27*t3^8 - 153305189056512*t0^6*t1^7*t2^23*t3^12 + 4417071872475136*t0^6*t1^7*t2^19*t3^16 - 2663196125036544*t0^6*t1^7*t2^15*t3^20 - 2616839418937344*t0^6*t1^7*t2^11*t3^24 - 677846771040256*t0^6*t1^7*t2^7*t3^28 + 20066087206912*t0^6*t1^7*t2^3*t3^32 + 2419012960000*t0^6*t1^6*t2^34*t3^2 + 40298962210816*t0^6*t1^6*t2^30*t3^6 + 427564273549312*t0^6*t1^6*t2^26*t3^10 - 3137794298609664*t0^6*t1^6*t2^22*t3^14 + 1687612149465088*t0^6*t1^6*t2^18*t3^18 + 926735025569792*t0^6*t1^6*t2^14*t3^22 - 628088098521088*t0^6*t1^6*t2^10*t3^26 + 282634617880576*t0^6*t1^6*t2^6*t3^30 + 85899345920*t0^6*t1^6*t2^2*t3^34 + 3252536448*t0^6*t1^5*t2^37 + 173692183296*t0^6*t1^5*t2^33*t3^4 - 9738515906560*t0^6*t1^5*t2^29*t3^8 - 664894612602880*t0^6*t1^5*t2^25*t3^12 + 1742590628069376*t0^6*t1^5*t2^21*t3^16 - 1591664294494208*t0^6*t1^5*t2^17*t3^20 - 169477798887424*t0^6*t1^5*t2^13*t3^24 + 11844446060544*t0^6*t1^5*t2^9*t3^28 + 7696581394432*t0^6*t1^5*t2^5*t3^32 - 206158430208*t0^6*t1^5*t2*t3^36 - 126743909888*t0^6*t1^4*t2^36*t3^2 - 23175494336256*t0^6*t1^4*t2^32*t3^6 + 584069147820032*t0^6*t1^4*t2^28*t3^10 - 993239991648256*t0^6*t1^4*t2^24*t3^14 - 445802233200640*t0^6*t1^4*t2^20*t3^18 + 746986936467456*t0^6*t1^4*t2^16*t3^22 + 158948686561280*t0^6*t1^4*t2^12*t3^26 - 28221156360192*t0^6*t1^4*t2^8*t3^30 + 14293651161088*t0^6*t1^4*t2^4*t3^34 - 85049856*t0^6*t1^3*t2^39 + 1830345769472*t0^6*t1^3*t2^35*t3^4 - 33134508490752*t0^6*t1^3*t2^31*t3^8 - 7430327304192*t0^6*t1^3*t2^27*t3^12 + 114017712996352*t0^6*t1^3*t2^23*t3^16 - 166182904659968*t0^6*t1^3*t2^19*t3^20 + 243912803352576*t0^6*t1^3*t2^15*t3^24 - 107853071253504*t0^6*t1^3*t2^11*t3^28 + 20066087206912*t0^6*t1^3*t2^7*t3^32 + 1088198400*t0^6*t1^2*t2^38*t3^2 - 3992508404224*t0^6*t1^2*t2^34*t3^6 + 37375769067520*t0^6*t1^2*t2^30*t3^10 + 44755505905664*t0^6*t1^2*t2^26*t3^14 - 243506288263168*t0^6*t1^2*t2^22*t3^18 + 184887738892288*t0^6*t1^2*t2^18*t3^22 - 14345324986368*t0^6*t1^2*t2^14*t3^26 - 4492535791616*t0^6*t1^2*t2^10*t3^30 + 85899345920*t0^6*t1^2*t2^6*t3^34 + 13504*t0^6*t1*t2^41 + 8284789504*t0^6*t1*t2^37*t3^4 + 2134935478272*t0^6*t1*t2^33*t3^8 - 18073233227776*t0^6*t1*t2^29*t3^12 + 10883128885248*t0^6*t1*t2^25*t3^16 + 21519868624896*t0^6*t1*t2^21*t3^20 - 22988141363200*t0^6*t1*t2^17*t3^24 + 9153112178688*t0^6*t1*t2^13*t3^28 - 2800318676992*t0^6*t1*t2^9*t3^32 - 206158430208*t0^6*t1*t2^5*t3^36 + 1592320*t0^6*t2^40*t3^2 - 12124116736*t0^6*t2^36*t3^6 - 241478336512*t0^6*t2^32*t3^10 + 1832103116800*t0^6*t2^28*t3^14 + 1834085253120*t0^6*t2^24*t3^18 - 13455562113024*t0^6*t2^20*t3^22 + 15046344179712*t0^6*t2^16*t3^26 - 5015448059904*t0^6*t2^12*t3^30 - 465056*t0^4*t1^42*t2^2 + 3379584*t0^4*t1^41*t2*t3^2 + 17681280*t0^4*t1^40*t2^4 - 26794016*t0^4*t1^40*t3^4 - 254823680*t0^4*t1^39*t2^3*t3^2 - 239883968*t0^4*t1^38*t2^6 - 6223736960*t0^4*t1^38*t2^2*t3^4 + 49995663104*t0^4*t1^37*t2^5*t3^2 + 8284789504*t0^4*t1^37*t2*t3^6 - 624472192*t0^4*t1^36*t2^8 - 513718226368*t0^4*t1^36*t2^4*t3^4 - 2041217024*t0^4*t1^36*t3^8 - 755617252608*t0^4*t1^35*t2^7*t3^2 + 1830345769472*t0^4*t1^35*t2^3*t3^6 + 3026547680*t0^4*t1^34*t2^10 + 4468799099776*t0^4*t1^34*t2^6*t3^4 - 1531364422144*t0^4*t1^34*t2^2*t3^8 + 4162129830784*t0^4*t1^33*t2^9*t3^2 + 173692183296*t0^4*t1^33*t2^5*t3^6 + 356440235008*t0^4*t1^33*t2*t3^10 + 9705620992*t0^4*t1^32*t2^12 - 21334840485280*t0^4*t1^32*t2^8*t3^4 - 12020116463616*t0^4*t1^32*t2^4*t3^8 - 7449444352*t0^4*t1^32*t3^12 - 9816125547520*t0^4*t1^31*t2^11*t3^2 - 51412480708608*t0^4*t1^31*t2^7*t3^6 + 1581426212864*t0^4*t1^31*t2^3*t3^10 - 5689975040*t0^4*t1^30*t2^14 + 973886240256*t0^4*t1^30*t2^10*t3^4 - 168494455894016*t0^4*t1^30*t2^6*t3^8 - 598216704000*t0^4*t1^30*t2^2*t3^12 - 284021017600*t0^4*t1^29*t2^13*t3^2 - 30036309099520*t0^4*t1^29*t2^9*t3^6 + 158151348756480*t0^4*t1^29*t2^5*t3^10 - 538938703872*t0^4*t1^29*t2*t3^14 - 49584398848*t0^4*t1^28*t2^16 + 34408874650368*t0^4*t1^28*t2^12*t3^4 + 162510670766080*t0^4*t1^28*t2^8*t3^8 - 55268781539328*t0^4*t1^28*t2^4*t3^12 + 51193577472*t0^4*t1^28*t3^16 + 34418549066752*t0^4*t1^27*t2^15*t3^2 + 197194987583488*t0^4*t1^27*t2^11*t3^6 + 294860594020352*t0^4*t1^27*t2^7*t3^10 + 40770681241600*t0^4*t1^27*t2^3*t3^14 - 48077323072*t0^4*t1^26*t2^18 - 41776143675904*t0^4*t1^26*t2^14*t3^4 + 805453315180544*t0^4*t1^26*t2^10*t3^8 + 119494668812288*t0^4*t1^26*t2^6*t3^12 - 6639966748672*t0^4*t1^26*t2^2*t3^16 - 36253181981952*t0^4*t1^25*t2^17*t3^2 - 146904163718144*t0^4*t1^25*t2^13*t3^6 + 430026147041280*t0^4*t1^25*t2^9*t3^10 - 385903096889344*t0^4*t1^25*t2^5*t3^14 + 37992005632*t0^4*t1^25*t2*t3^18 + 42993762560*t0^4*t1^24*t2^20 + 37820512673216*t0^4*t1^24*t2^16*t3^4 + 317087703752704*t0^4*t1^24*t2^12*t3^8 + 235891403227136*t0^4*t1^24*t2^8*t3^12 + 246958502969344*t0^4*t1^24*t2^4*t3^16 - 174846902272*t0^4*t1^24*t3^20 - 23838246721024*t0^4*t1^23*t2^19*t3^2 - 124321834348544*t0^4*t1^23*t2^15*t3^6 + 598445065043968*t0^4*t1^23*t2^11*t3^10 - 710269283205120*t0^4*t1^23*t2^7*t3^14 - 113160725987328*t0^4*t1^23*t2^3*t3^18 + 106978586496*t0^4*t1^22*t2^22 + 34060245620992*t0^4*t1^22*t2^18*t3^4 - 1367792675639296*t0^4*t1^22*t2^14*t3^8 + 1534285294764032*t0^4*t1^22*t2^10*t3^12 + 975673521078272*t0^4*t1^22*t2^6*t3^16 + 26969869647872*t0^4*t1^22*t2^2*t3^20 + 64666757696000*t0^4*t1^21*t2^21*t3^2 + 173238736591360*t0^4*t1^21*t2^17*t3^6 + 598133616304128*t0^4*t1^21*t2^13*t3^10 - 2193016409948160*t0^4*t1^21*t2^9*t3^14 + 330826099720192*t0^4*t1^21*t2^5*t3^18 - 889477660672*t0^4*t1^21*t2*t3^22 + 42993762560*t0^4*t1^20*t2^24 - 105320476539520*t0^4*t1^20*t2^20*t3^4 + 835844058423296*t0^4*t1^20*t2^16*t3^8 + 3493354972856320*t0^4*t1^20*t2^12*t3^12 + 1788668576006144*t0^4*t1^20*t2^8*t3^16 - 238086036389888*t0^4*t1^20*t2^4*t3^20 + 371514671104*t0^4*t1^20*t3^24 - 23838246721024*t0^4*t1^19*t2^23*t3^2 - 53621555098624*t0^4*t1^19*t2^19*t3^6 + 399382669885440*t0^4*t1^19*t2^15*t3^10 + 35351393927168*t0^4*t1^19*t2^11*t3^14 + 661461691006976*t0^4*t1^19*t2^7*t3^18 + 98700709855232*t0^4*t1^19*t2^3*t3^22 - 48077323072*t0^4*t1^18*t2^26 + 34060245620992*t0^4*t1^18*t2^22*t3^4 - 150553738587136*t0^4*t1^18*t2^18*t3^8 - 3469661895491584*t0^4*t1^18*t2^14*t3^12 - 2046151217119232*t0^4*t1^18*t2^10*t3^16 - 777049442615296*t0^4*t1^18*t2^6*t3^20 - 24895996035072*t0^4*t1^18*t2^2*t3^24 - 36253181981952*t0^4*t1^17*t2^25*t3^2 + 173238736591360*t0^4*t1^17*t2^21*t3^6 + 197612219607040*t0^4*t1^17*t2^17*t3^10 - 7564548792123392*t0^4*t1^17*t2^13*t3^14 - 274771843481600*t0^4*t1^17*t2^9*t3^18 - 345295154053120*t0^4*t1^17*t2^5*t3^22 + 1871196454912*t0^4*t1^17*t2*t3^26 - 49584398848*t0^4*t1^16*t2^28 + 37820512673216*t0^4*t1^16*t2^24*t3^4 + 835844058423296*t0^4*t1^16*t2^20*t3^8 - 8293694169153536*t0^4*t1^16*t2^16*t3^12 - 325581569785856*t0^4*t1^16*t2^12*t3^16 - 2456194269577216*t0^4*t1^16*t2^8*t3^20 + 82586785284096*t0^4*t1^16*t2^4*t3^24 - 444529115136*t0^4*t1^16*t3^28 + 34418549066752*t0^4*t1^15*t2^27*t3^2 - 124321834348544*t0^4*t1^15*t2^23*t3^6 + 399382669885440*t0^4*t1^15*t2^19*t3^10 - 14739871048138752*t0^4*t1^15*t2^15*t3^14 + 3305186323857408*t0^4*t1^15*t2^11*t3^18 + 508724347142144*t0^4*t1^15*t2^7*t3^22 - 34387655655424*t0^4*t1^15*t2^3*t3^26 - 5689975040*t0^4*t1^14*t2^30 - 41776143675904*t0^4*t1^14*t2^26*t3^4 - 1367792675639296*t0^4*t1^14*t2^22*t3^8 - 3469661895491584*t0^4*t1^14*t2^18*t3^12 - 9352227594960896*t0^4*t1^14*t2^14*t3^16 - 5298012247031808*t0^4*t1^14*t2^10*t3^20 - 418602142400512*t0^4*t1^14*t2^6*t3^24 + 6780142747648*t0^4*t1^14*t2^2*t3^28 - 284021017600*t0^4*t1^13*t2^29*t3^2 - 146904163718144*t0^4*t1^13*t2^25*t3^6 + 598133616304128*t0^4*t1^13*t2^21*t3^10 - 7564548792123392*t0^4*t1^13*t2^17*t3^14 + 9441206453927936*t0^4*t1^13*t2^13*t3^18 + 3787329592360960*t0^4*t1^13*t2^9*t3^22 + 202372819189760*t0^4*t1^13*t2^5*t3^26 - 828928688128*t0^4*t1^13*t2*t3^30 + 9705620992*t0^4*t1^12*t2^32 + 34408874650368*t0^4*t1^12*t2^28*t3^4 + 317087703752704*t0^4*t1^12*t2^24*t3^8 + 3493354972856320*t0^4*t1^12*t2^20*t3^12 - 325581569785856*t0^4*t1^12*t2^16*t3^16 - 5455948336332800*t0^4*t1^12*t2^12*t3^20 + 912627601506304*t0^4*t1^12*t2^8*t3^24 - 21737097920512*t0^4*t1^12*t2^4*t3^28 + 274877906944*t0^4*t1^12*t3^32 - 9816125547520*t0^4*t1^11*t2^31*t3^2 + 197194987583488*t0^4*t1^11*t2^27*t3^6 + 598445065043968*t0^4*t1^11*t2^23*t3^10 + 35351393927168*t0^4*t1^11*t2^19*t3^14 + 3305186323857408*t0^4*t1^11*t2^15*t3^18 + 3793892327555072*t0^4*t1^11*t2^11*t3^22 - 277372209201152*t0^4*t1^11*t2^7*t3^26 + 6391985078272*t0^4*t1^11*t2^3*t3^30 + 3026547680*t0^4*t1^10*t2^34 + 973886240256*t0^4*t1^10*t2^30*t3^4 + 805453315180544*t0^4*t1^10*t2^26*t3^8 + 1534285294764032*t0^4*t1^10*t2^22*t3^12 - 2046151217119232*t0^4*t1^10*t2^18*t3^16 - 5298012247031808*t0^4*t1^10*t2^14*t3^20 + 187284733296640*t0^4*t1^10*t2^10*t3^24 + 131132330868736*t0^4*t1^10*t2^6*t3^28 - 42949672960*t0^4*t1^10*t2^2*t3^32 + 4162129830784*t0^4*t1^9*t2^33*t3^2 - 30036309099520*t0^4*t1^9*t2^29*t3^6 + 430026147041280*t0^4*t1^9*t2^25*t3^10 - 2193016409948160*t0^4*t1^9*t2^21*t3^14 - 274771843481600*t0^4*t1^9*t2^17*t3^18 + 3787329592360960*t0^4*t1^9*t2^13*t3^22 + 489416153890816*t0^4*t1^9*t2^9*t3^26 - 24803436134400*t0^4*t1^9*t2^5*t3^30 - 17179869184*t0^4*t1^9*t2*t3^34 - 624472192*t0^4*t1^8*t2^36 - 21334840485280*t0^4*t1^8*t2^32*t3^4 + 162510670766080*t0^4*t1^8*t2^28*t3^8 + 235891403227136*t0^4*t1^8*t2^24*t3^12 + 1788668576006144*t0^4*t1^8*t2^20*t3^16 - 2456194269577216*t0^4*t1^8*t2^16*t3^20 + 912627601506304*t0^4*t1^8*t2^12*t3^24 - 493122911993856*t0^4*t1^8*t2^8*t3^28 + 3444563771392*t0^4*t1^8*t2^4*t3^32 - 68719476736*t0^4*t1^8*t3^36 - 755617252608*t0^4*t1^7*t2^35*t3^2 - 51412480708608*t0^4*t1^7*t2^31*t3^6 + 294860594020352*t0^4*t1^7*t2^27*t3^10 - 710269283205120*t0^4*t1^7*t2^23*t3^14 + 661461691006976*t0^4*t1^7*t2^19*t3^18 + 508724347142144*t0^4*t1^7*t2^15*t3^22 - 277372209201152*t0^4*t1^7*t2^11*t3^26 + 84689238884352*t0^4*t1^7*t2^7*t3^30 - 858993459200*t0^4*t1^7*t2^3*t3^34 - 239883968*t0^4*t1^6*t2^38 + 4468799099776*t0^4*t1^6*t2^34*t3^4 - 168494455894016*t0^4*t1^6*t2^30*t3^8 + 119494668812288*t0^4*t1^6*t2^26*t3^12 + 975673521078272*t0^4*t1^6*t2^22*t3^16 - 777049442615296*t0^4*t1^6*t2^18*t3^20 - 418602142400512*t0^4*t1^6*t2^14*t3^24 + 131132330868736*t0^4*t1^6*t2^10*t3^28 - 21865678503936*t0^4*t1^6*t2^6*t3^32 + 49995663104*t0^4*t1^5*t2^37*t3^2 + 173692183296*t0^4*t1^5*t2^33*t3^6 + 158151348756480*t0^4*t1^5*t2^29*t3^10 - 385903096889344*t0^4*t1^5*t2^25*t3^14 + 330826099720192*t0^4*t1^5*t2^21*t3^18 - 345295154053120*t0^4*t1^5*t2^17*t3^22 + 202372819189760*t0^4*t1^5*t2^13*t3^26 - 24803436134400*t0^4*t1^5*t2^9*t3^30 + 34359738368*t0^4*t1^5*t2^5*t3^34 + 17681280*t0^4*t1^4*t2^40 - 513718226368*t0^4*t1^4*t2^36*t3^4 - 12020116463616*t0^4*t1^4*t2^32*t3^8 - 55268781539328*t0^4*t1^4*t2^28*t3^12 + 246958502969344*t0^4*t1^4*t2^24*t3^16 - 238086036389888*t0^4*t1^4*t2^20*t3^20 + 82586785284096*t0^4*t1^4*t2^16*t3^24 - 21737097920512*t0^4*t1^4*t2^12*t3^28 + 3444563771392*t0^4*t1^4*t2^8*t3^32 + 68719476736*t0^4*t1^4*t2^4*t3^36 - 254823680*t0^4*t1^3*t2^39*t3^2 + 1830345769472*t0^4*t1^3*t2^35*t3^6 + 1581426212864*t0^4*t1^3*t2^31*t3^10 + 40770681241600*t0^4*t1^3*t2^27*t3^14 - 113160725987328*t0^4*t1^3*t2^23*t3^18 + 98700709855232*t0^4*t1^3*t2^19*t3^22 - 34387655655424*t0^4*t1^3*t2^15*t3^26 + 6391985078272*t0^4*t1^3*t2^11*t3^30 - 858993459200*t0^4*t1^3*t2^7*t3^34 + 274877906944*t0^4*t1^3*t2^3*t3^38 - 465056*t0^4*t1^2*t2^42 - 6223736960*t0^4*t1^2*t2^38*t3^4 - 1531364422144*t0^4*t1^2*t2^34*t3^8 - 598216704000*t0^4*t1^2*t2^30*t3^12 - 6639966748672*t0^4*t1^2*t2^26*t3^16 + 26969869647872*t0^4*t1^2*t2^22*t3^20 - 24895996035072*t0^4*t1^2*t2^18*t3^24 + 6780142747648*t0^4*t1^2*t2^14*t3^28 - 42949672960*t0^4*t1^2*t2^10*t3^32 + 3379584*t0^4*t1*t2^41*t3^2 + 8284789504*t0^4*t1*t2^37*t3^6 + 356440235008*t0^4*t1*t2^33*t3^10 - 538938703872*t0^4*t1*t2^29*t3^14 + 37992005632*t0^4*t1*t2^25*t3^18 - 889477660672*t0^4*t1*t2^21*t3^22 + 1871196454912*t0^4*t1*t2^17*t3^26 - 828928688128*t0^4*t1*t2^13*t3^30 - 17179869184*t0^4*t1*t2^9*t3^34 - 26794016*t0^4*t2^40*t3^4 - 2041217024*t0^4*t2^36*t3^8 - 7449444352*t0^4*t2^32*t3^12 + 51193577472*t0^4*t2^28*t3^16 - 174846902272*t0^4*t2^24*t3^20 + 371514671104*t0^4*t2^20*t3^24 - 444529115136*t0^4*t2^16*t3^28 + 274877906944*t0^4*t2^12*t3^32 - 68719476736*t0^4*t2^8*t3^36 - 1168*t0^2*t1^45*t2 - 10672*t0^2*t1^44*t3^2 + 28320*t0^2*t1^43*t2^3 + 5204384*t0^2*t1^42*t2^2*t3^2 + 351760*t0^2*t1^41*t2^5 + 3379584*t0^2*t1^41*t2*t3^4 - 217515728*t0^2*t1^40*t2^4*t3^2 + 1592320*t0^2*t1^40*t3^6 + 1255360*t0^2*t1^39*t2^7 - 254823680*t0^2*t1^39*t2^3*t3^4 + 1027124160*t0^2*t1^38*t2^6*t3^2 + 1088198400*t0^2*t1^38*t2^2*t3^6 - 377520*t0^2*t1^37*t2^9 + 49995663104*t0^2*t1^37*t2^5*t3^4 - 16757248*t0^2*t1^37*t2*t3^8 + 4770655984*t0^2*t1^36*t2^8*t3^2 - 126743909888*t0^2*t1^36*t2^4*t3^6 - 23612416*t0^2*t1^36*t3^10 - 17563104*t0^2*t1^35*t2^11 - 755617252608*t0^2*t1^35*t2^7*t3^4 + 103845684224*t0^2*t1^35*t2^3*t3^8 - 12343832288*t0^2*t1^34*t2^10*t3^2 + 2419012960000*t0^2*t1^34*t2^6*t3^6 - 29310648320*t0^2*t1^34*t2^2*t3^10 - 66262480*t0^2*t1^33*t2^13 + 4162129830784*t0^2*t1^33*t2^9*t3^4 - 6108832694784*t0^2*t1^33*t2^5*t3^8 + 2550104064*t0^2*t1^33*t2*t3^12 - 59178619248*t0^2*t1^32*t2^12*t3^2 - 3310078489600*t0^2*t1^32*t2^8*t3^6 + 4458512593920*t0^2*t1^32*t2^4*t3^10 + 111149056*t0^2*t1^32*t3^14 - 127714048*t0^2*t1^31*t2^15 - 9816125547520*t0^2*t1^31*t2^11*t3^4 - 25757999521792*t0^2*t1^31*t2^7*t3^8 - 1497774718976*t0^2*t1^31*t2^3*t3^12 - 11323994880*t0^2*t1^30*t2^14*t3^2 - 23365328065536*t0^2*t1^30*t2^10*t3^6 + 24460910018560*t0^2*t1^30*t2^6*t3^10 + 201269510144*t0^2*t1^30*t2^2*t3^14 - 122263200*t0^2*t1^29*t2^17 - 284021017600*t0^2*t1^29*t2^13*t3^4 + 58964523939840*t0^2*t1^29*t2^9*t3^8 - 10472503902208*t0^2*t1^29*t2^5*t3^12 - 18751815680*t0^2*t1^29*t2*t3^16 + 201071808544*t0^2*t1^28*t2^16*t3^2 + 68196280801280*t0^2*t1^28*t2^12*t3^6 + 145363042201600*t0^2*t1^28*t2^8*t3^10 + 1611181850624*t0^2*t1^28*t2^4*t3^14 - 223346688*t0^2*t1^28*t3^18 + 21081920*t0^2*t1^27*t2^19 + 34418549066752*t0^2*t1^27*t2^15*t3^4 + 263809652518912*t0^2*t1^27*t2^11*t3^8 - 22049349926912*t0^2*t1^27*t2^7*t3^12 + 1215825969152*t0^2*t1^27*t2^3*t3^16 + 238252008768*t0^2*t1^26*t2^18*t3^2 + 65019808848896*t0^2*t1^26*t2^14*t3^6 + 153618747654144*t0^2*t1^26*t2^10*t3^10 - 102416467296256*t0^2*t1^26*t2^6*t3^14 - 388093706240*t0^2*t1^26*t2^2*t3^18 + 238884256*t0^2*t1^25*t2^21 - 36253181981952*t0^2*t1^25*t2^17*t3^4 - 142928642369536*t0^2*t1^25*t2^13*t3^8 + 8410286653440*t0^2*t1^25*t2^9*t3^12 + 68172286656512*t0^2*t1^25*t2^5*t3^16 + 52554629120*t0^2*t1^25*t2*t3^20 - 152620334368*t0^2*t1^24*t2^20*t3^2 - 221684954781696*t0^2*t1^24*t2^16*t3^6 - 337035741335552*t0^2*t1^24*t2^12*t3^10 - 550795984764928*t0^2*t1^24*t2^8*t3^14 - 16450087026688*t0^2*t1^24*t2^4*t3^18 + 201326592*t0^2*t1^24*t3^22 + 346486400*t0^2*t1^23*t2^23 - 23838246721024*t0^2*t1^23*t2^19*t3^4 - 477330095185920*t0^2*t1^23*t2^15*t3^8 - 302409530376192*t0^2*t1^23*t2^11*t3^12 + 224879766405120*t0^2*t1^23*t2^7*t3^16 + 3956629569536*t0^2*t1^23*t2^3*t3^20 - 443581051264*t0^2*t1^22*t2^22*t3^2 - 42538460044800*t0^2*t1^22*t2^18*t3^6 - 749316279255040*t0^2*t1^22*t2^14*t3^10 - 647823813050368*t0^2*t1^22*t2^10*t3^14 + 146929856020480*t0^2*t1^22*t2^6*t3^18 + 157651304448*t0^2*t1^22*t2^2*t3^22 + 238884256*t0^2*t1^21*t2^25 + 64666757696000*t0^2*t1^21*t2^21*t3^4 + 95196159222784*t0^2*t1^21*t2^17*t3^8 - 618863875063808*t0^2*t1^21*t2^13*t3^12 + 150587573403648*t0^2*t1^21*t2^9*t3^16 - 73676779159552*t0^2*t1^21*t2^5*t3^20 - 71772930048*t0^2*t1^21*t2*t3^24 - 152620334368*t0^2*t1^20*t2^24*t3^2 + 316923233369088*t0^2*t1^20*t2^20*t3^6 + 505294555592704*t0^2*t1^20*t2^16*t3^10 + 17785233342464*t0^2*t1^20*t2^12*t3^14 + 407624058667008*t0^2*t1^20*t2^8*t3^18 + 14355877855232*t0^2*t1^20*t2^4*t3^22 - 67108864*t0^2*t1^20*t3^26 + 21081920*t0^2*t1^19*t2^27 - 23838246721024*t0^2*t1^19*t2^23*t3^4 + 488595575691264*t0^2*t1^19*t2^19*t3^8 - 220250341474304*t0^2*t1^19*t2^15*t3^12 + 1347225047269376*t0^2*t1^19*t2^11*t3^16 - 68902969147392*t0^2*t1^19*t2^7*t3^20 - 5877327200256*t0^2*t1^19*t2^3*t3^24 + 238252008768*t0^2*t1^18*t2^26*t3^2 - 42538460044800*t0^2*t1^18*t2^22*t3^6 + 89842695077888*t0^2*t1^18*t2^18*t3^10 - 402127171158016*t0^2*t1^18*t2^14*t3^14 + 107881698426880*t0^2*t1^18*t2^10*t3^18 - 130965116551168*t0^2*t1^18*t2^6*t3^22 + 258234908672*t0^2*t1^18*t2^2*t3^26 - 122263200*t0^2*t1^17*t2^29 - 36253181981952*t0^2*t1^17*t2^25*t3^4 + 95196159222784*t0^2*t1^17*t2^21*t3^8 - 607030908485632*t0^2*t1^17*t2^17*t3^12 + 781829354422272*t0^2*t1^17*t2^13*t3^16 - 633536985956352*t0^2*t1^17*t2^9*t3^20 + 22120960622592*t0^2*t1^17*t2^5*t3^24 + 48318382080*t0^2*t1^17*t2*t3^28 + 201071808544*t0^2*t1^16*t2^28*t3^2 - 221684954781696*t0^2*t1^16*t2^24*t3^6 + 505294555592704*t0^2*t1^16*t2^20*t3^10 - 1197552982032384*t0^2*t1^16*t2^16*t3^14 + 1802764467306496*t0^2*t1^16*t2^12*t3^18 + 221994779934720*t0^2*t1^16*t2^8*t3^22 - 4509648551936*t0^2*t1^16*t2^4*t3^26 - 127714048*t0^2*t1^15*t2^31 + 34418549066752*t0^2*t1^15*t2^27*t3^4 - 477330095185920*t0^2*t1^15*t2^23*t3^8 - 220250341474304*t0^2*t1^15*t2^19*t3^12 - 484556426706944*t0^2*t1^15*t2^15*t3^16 - 2333338316570624*t0^2*t1^15*t2^11*t3^20 - 103530320887808*t0^2*t1^15*t2^7*t3^24 + 2083059138560*t0^2*t1^15*t2^3*t3^28 - 11323994880*t0^2*t1^14*t2^30*t3^2 + 65019808848896*t0^2*t1^14*t2^26*t3^6 - 749316279255040*t0^2*t1^14*t2^22*t3^10 - 402127171158016*t0^2*t1^14*t2^18*t3^14 + 938806568026112*t0^2*t1^14*t2^14*t3^18 + 328266757963776*t0^2*t1^14*t2^10*t3^22 + 60221615505408*t0^2*t1^14*t2^6*t3^26 - 269509197824*t0^2*t1^14*t2^2*t3^30 - 66262480*t0^2*t1^13*t2^33 - 284021017600*t0^2*t1^13*t2^29*t3^4 - 142928642369536*t0^2*t1^13*t2^25*t3^8 - 618863875063808*t0^2*t1^13*t2^21*t3^12 + 781829354422272*t0^2*t1^13*t2^17*t3^16 - 2607958508699648*t0^2*t1^13*t2^13*t3^20 + 464516617863168*t0^2*t1^13*t2^9*t3^24 - 1974611214336*t0^2*t1^13*t2^5*t3^28 - 12884901888*t0^2*t1^13*t2*t3^32 - 59178619248*t0^2*t1^12*t2^32*t3^2 + 68196280801280*t0^2*t1^12*t2^28*t3^6 - 337035741335552*t0^2*t1^12*t2^24*t3^10 + 17785233342464*t0^2*t1^12*t2^20*t3^14 + 1802764467306496*t0^2*t1^12*t2^16*t3^18 + 409647135588352*t0^2*t1^12*t2^12*t3^22 - 84055395663872*t0^2*t1^12*t2^8*t3^26 + 523986010112*t0^2*t1^12*t2^4*t3^30 - 17563104*t0^2*t1^11*t2^35 - 9816125547520*t0^2*t1^11*t2^31*t3^4 + 263809652518912*t0^2*t1^11*t2^27*t3^8 - 302409530376192*t0^2*t1^11*t2^23*t3^12 + 1347225047269376*t0^2*t1^11*t2^19*t3^16 - 2333338316570624*t0^2*t1^11*t2^15*t3^20 + 30407496040448*t0^2*t1^11*t2^11*t3^24 + 20507395096576*t0^2*t1^11*t2^7*t3^28 + 17179869184*t0^2*t1^11*t2^3*t3^32 - 12343832288*t0^2*t1^10*t2^34*t3^2 - 23365328065536*t0^2*t1^10*t2^30*t3^6 + 153618747654144*t0^2*t1^10*t2^26*t3^10 - 647823813050368*t0^2*t1^10*t2^22*t3^14 + 107881698426880*t0^2*t1^10*t2^18*t3^18 + 328266757963776*t0^2*t1^10*t2^14*t3^22 + 265268454490112*t0^2*t1^10*t2^10*t3^26 - 8523362598912*t0^2*t1^10*t2^6*t3^30 + 68719476736*t0^2*t1^10*t2^2*t3^34 - 377520*t0^2*t1^9*t2^37 + 4162129830784*t0^2*t1^9*t2^33*t3^4 + 58964523939840*t0^2*t1^9*t2^29*t3^8 + 8410286653440*t0^2*t1^9*t2^25*t3^12 + 150587573403648*t0^2*t1^9*t2^21*t3^16 - 633536985956352*t0^2*t1^9*t2^17*t3^20 + 464516617863168*t0^2*t1^9*t2^13*t3^24 - 160381595025408*t0^2*t1^9*t2^9*t3^28 + 983547510784*t0^2*t1^9*t2^5*t3^32 + 4770655984*t0^2*t1^8*t2^36*t3^2 - 3310078489600*t0^2*t1^8*t2^32*t3^6 + 145363042201600*t0^2*t1^8*t2^28*t3^10 - 550795984764928*t0^2*t1^8*t2^24*t3^14 + 407624058667008*t0^2*t1^8*t2^20*t3^18 + 221994779934720*t0^2*t1^8*t2^16*t3^22 - 84055395663872*t0^2*t1^8*t2^12*t3^26 + 7022271528960*t0^2*t1^8*t2^8*t3^30 + 103079215104*t0^2*t1^8*t2^4*t3^34 + 1255360*t0^2*t1^7*t2^39 - 755617252608*t0^2*t1^7*t2^35*t3^4 - 25757999521792*t0^2*t1^7*t2^31*t3^8 - 22049349926912*t0^2*t1^7*t2^27*t3^12 + 224879766405120*t0^2*t1^7*t2^23*t3^16 - 68902969147392*t0^2*t1^7*t2^19*t3^20 - 103530320887808*t0^2*t1^7*t2^15*t3^24 + 20507395096576*t0^2*t1^7*t2^11*t3^28 - 3607772528640*t0^2*t1^7*t2^7*t3^32 + 1027124160*t0^2*t1^6*t2^38*t3^2 + 2419012960000*t0^2*t1^6*t2^34*t3^6 + 24460910018560*t0^2*t1^6*t2^30*t3^10 - 102416467296256*t0^2*t1^6*t2^26*t3^14 + 146929856020480*t0^2*t1^6*t2^22*t3^18 - 130965116551168*t0^2*t1^6*t2^18*t3^22 + 60221615505408*t0^2*t1^6*t2^14*t3^26 - 8523362598912*t0^2*t1^6*t2^10*t3^30 - 68719476736*t0^2*t1^6*t2^6*t3^34 + 351760*t0^2*t1^5*t2^41 + 49995663104*t0^2*t1^5*t2^37*t3^4 - 6108832694784*t0^2*t1^5*t2^33*t3^8 - 10472503902208*t0^2*t1^5*t2^29*t3^12 + 68172286656512*t0^2*t1^5*t2^25*t3^16 - 73676779159552*t0^2*t1^5*t2^21*t3^20 + 22120960622592*t0^2*t1^5*t2^17*t3^24 - 1974611214336*t0^2*t1^5*t2^13*t3^28 + 983547510784*t0^2*t1^5*t2^9*t3^32 - 274877906944*t0^2*t1^5*t2^5*t3^36 - 217515728*t0^2*t1^4*t2^40*t3^2 - 126743909888*t0^2*t1^4*t2^36*t3^6 + 4458512593920*t0^2*t1^4*t2^32*t3^10 + 1611181850624*t0^2*t1^4*t2^28*t3^14 - 16450087026688*t0^2*t1^4*t2^24*t3^18 + 14355877855232*t0^2*t1^4*t2^20*t3^22 - 4509648551936*t0^2*t1^4*t2^16*t3^26 + 523986010112*t0^2*t1^4*t2^12*t3^30 + 103079215104*t0^2*t1^4*t2^8*t3^34 + 28320*t0^2*t1^3*t2^43 - 254823680*t0^2*t1^3*t2^39*t3^4 + 103845684224*t0^2*t1^3*t2^35*t3^8 - 1497774718976*t0^2*t1^3*t2^31*t3^12 + 1215825969152*t0^2*t1^3*t2^27*t3^16 + 3956629569536*t0^2*t1^3*t2^23*t3^20 - 5877327200256*t0^2*t1^3*t2^19*t3^24 + 2083059138560*t0^2*t1^3*t2^15*t3^28 + 17179869184*t0^2*t1^3*t2^11*t3^32 + 5204384*t0^2*t1^2*t2^42*t3^2 + 1088198400*t0^2*t1^2*t2^38*t3^6 - 29310648320*t0^2*t1^2*t2^34*t3^10 + 201269510144*t0^2*t1^2*t2^30*t3^14 - 388093706240*t0^2*t1^2*t2^26*t3^18 + 157651304448*t0^2*t1^2*t2^22*t3^22 + 258234908672*t0^2*t1^2*t2^18*t3^26 - 269509197824*t0^2*t1^2*t2^14*t3^30 + 68719476736*t0^2*t1^2*t2^10*t3^34 - 1168*t0^2*t1*t2^45 + 3379584*t0^2*t1*t2^41*t3^4 - 16757248*t0^2*t1*t2^37*t3^8 + 2550104064*t0^2*t1*t2^33*t3^12 - 18751815680*t0^2*t1*t2^29*t3^16 + 52554629120*t0^2*t1*t2^25*t3^20 - 71772930048*t0^2*t1*t2^21*t3^24 + 48318382080*t0^2*t1*t2^17*t3^28 - 12884901888*t0^2*t1*t2^13*t3^32 - 10672*t0^2*t2^44*t3^2 + 1592320*t0^2*t2^40*t3^6 - 23612416*t0^2*t2^36*t3^10 + 111149056*t0^2*t2^32*t3^14 - 223346688*t0^2*t2^28*t3^18 + 201326592*t0^2*t2^24*t3^22 - 67108864*t0^2*t2^20*t3^26 - t1^48 - 24*t1^46*t2^2 - 1168*t1^45*t2*t3^2 - 276*t1^44*t2^4 + 28320*t1^43*t2^3*t3^2 - 2024*t1^42*t2^6 - 465056*t1^42*t2^2*t3^4 + 351760*t1^41*t2^5*t3^2 + 13504*t1^41*t2*t3^6 - 10626*t1^40*t2^8 + 17681280*t1^40*t2^4*t3^4 + 1255360*t1^39*t2^7*t3^2 - 85049856*t1^39*t2^3*t3^6 - 42504*t1^38*t2^10 - 239883968*t1^38*t2^6*t3^4 + 6745600*t1^38*t2^2*t3^8 - 377520*t1^37*t2^9*t3^2 + 3252536448*t1^37*t2^5*t3^6 - 28672*t1^37*t2*t3^10 - 134596*t1^36*t2^12 - 624472192*t1^36*t2^8*t3^4 - 7747103488*t1^36*t2^4*t3^8 - 17563104*t1^35*t2^11*t3^2 - 67312390656*t1^35*t2^7*t3^6 + 1195916288*t1^35*t2^3*t3^10 - 346104*t1^34*t2^14 + 3026547680*t1^34*t2^10*t3^4 + 228294643200*t1^34*t2^6*t3^8 - 39825408*t1^34*t2^2*t3^12 - 66262480*t1^33*t2^13*t3^2 + 883947316672*t1^33*t2^9*t3^6 - 350321463296*t1^33*t2^5*t3^10 + 16384*t1^33*t2*t3^14 - 735471*t1^32*t2^16 + 9705620992*t1^32*t2^12*t3^4 - 2586995304448*t1^32*t2^8*t3^8 + 87652532224*t1^32*t2^4*t3^12 - 127714048*t1^31*t2^15*t3^2 - 3751403702272*t1^31*t2^11*t3^6 + 5350309519360*t1^31*t2^7*t3^10 - 8177582080*t1^31*t2^3*t3^14 - 1307504*t1^30*t2^18 - 5689975040*t1^30*t2^14*t3^4 + 889312872448*t1^30*t2^10*t3^8 - 7001815793664*t1^30*t2^6*t3^12 + 93323264*t1^30*t2^2*t3^16 - 122263200*t1^29*t2^17*t3^2 + 3940750751232*t1^29*t2^13*t3^6 + 9810102132736*t1^29*t2^9*t3^10 + 2480312385536*t1^29*t2^5*t3^14 - 1961256*t1^28*t2^20 - 49584398848*t1^28*t2^16*t3^4 + 17760244485120*t1^28*t2^12*t3^8 - 3284031406080*t1^28*t2^8*t3^12 - 410724859904*t1^28*t2^4*t3^16 + 21081920*t1^27*t2^19*t3^2 + 11241813465088*t1^27*t2^15*t3^6 - 5415886581760*t1^27*t2^11*t3^10 - 27490229420032*t1^27*t2^7*t3^14 + 34547695616*t1^27*t2^3*t3^18 - 2496144*t1^26*t2^22 - 48077323072*t1^26*t2^18*t3^4 - 7579671246848*t1^26*t2^14*t3^8 - 20472462229504*t1^26*t2^10*t3^12 + 16939371200512*t1^26*t2^6*t3^16 - 93323264*t1^26*t2^2*t3^20 + 238884256*t1^25*t2^21*t3^2 - 24605829765760*t1^25*t2^17*t3^6 - 69713815740416*t1^25*t2^13*t3^10 - 59068298428416*t1^25*t2^9*t3^14 - 4697262915584*t1^25*t2^5*t3^18 - 2704156*t1^24*t2^24 + 42993762560*t1^24*t2^20*t3^4 - 54822533175296*t1^24*t2^16*t3^8 - 84022179495936*t1^24*t2^12*t3^12 - 8946522718208*t1^24*t2^8*t3^16 + 815248965632*t1^24*t2^4*t3^20 + 346486400*t1^23*t2^23*t3^2 - 7427072408576*t1^23*t2^19*t3^6 - 41289080332288*t1^23*t2^15*t3^10 - 77251190456320*t1^23*t2^11*t3^14 + 39033837191168*t1^23*t2^7*t3^18 - 81235279872*t1^23*t2^3*t3^22 - 2496144*t1^22*t2^26 + 106978586496*t1^22*t2^22*t3^4 + 6043368977408*t1^22*t2^18*t3^8 - 89998543667200*t1^22*t2^14*t3^12 + 67287873486848*t1^22*t2^10*t3^16 - 15852690735104*t1^22*t2^6*t3^20 + 33554432*t1^22*t2^2*t3^24 + 238884256*t1^21*t2^25*t3^2 + 39547638123264*t1^21*t2^21*t3^6 + 58739740360704*t1^21*t2^17*t3^10 + 31680631177216*t1^21*t2^13*t3^14 - 2339691823104*t1^21*t2^9*t3^18 + 3246345158656*t1^21*t2^5*t3^22 - 1961256*t1^20*t2^28 + 42993762560*t1^20*t2^24*t3^4 + 78476686179840*t1^20*t2^20*t3^8 + 175858915508224*t1^20*t2^16*t3^12 + 245334502014976*t1^20*t2^12*t3^16 + 39075975266304*t1^20*t2^8*t3^20 - 718014513152*t1^20*t2^4*t3^24 + 21081920*t1^19*t2^27*t3^2 - 7427072408576*t1^19*t2^23*t3^6 + 79678333478912*t1^19*t2^19*t3^10 + 244819822379008*t1^19*t2^15*t3^14 + 117476705435648*t1^19*t2^11*t3^18 - 24127381438464*t1^19*t2^7*t3^22 + 103146323968*t1^19*t2^3*t3^26 - 1307504*t1^18*t2^30 - 48077323072*t1^18*t2^26*t3^4 + 6043368977408*t1^18*t2^22*t3^8 + 130751460597760*t1^18*t2^18*t3^12 + 340063559876608*t1^18*t2^14*t3^16 - 152512301629440*t1^18*t2^10*t3^20 + 6361215664128*t1^18*t2^6*t3^24 - 122263200*t1^17*t2^29*t3^2 - 24605829765760*t1^17*t2^25*t3^6 + 58739740360704*t1^17*t2^21*t3^10 + 382731717672960*t1^17*t2^17*t3^14 + 157247748440064*t1^17*t2^13*t3^18 + 73917607706624*t1^17*t2^9*t3^22 - 682899800064*t1^17*t2^5*t3^26 - 735471*t1^16*t2^32 - 49584398848*t1^16*t2^28*t3^4 - 54822533175296*t1^16*t2^24*t3^8 + 175858915508224*t1^16*t2^20*t3^12 + 241387356684288*t1^16*t2^16*t3^16 - 224125230514176*t1^16*t2^12*t3^20 - 24185497714688*t1^16*t2^8*t3^24 + 237833814016*t1^16*t2^4*t3^28 - 127714048*t1^15*t2^31*t3^2 + 11241813465088*t1^15*t2^27*t3^6 - 41289080332288*t1^15*t2^23*t3^10 + 244819822379008*t1^15*t2^19*t3^14 + 242555543355392*t1^15*t2^15*t3^18 - 98972085518336*t1^15*t2^11*t3^22 + 8689188601856*t1^15*t2^7*t3^26 - 66571993088*t1^15*t2^3*t3^30 - 346104*t1^14*t2^34 - 5689975040*t1^14*t2^30*t3^4 - 7579671246848*t1^14*t2^26*t3^8 - 89998543667200*t1^14*t2^22*t3^12 + 340063559876608*t1^14*t2^18*t3^16 - 544054425157632*t1^14*t2^14*t3^20 + 87426844327936*t1^14*t2^10*t3^24 - 852282572800*t1^14*t2^6*t3^28 - 66262480*t1^13*t2^33*t3^2 + 3940750751232*t1^13*t2^29*t3^6 - 69713815740416*t1^13*t2^25*t3^10 + 31680631177216*t1^13*t2^21*t3^14 + 157247748440064*t1^13*t2^17*t3^18 + 61312537198592*t1^13*t2^13*t3^22 - 24755117752320*t1^13*t2^9*t3^26 - 134596*t1^12*t2^36 + 9705620992*t1^12*t2^32*t3^4 + 17760244485120*t1^12*t2^28*t3^8 - 84022179495936*t1^12*t2^24*t3^12 + 245334502014976*t1^12*t2^20*t3^16 - 224125230514176*t1^12*t2^16*t3^20 - 59209395732480*t1^12*t2^12*t3^24 + 2977486077952*t1^12*t2^8*t3^28 - 4294967296*t1^12*t2^4*t3^32 - 17563104*t1^11*t2^35*t3^2 - 3751403702272*t1^11*t2^31*t3^6 - 5415886581760*t1^11*t2^27*t3^10 - 77251190456320*t1^11*t2^23*t3^14 + 117476705435648*t1^11*t2^19*t3^18 - 98972085518336*t1^11*t2^15*t3^22 + 47039756894208*t1^11*t2^11*t3^26 - 998579896320*t1^11*t2^7*t3^30 + 17179869184*t1^11*t2^3*t3^34 - 42504*t1^10*t2^38 + 3026547680*t1^10*t2^34*t3^4 + 889312872448*t1^10*t2^30*t3^8 - 20472462229504*t1^10*t2^26*t3^12 + 67287873486848*t1^10*t2^22*t3^16 - 152512301629440*t1^10*t2^18*t3^20 + 87426844327936*t1^10*t2^14*t3^24 - 23884581568512*t1^10*t2^10*t3^28 + 257698037760*t1^10*t2^6*t3^32 - 377520*t1^9*t2^37*t3^2 + 883947316672*t1^9*t2^33*t3^6 + 9810102132736*t1^9*t2^29*t3^10 - 59068298428416*t1^9*t2^25*t3^14 - 2339691823104*t1^9*t2^21*t3^18 + 73917607706624*t1^9*t2^17*t3^22 - 24755117752320*t1^9*t2^13*t3^26 + 1857573355520*t1^9*t2^9*t3^30 - 10626*t1^8*t2^40 - 624472192*t1^8*t2^36*t3^4 - 2586995304448*t1^8*t2^32*t3^8 - 3284031406080*t1^8*t2^28*t3^12 - 8946522718208*t1^8*t2^24*t3^16 + 39075975266304*t1^8*t2^20*t3^20 - 24185497714688*t1^8*t2^16*t3^24 + 2977486077952*t1^8*t2^12*t3^28 - 4294967296*t1^8*t2^8*t3^32 + 1255360*t1^7*t2^39*t3^2 - 67312390656*t1^7*t2^35*t3^6 + 5350309519360*t1^7*t2^31*t3^10 - 27490229420032*t1^7*t2^27*t3^14 + 39033837191168*t1^7*t2^23*t3^18 - 24127381438464*t1^7*t2^19*t3^22 + 8689188601856*t1^7*t2^15*t3^26 - 998579896320*t1^7*t2^11*t3^30 + 17179869184*t1^7*t2^7*t3^34 - 2024*t1^6*t2^42 - 239883968*t1^6*t2^38*t3^4 + 228294643200*t1^6*t2^34*t3^8 - 7001815793664*t1^6*t2^30*t3^12 + 16939371200512*t1^6*t2^26*t3^16 - 15852690735104*t1^6*t2^22*t3^20 + 6361215664128*t1^6*t2^18*t3^24 - 852282572800*t1^6*t2^14*t3^28 + 257698037760*t1^6*t2^10*t3^32 - 68719476736*t1^6*t2^6*t3^36 + 351760*t1^5*t2^41*t3^2 + 3252536448*t1^5*t2^37*t3^6 - 350321463296*t1^5*t2^33*t3^10 + 2480312385536*t1^5*t2^29*t3^14 - 4697262915584*t1^5*t2^25*t3^18 + 3246345158656*t1^5*t2^21*t3^22 - 682899800064*t1^5*t2^17*t3^26 - 276*t1^4*t2^44 + 17681280*t1^4*t2^40*t3^4 - 7747103488*t1^4*t2^36*t3^8 + 87652532224*t1^4*t2^32*t3^12 - 410724859904*t1^4*t2^28*t3^16 + 815248965632*t1^4*t2^24*t3^20 - 718014513152*t1^4*t2^20*t3^24 + 237833814016*t1^4*t2^16*t3^28 - 4294967296*t1^4*t2^12*t3^32 + 28320*t1^3*t2^43*t3^2 - 85049856*t1^3*t2^39*t3^6 + 1195916288*t1^3*t2^35*t3^10 - 8177582080*t1^3*t2^31*t3^14 + 34547695616*t1^3*t2^27*t3^18 - 81235279872*t1^3*t2^23*t3^22 + 103146323968*t1^3*t2^19*t3^26 - 66571993088*t1^3*t2^15*t3^30 + 17179869184*t1^3*t2^11*t3^34 - 24*t1^2*t2^46 - 465056*t1^2*t2^42*t3^4 + 6745600*t1^2*t2^38*t3^8 - 39825408*t1^2*t2^34*t3^12 + 93323264*t1^2*t2^30*t3^16 - 93323264*t1^2*t2^26*t3^20 + 33554432*t1^2*t2^22*t3^24 - 1168*t1*t2^45*t3^2 + 13504*t1*t2^41*t3^6 - 28672*t1*t2^37*t3^10 + 16384*t1*t2^33*t3^14 - t2^48 ; /* Discriminant 68: time out := findrungeoptimised(48,68,390:ring:=GF(3),returnmonomials:=true); produces dim(ker)=213 time out := findrungeoptimised(48,68,420:ring:=GF(3),returnmonomials:=true,m> produces dim(ker)=26 as does precision 430 > time out := findrungeoptimised(48,68,450:returnmonomials:=true,monomials:=mo\ ns); Time: 8379.375 > out; */ rh68:= 17592186044416*t0^44*t3^4 - 17592186044416*t0^42*t1^2*t2^2*t3^2 - 211106232532992*t0^42*t3^6 - 1099511627776*t0^40*t1^5*t2^3 + 2199023255552*t0^40*t1^4*t2^4 - 87960930222080*t0^40*t1^4*t3^4 - 1099511627776*t0^40*t1^3*t2^5 + 316659348799488*t0^40*t1^2*t2^2*t3^4 - 87960930222080*t0^40*t2^4*t3^4 + 1090715534753792*t0^40*t3^8 + 824633720832*t0^38*t1^7*t2*t3^2 + 85761906966528*t0^38*t1^6*t2^2*t3^2 + 14568529068032*t0^38*t1^5*t2^3*t3^2 - 131941395333120*t0^38*t1^4*t2^4*t3^2 + 949978046398464*t0^38*t1^4*t3^6 + 14568529068032*t0^38*t1^3*t2^5*t3^2 + 85761906966528*t0^38*t1^2*t2^6*t3^2 - 2005509209063424*t0^38*t1^2*t2^2*t3^6 + 824633720832*t0^38*t1*t2^7*t3^2 + 949978046398464*t0^38*t2^4*t3^6 - 3025855999639552*t0^38*t3^10 + 5085241278464*t0^36*t1^9*t2^3 - 9895604649984*t0^36*t1^8*t2^4 + 185817465094144*t0^36*t1^8*t3^4 - 1786706395136*t0^36*t1^7*t2^5 + 252337918574592*t0^36*t1^7*t2*t3^4 + 13194139533312*t0^36*t1^6*t2^6 - 1372190511464448*t0^36*t1^6*t2^2*t3^4 - 1786706395136*t0^36*t1^5*t2^7 - 6983548103819264*t0^36*t1^5*t2^3*t3^4 - 9895604649984*t0^36*t1^4*t2^8 - 12171593719480320*t0^36*t1^4*t2^4*t3^4 - 4450823069237248*t0^36*t1^4*t3^8 + 5085241278464*t0^36*t1^3*t2^9 - 6983548103819264*t0^36*t1^3*t2^5*t3^4 - 1372190511464448*t0^36*t1^2*t2^6*t3^4 + 5664683906301952*t0^36*t1^2*t2^2*t3^8 + 252337918574592*t0^36*t1*t2^7*t3^4 + 185817465094144*t0^36*t2^8*t3^4 - 4450823069237248*t0^36*t2^4*t3^8 + 4169348092526592*t0^36*t3^12 - 3710851743744*t0^34*t1^11*t2*t3^2 - 175921860444160*t0^34*t1^10*t2^2*t3^2 - 317896299380736*t0^34*t1^9*t2^3*t3^2 + 540959720865792*t0^34*t1^8*t2^4*t3^2 + 1666859627708416*t0^34*t1^8*t3^6 + 6903283754991616*t0^34*t1^7*t2^5*t3^2 + 24720045049380864*t0^34*t1^7*t2*t3^6 + 13128168835645440*t0^34*t1^6*t2^6*t3^2 + 21618597625331712*t0^34*t1^6*t2^2*t3^6 + 6903283754991616*t0^34*t1^5*t2^7*t3^2 - 115251633457201152*t0^34*t1^5*t2^3*t3^6 + 540959720865792*t0^34*t1^4*t2^8*t3^2 - 219532889648267264*t0^34*t1^4*t2^4*t3^6 + 11540474045136896*t0^34*t1^4*t3^10 - 317896299380736*t0^34*t1^3*t2^9*t3^2 - 115251633457201152*t0^34*t1^3*t2^5*t3^6 - 175921860444160*t0^34*t1^2*t2^10*t3^2 + 21618597625331712*t0^34*t1^2*t2^6*t3^6 - 3606398139105280*t0^34*t1^2*t2^2*t3^10 - 3710851743744*t0^34*t1*t2^11*t3^2 + 24720045049380864*t0^34*t1*t2^7*t3^6 + 1666859627708416*t0^34*t2^8*t3^6 + 11540474045136896*t0^34*t2^4*t3^10 + 281474976710656*t0^34*t3^14 - 9771050598400*t0^32*t1^13*t2^3 + 2040109465600*t0^32*t1^12*t2^4 - 215504279044096*t0^32*t1^12*t3^4 + 49688476647424*t0^32*t1^11*t2^5 - 1009351674298368*t0^32*t1^11*t2*t3^4 + 365123759767552*t0^32*t1^10*t2^6 - 2711395674095616*t0^32*t1^10*t2^2*t3^4 - 7206955122688*t0^32*t1^9*t2^7 - 9132955897167872*t0^32*t1^9*t2^3*t3^4 - 799748680318976*t0^32*t1^8*t2^8 + 29232715647680512*t0^32*t1^8*t2^4*t3^4 + 58810677946482688*t0^32*t1^8*t3^8 - 7206955122688*t0^32*t1^7*t2^9 + 199938905246531584*t0^32*t1^7*t2^5*t3^4 + 205657052905734144*t0^32*t1^7*t2*t3^8 + 365123759767552*t0^32*t1^6*t2^10 + 324399910659031040*t0^32*t1^6*t2^6*t3^4 + 184471662861746176*t0^32*t1^6*t2^2*t3^8 + 49688476647424*t0^32*t1^5*t2^11 + 199938905246531584*t0^32*t1^5*t2^7*t3^4 - 79289082013810688*t0^32*t1^5*t2^3*t3^8 + 2040109465600*t0^32*t1^4*t2^12 + 29232715647680512*t0^32*t1^4*t2^8*t3^4 - 258541363178504192*t0^32*t1^4*t2^4*t3^8 - 16958867346817024*t0^32*t1^4*t3^12 - 9771050598400*t0^32*t1^3*t2^13 - 9132955897167872*t0^32*t1^3*t2^9*t3^4 - 79289082013810688*t0^32*t1^3*t2^5*t3^8 - 2711395674095616*t0^32*t1^2*t2^10*t3^4 + 184471662861746176*t0^32*t1^2*t2^6*t3^8 - 24066110508761088*t0^32*t1^2*t2^2*t3^12 - 1009351674298368*t0^32*t1*t2^11*t3^4 + 205657052905734144*t0^32*t1*t2^7*t3^8 - 215504279044096*t0^32*t2^12*t3^4 + 58810677946482688*t0^32*t2^8*t3^8 - 16958867346817024*t0^32*t2^4*t3^12 - 11681211533492224*t0^32*t3^16 + 1073741824*t0^30*t1^16*t3^2 + 6892348768256*t0^30*t1^15*t2*t3^2 + 209362475810816*t0^30*t1^14*t2^2*t3^2 + 885322682466304*t0^30*t1^13*t2^3*t3^2 - 596678331596800*t0^30*t1^12*t2^4*t3^2 - 10267239580172288*t0^30*t1^12*t3^6 - 13152853086437376*t0^30*t1^11*t2^5*t3^2 - 86523868524576768*t0^30*t1^11*t2*t3^6 - 38322421224177664*t0^30*t1^10*t2^6*t3^2 - 163405020073558016*t0^30*t1^10*t2^2*t3^6 - 86565666072559616*t0^30*t1^9*t2^7*t3^2 - 5980243743473664*t0^30*t1^9*t2^3*t3^6 - 121244686940635136*t0^30*t1^8*t2^8*t3^2 + 338801313959641088*t0^30*t1^8*t2^4*t3^6 + 20376149485944832*t0^30*t1^8*t3^10 - 86565666072559616*t0^30*t1^7*t2^9*t3^2 + 419490074275610624*t0^30*t1^7*t2^5*t3^6 + 1854876116058112*t0^30*t1^7*t2*t3^10 - 38322421224177664*t0^30*t1^6*t2^10*t3^2 + 312806660055760896*t0^30*t1^6*t2^6*t3^6 + 173784409839763456*t0^30*t1^6*t2^2*t3^10 - 13152853086437376*t0^30*t1^5*t2^11*t3^2 + 419490074275610624*t0^30*t1^5*t2^7*t3^6 + 889110182196412416*t0^30*t1^5*t2^3*t3^10 - 596678331596800*t0^30*t1^4*t2^12*t3^2 + 338801313959641088*t0^30*t1^4*t2^8*t3^6 + 1418273242807795712*t0^30*t1^4*t2^4*t3^10 + 10836786603360256*t0^30*t1^4*t3^14 + 885322682466304*t0^30*t1^3*t2^13*t3^2 - 5980243743473664*t0^30*t1^3*t2^9*t3^6 + 889110182196412416*t0^30*t1^3*t2^5*t3^10 + 209362475810816*t0^30*t1^2*t2^14*t3^2 - 163405020073558016*t0^30*t1^2*t2^10*t3^6 + 173784409839763456*t0^30*t1^2*t2^6*t3^10 + 80642580827602944*t0^30*t1^2*t2^2*t3^14 + 6892348768256*t0^30*t1*t2^15*t3^2 - 86523868524576768*t0^30*t1*t2^11*t3^6 + 1854876116058112*t0^30*t1*t2^7*t3^10 + 1073741824*t0^30*t2^16*t3^2 - 10267239580172288*t0^30*t2^12*t3^6 + 20376149485944832*t0^30*t2^8*t3^10 + 10836786603360256*t0^30*t2^4*t3^14 + 19421773393035264*t0^30*t3^18 - 536870912*t0^28*t1^18*t2^2 + 10074382663680*t0^28*t1^17*t2^3 + 41089952120832*t0^28*t1^16*t2^4 + 149196426444800*t0^28*t1^16*t3^4 - 38607997894656*t0^28*t1^15*t2^5 + 1767879405993984*t0^28*t1^15*t2*t3^4 - 877382361677824*t0^28*t1^14*t2^6 + 17993353169731584*t0^28*t1^14*t2^2*t3^4 - 1075607450419200*t0^28*t1^13*t2^7 + 98431242298458112*t0^28*t1^13*t2^3*t3^4 - 764087566860288*t0^28*t1^12*t2^8 + 170684311035445248*t0^28*t1^12*t2^4*t3\ ^4 - 160673833190162432*t0^28*t1^12*t3^8 + 997488437755904*t0^28*t1^11*t2^9 + 118597621286699008*t0^28*t1^11*t2^5*t3^4 - 617980510391500800*t0^28*t1^11*t2*t3^8 + 3414066282364928*t0^28*t1^10*t2^10 + 456773706119643136*t0^28*t1^10*t2^6*t3^4 - 656652533363638272*t0^28*t1^10*t2^2*t3^8 + 997488437755904*t0^28*t1^9*t2^11 + 1631723107997712384*t0^28*t1^9*t2^7*t3^4 + 434217482773856256*t0^28*t1^9*t2^3*t3^8 - 764087566860288*t0^28*t1^8*t2^12 + 2429691350426320896*t0^28*t1^8*t2^8*t3^4 + 404030940789080064*t0^28*t1^8*t2^4*t3^8 - 393453638929874944*t0^28*t1^8*t3^12 - 1075607450419200*t0^28*t1^7*t2^13 + 1631723107997712384*t0^28*t1^7*t2^9*t3^4 - 3381579347306479616*t0^28*t1^7*t2^5*t3^8 - 1495272042100948992*t0^28*t1^7*t2*t3^12 - 877382361677824*t0^28*t1^6*t2^14 + 456773706119643136*t0^28*t1^6*t2^10*t3^4 - 6202041627075149824*t0^28*t1^6*t2^6*t3^8 - 1651343319617241088*t0^28*t1^6*t2^2*t3^12 - 38607997894656*t0^28*t1^5*t2^15 + 118597621286699008*t0^28*t1^5*t2^11*t3^4 - 3381579347306479616*t0^28*t1^5*t2^7*t3^8 - 30102429345251328*t0^28*t1^5*t2^3*t3^12 + 41089952120832*t0^28*t1^4*t2^16 + 170684311035445248*t0^28*t1^4*t2^12*t3^4 + 404030940789080064*t0^28*t1^4*t2^8*t3^8 + 1104956409356746752*t0^28*t1^4*t2^4*t3^12 + 6403555720167424*t0^28*t1^4*t3^16 + 10074382663680*t0^28*t1^3*t2^17 + 98431242298458112*t0^28*t1^3*t2^13*t3^4 + 434217482773856256*t0^28*t1^3*t2^9*t3^8 - 30102429345251328*t0^28*t1^3*t2^5*t3^12 - 536870912*t0^28*t1^2*t2^18 + 17993353169731584*t0^28*t1^2*t2^14*t3^4 - 656652533363638272*t0^28*t1^2*t2^10*t3^8 - 1651343319617241088*t0^28*t1^2*t2^6*t3^12 - 109071553475379200*t0^28*t1^2*t2^2*t3^16 + 1767879405993984*t0^28*t1*t2^15*t3^4 - 617980510391500800*t0^28*t1*t2^11*t3^8 - 1495272042100948992*t0^28*t1*t2^7*t3^12 + 149196426444800*t0^28*t2^16*t3^4 - 160673833190162432*t0^28*t2^12*t3^8 - 393453638929874944*t0^28*t2^8*t3^12 + 6403555720167424*t0^28*t2^4*t3^16 - 8690539905941504*t0^28*t3^20 - 3758096384*t0^26*t1^20*t3^2 - 6805912551424*t0^26*t1^19*t2*t3^2 - 173879603494912*t0^26*t1^18*t2^2*t3^2 - 1027838824153088*t0^26*t1^17*t2^3*t3^2 - 2536020885110784*t0^26*t1^16*t2^4*t3^2 + 14190704016228352*t0^26*t1^16*t3^6 - 20015126346203136*t0^26*t1^15*t2^5*t3^2 + 122559933701947392*t0^26*t1^15*t2*t3^6 - 94811927045210112*t0^26*t1^14*t2^6*t3^2 + 534680195211198464*t0^26*t1^14*t2^2*t3^6 - 310055146165895168*t0^26*t1^13*t2^7*t3^2 + 2072011661262192640*t0^26*t1^13*t2^3*t3^6 - 935964082433949696*t0^26*t1^12*t2^8*t3^2 + 7213453653019983872*t0^26*t1^12*t2^4*t3^6 - 93225391895871488*t0^26*t1^12*t3^10 - 1972972276290682880*t0^26*t1^11*t2^9*\ t3^2 + 21019673525129052160*t0^26*t1^11*t2^5*t3^6 - 91161058814722048*t0^26*t1^11*t2*t3^10 - 2548245822324080640*t0^26*t1^10*t2^10*t3^2 + 47601964295028473856*t0^26*t1^10*t2^6*t3^6 + 1100303276147998720*t0^26*t1^10*t2^2*t3^10 - 1972972276290682880*t0^26*t1^9*t2^11*t3^2 + 79766614270755733504*t0^26*t1^9*t2^7*t3^6 + 3902316850314215424*t0^26*t1^9*t2^3*t3^10 - 935964082433949696*t0^26*t1^8*t2^12*t3^2 + 95154882247527497728*t0^26*t1^8*t2^8*t3^6 + 3362680391692451840*t0^26*t1^8*t2^4*t3^10 - 155572099237281792*t0^26*t1^8*t3^14 - 310055146165895168*t0^26*t1^7*t2^13*t\ 3^2 + 79766614270755733504*t0^26*t1^7*t2^9*t3^6 - 2351927939580297216*t0^26*t1^7*t2^5*t3^10 - 127997447124287488*t0^26*t1^7*t2*t3^14 - 94811927045210112*t0^26*t1^6*t2^14*t3^2 + 47601964295028473856*t0^26*t1^6*t2^10*t3^6 - 6145566311826063360*t0^26*t1^6*t2^6*t3^10 - 638411635458834432*t0^26*t1^6*t2^2*t3^14 - 20015126346203136*t0^26*t1^5*t2^15*t3^2 + 21019673525129052160*t0^26*t1^5*t2^11*t3^6 - 2351927939580297216*t0^26*t1^5*t2^7*t3^10 - 1884768538682458112*t0^26*t1^5*t2^3*t3^14 - 2536020885110784*t0^26*t1^4*t2^16*t3^2 + 7213453653019983872*t0^26*t1^4*t2^12*t3^6 + 3362680391692451840*t0^26*t1^4*t2^8*t3^10 - 2740396392789835776*t0^26*t1^4*t2^4*t3^14 - 18295873486192640*t0^26*t1^4*t3^18 - 1027838824153088*t0^26*t1^3*t2^17*t3^2 + 2072011661262192640*t0^26*t1^3*t2^13*t3^6 + 3902316850314215424*t0^26*t1^3*t2^9*t3^10 - 1884768538682458112*t0^26*t1^3*t2^5*t3^14 - 173879603494912*t0^26*t1^2*t2^18*t3^2 + 534680195211198464*t0^26*t1^2*t2^14*t3^6 + 1100303276147998720*t0^26*t1^2*t2^10*t3^10 - 638411635458834432*t0^26*t1^2*t2^6*t3^14 + 30645588089372672*t0^26*t1^2*t2^2*t3^18 - 6805912551424*t0^26*t1*t2^19*t3^2 + 122559933701947392*t0^26*t1*t2^15*t3^6 - 91161058814722048*t0^26*t1*t2^11*t3^10 - 127997447124287488*t0^26*t1*t2^7*t3^14 - 3758096384*t0^26*t2^20*t3^2 + 14190704016228352*t0^26*t2^16*t3^6 - 93225391895871488*t0^26*t2^12*t3^10 - 155572099237281792*t0^26*t2^8*t3^14 - 18295873486192640*t0^26*t2^4*t3^18 - 16466286137573376*t0^26*t3^22 + 1761607680*t0^24*t1^22*t2^2 - 6004548829184*t0^24*t1^21*t2^3 - 72633366347776*t0^24*t1^20*t2^4 - 62760209612800*t0^24*t1^20*t3^4 - 250782922309632*t0^24*t1^19*t2^5 - 1770907357937664*t0^24*t1^19*t2*t3^4 - 675847111442432*t0^24*t1^18*t2^6 - 28324658092703744*t0^24*t1^18*t2^2*t3^4 - 3217409863319552*t0^24*t1^17*t2^7 - 187617166449704960*t0^24*t1^17*t2^3*t3^4 - 10332048623403008*t0^24*t1^16*t2^8 - 795406766882947072*t0^24*t1^16*t2^4*t3\ ^4 + 196923249794220032*t0^24*t1^16*t3^8 - 25742423560814592*t0^24*t1^15*t2^9 - 3530446557528719360*t0^24*t1^15*t2^5*t\ 3^4 + 1186731646074748928*t0^24*t1^15*t2*t3^8 - 21573322194026496*t0^24*t1^14*t2^10 - 13652773580893585408*t0^24*t1^14*t2^6\ *t3^4 + 6176421459959742464*t0^24*t1^14*t2^2*t3^8 + 29015960023203840*t0^24*t1^13*t2^11 - 38833200751557214208*t0^24*t1^13*t2^7\ *t3^4 + 31527150446366949376*t0^24*t1^13*t2^3*t3^8 + 65709020811362304*t0^24*t1^12*t2^12 - 80325544750042054656*t0^24*t1^12*t2^8\ *t3^4 + 123220109543012827136*t0^24*t1^12*t2^4*t3^8 + 665147360199835648*t0^24*t1^12*t3^12 + 29015960023203840*t0^24*t1^11*t2^13 - 123467128017352916992*t0^24*t1^11*t2^9*t3^4 + 342050841552429776896*t0^24*t1^11*t2^5*t3^8 + 2372563573810397184*t0^24*t1^11*t2*t3^12 - 21573322194026496*t0^24*t1^10*t2^14 - 142438234820809064448*t0^24*t1^10*t2^\ 10*t3^4 + 690018802605882343424*t0^24*t1^10*t2^6*t3^8 + 3421185405406412800*t0^24*t1^10*t2^2*t3^12 - 25742423560814592*t0^24*t1^9*t2^15 - 123467128017352916992*t0^24*t1^9*t2^11\ *t3^4 + 1038804783130531069952*t0^24*t1^9*t2^7*t3^8 + 956324977269800960*t0^24*t1^9*t2^3*t3^12 - 10332048623403008*t0^24*t1^8*t2^16 - 80325544750042054656*t0^24*t1^8*t2^12*\ t3^4 + 1187995876888101781504*t0^24*t1^8*t2^8*t3^8 + 1995376109901840384*t0^24*t1^8*t2^4*t3^12 + 1219437560040783872*t0^24*t1^8*t3^16 - 3217409863319552*t0^24*t1^7*t2^17 - 38833200751557214208*t0^24*t1^7*t2^13*t3^4 + 1038804783130531069952*t0^24*t1^7*t2^9*t3^8 + 12934185847447617536*t0^24*t1^7*t2^5*t3^12 + 4056331491330752512*t0^24*t1^7*t2*t3^16 - 675847111442432*t0^24*t1^6*t2^18 - 13652773580893585408*t0^24*t1^6*t2^14*t3^4 + 690018802605882343424*t0^24*t1^6*t2^10*t3^8 + 20918872823461576704*t0^24*t1^6*t2^6*t3^12 + 4976090560151420928*t0^24*t1^6*t2^2*t3^16 - 250782922309632*t0^24*t1^5*t2^19 - 3530446557528719360*t0^24*t1^5*t2^15*t3^4 + 342050841552429776896*t0^24*t1^5*t2^11*t3^8 + 12934185847447617536*t0^24*t1^5*t2^7*t3^12 + 709336732520153088*t0^24*t1^5*t2^3*t3^16 - 72633366347776*t0^24*t1^4*t2^20 - 795406766882947072*t0^24*t1^4*t2^16*t3^4 + 123220109543012827136*t0^24*t1^4*t2^12*t3^8 + 1995376109901840384*t0^24*t1^4*t2^8*t3^12 - 2236032816942940160*t0^24*t1^4*t2^4*t3^16 + 15094095626108928*t0^24*t1^4*t3^20 - 6004548829184*t0^24*t1^3*t2^21 - 187617166449704960*t0^24*t1^3*t2^17*t3^4 + 31527150446366949376*t0^24*t1^3*t2^13*t3^8 + 956324977269800960*t0^24*t1^3*t2^9*t3^12 + 709336732520153088*t0^24*t1^3*t2^5*t3^16 + 1761607680*t0^24*t1^2*t2^22 - 28324658092703744*t0^24*t1^2*t2^18*t3^4 + 6176421459959742464*t0^24*t1^2*t2^14*t3^8 + 3421185405406412800*t0^24*t1^2*t2^10*t3^12 + 4976090560151420928*t0^24*t1^2*t2^6*t3^16 + 127156320729038848*t0^24*t1^2*t2^2*t3^20 - 1770907357937664*t0^24*t1*t2^19*t3^4 + 1186731646074748928*t0^24*t1*t2^15*t3^8 + 2372563573810397184*t0^24*t1*t2^11*t3^12 + 4056331491330752512*t0^24*t1*t2^7*t3^16 - 62760209612800*t0^24*t2^20*t3^4 + 196923249794220032*t0^24*t2^16*t3^8 + 665147360199835648*t0^24*t2^12*t3^12 + 1219437560040783872*t0^24*t2^8*t3^16 + 15094095626108928*t0^24*t2^4*t3^20 + 30188191252217856*t0^24*t3^24 + 5100273664*t0^22*t1^24*t3^2 + 3847871266816*t0^22*t1^23*t2*t3^2 + 109633939177472*t0^22*t1^22*t2^2*t3^2 + 812030223187968*t0^22*t1^21*t2^3*t3^2 + 7669564036874240*t0^22*t1^20*t2^4*t3^2 - 7592049406640128*t0^22*t1^20*t3^6 + 71612794759282688*t0^22*t1^19*t2^5*t3^2 - 90084599350165504*t0^22*t1^19*t2*t3^6 + 400935088969220096*t0^22*t1^18*t2^6*t3^2 - 811936126762745856*t0^22*t1^18*t2^2*t3^6 + 1798254888472281088*t0^22*t1^17*t2^7*t3^2 - 5477975599492366336*t0^22*t1^17*t2^3*t3^6 + 6373391514965377024*t0^22*t1^16*t2^8*t3^2 - 28794338483711770624*t0^22*t1^16*t2^4*t3^6 + 373783248133685248*t0^22*t1^16*t3^10 + 16648226184676507648*t0^22*t1^15*t2^9*t3^2 - 117930783940620058624*t0^22*t1^15*t2^5*t3^6 + 5881053839225782272*t0^22*t1^15*t2*t3^10 + 32168845326759755776*t0^22*t1^14*t2^10*t3^2 - 369261136243786252288*t0^22*t1^14*t2^6*t3^6 + 48260697963385323520*t0^22*t1^14*t2^2*t3^10 + 47193761128820768768*t0^22*t1^13*t2^11*t3^2 - 880109625780757069824*t0^22*t1^13*t2^7*t3^6 + 254541108086933815296*t0^22*t1^13*t2^3*t3^10 + 53538859033173164032*t0^22*t1^12*t2^12*t3^2 - 1612699141259533484032*t0^22*t1^12*t2^8*t3^6 + 914389619639148609536*t0^22*t1^12*t2^4*t3^10 + 110085303196188672*t0^22*t1^12*t3^14 + 47193761128820768768*t0^22*t1^11*t2^13*t3^2 - 2303012666121142665216*t0^22*t1^11*t2^9*t3^6 + 2347560289440731496448*t0^22*t1^11*t2^5*t3^10 + 100835111871709184*t0^22*t1^11*t2*t3^14 + 32168845326759755776*t0^22*t1^10*t2^14*t3^2 - 2589924940440622071808*t0^22*t1^10*t2^10*t3^6 + 4472279562865409523712*t0^22*t1^10*t2^6*t3^10 - 5787538937543131136*t0^22*t1^10*t2^2*t3^14 + 16648226184676507648*t0^22*t1^9*t2^15*t3^2 - 2303012666121142665216*t0^22*t1^9*t2^11*t3^6 + 6503034369123454812160*t0^22*t1^9*t2^7*t3^10 - 19962760601691750400*t0^22*t1^9*t2^3*t3^14 + 6373391514965377024*t0^22*t1^8*t2^16*t3^2 - 1612699141259533484032*t0^22*t1^8*t2^12*t3^6 + 7351676166570833346560*t0^22*t1^8*t2^8*t3^10 - 23309587135223300096*t0^22*t1^8*t2^4*t3^14 + 97500293104664576*t0^22*t1^8*t3^18 + 1798254888472281088*t0^22*t1^7*t2^17*t\ 3^2 - 880109625780757069824*t0^22*t1^7*t2^13*t3^6 + 6503034369123454812160*t0^22*t1^7*t2^9*t3^10 - 2380842896367550464*t0^22*t1^7*t2^5*t3^14 + 173479295363055616*t0^22*t1^7*t2*t3^18 + 400935088969220096*t0^22*t1^6*t2^18*t3^2 - 369261136243786252288*t0^22*t1^6*t2^14*t3^6 + 4472279562865409523712*t0^22*t1^6*t2^10*t3^10 + 12964086516409171968*t0^22*t1^6*t2^6*t3^14 + 298807678010916864*t0^22*t1^6*t2^2*t3^18 + 71612794759282688*t0^22*t1^5*t2^19*t3^2 - 117930783940620058624*t0^22*t1^5*t2^15*t3^6 + 2347560289440731496448*t0^22*t1^5*t2^11*t3^10 - 2380842896367550464*t0^22*t1^5*t2^7*t3^14 + 1327068203527962624*t0^22*t1^5*t2^3*t3^18 + 7669564036874240*t0^22*t1^4*t2^20*t3^2 - 28794338483711770624*t0^22*t1^4*t2^16*t3^6 + 914389619639148609536*t0^22*t1^4*t2^12*t3^10 - 23309587135223300096*t0^22*t1^4*t2^8*t3^14 + 1325615198911856640*t0^22*t1^4*t2^4*t3^18 - 10062730417405952*t0^22*t1^4*t3^22 + 812030223187968*t0^22*t1^3*t2^21*t3^2 - 5477975599492366336*t0^22*t1^3*t2^17*t3^6 + 254541108086933815296*t0^22*t1^3*t2^13*t3^10 - 19962760601691750400*t0^22*t1^3*t2^9*t3^14 + 1327068203527962624*t0^22*t1^3*t2^5*t3^18 + 109633939177472*t0^22*t1^2*t2^22*t3^2 - 811936126762745856*t0^22*t1^2*t2^18*t3^6 + 48260697963385323520*t0^22*t1^2*t2^14*t3^10 - 5787538937543131136*t0^22*t1^2*t2^10*t3^14 + 298807678010916864*t0^22*t1^2*t2^6*t3^18 - 211317338765524992*t0^22*t1^2*t2^2*t3^22 + 3847871266816*t0^22*t1*t2^23*t3^2 - 90084599350165504*t0^22*t1*t2^19*t3^6 + 5881053839225782272*t0^22*t1*t2^15*t3^10 + 100835111871709184*t0^22*t1*t2^11*t3^14 + 173479295363055616*t0^22*t1*t2^7*t3^18 + 5100273664*t0^22*t2^24*t3^2 - 7592049406640128*t0^22*t2^20*t3^6 + 373783248133685248*t0^22*t2^16*t3^10 + 110085303196188672*t0^22*t2^12*t3^14 + 97500293104664576*t0^22*t2^8*t3^18 - 10062730417405952*t0^22*t2^4*t3^22 - 16466286137573376*t0^22*t3^26 - 2197815296*t0^20*t1^26*t2^2 + 2066374197248*t0^20*t1^25*t2^3 + 52241834704896*t0^20*t1^24*t2^4 + 15822927953920*t0^20*t1^24*t3^4 + 496994934063104*t0^20*t1^23*t2^5 + 1018750841126912*t0^20*t1^23*t2*t3^4 + 3417562956169216*t0^20*t1^22*t2^6 + 19098064694280192*t0^20*t1^22*t2^2*t3^4 + 18080499004080128*t0^20*t1^21*t2^7 + 167239681497366528*t0^20*t1^21*t2^3*t3^4 + 72682377561767936*t0^20*t1^20*t2^8 + 1229467559921713152*t0^20*t1^20*t2^4*t\ 3^4 - 131363475271188480*t0^20*t1^20*t3^8 + 203678323279134720*t0^20*t1^19*t2^9 + 7592486870936715264*t0^20*t1^19*t2^5*\ t3^4 - 1342911528281571328*t0^20*t1^19*t2*t3^8 + 347393372731736064*t0^20*t1^18*t2^10 + 35009268387613245440*t0^20*t1^18*t2^6*t3^4 - 11851006494776492032*t0^20*t1^18*t2^2*t3^8 + 303850743230627840*t0^20*t1^17*t2^11 + 121322858986380197888*t0^20*t1^17*t2^7*t3^4 - 78238674252671746048*t0^20*t1^17*t2^3*t3^8 - 49378209283702784*t0^20*t1^16*t2^12 + 325366334877698359296*t0^20*t1^16*t2^\ 8*t3^4 - 373049292062361387008*t0^20*t1^16*t2^4*t3^8 + 1308200199595753472*t0^20*t1^16*t3^12 - 525229017519882240*t0^20*t1^15*t2^13 + 688914722546685837312*t0^20*t1^15*t2^9*t3^4 - 1329889973539910451200*t0^20*t1^15*t2^5*t3^8 + 26825731894574841856*t0^20*t1^15*t2*t3^12 - 750093905810161664*t0^20*t1^14*t2^14 + 1165858500723404177408*t0^20*t1^14*t2^10*t3^4 - 3655921895929324503040*t0^20*t1^14*t2^6*t3^8 + 216561215262362173440*t0^20*t1^14*t2^2*t3^12 - 525229017519882240*t0^20*t1^13*t2^15 + 1591631951083803246592*t0^20*t1^13*t2^11*t3^4 - 7895739097282787672064*t0^20*t1^13*t2^7*t3^8 + 1049454920864060407808*t0^20*t1^13*t2^3*t3^12 - 49378209283702784*t0^20*t1^12*t2^16 + 1764197851800432279552*t0^20*t1^12*t2\ ^12*t3^4 - 13559275245372241346560*t0^20*t1^12*t2^8*t3^8 + 3495721231471469395968*t0^20*t1^12*t2^4*t3^12 - 538035019935907840*t0^20*t1^12*t3^16 + 303850743230627840*t0^20*t1^11*t2^17 + 1591631951083803246592*t0^20*t1^11*t2^13*t3^4 - 18678347096275128680448*t0^20*t1^11*t2^9*t3^8 + 8521283067004594421760*t0^20*t1^11*t2^5*t3^12 - 1683767917520355328*t0^20*t1^11*t2*t3^16 + 347393372731736064*t0^20*t1^10*t2^18 + 1165858500723404177408*t0^20*t1^10*t2^14*t3^4 - 20767269926844049129472*t0^20*t1^10*t2^10*t3^8 + 15745425286226369314816*t0^20*t1^10*t2^6*t3^12 - 2802353873015013376*t0^20*t1^10*t2^2*t3^16 + 203678323279134720*t0^20*t1^9*t2^19 + 688914722546685837312*t0^20*t1^9*t2^1\ 5*t3^4 - 18678347096275128680448*t0^20*t1^9*t2^11*t3^8 + 22561301945957130174464*t0^20*t1^9*t2^7*t3^12 - 1365651990691971072*t0^20*t1^9*t2^3*t3^16 + 72682377561767936*t0^20*t1^8*t2^20 + 325366334877698359296*t0^20*t1^8*t2^16\ *t3^4 - 13559275245372241346560*t0^20*t1^8*t2^12*t3^8 + 25398643432581159190528*t0^20*t1^8*t2^8*t3^12 - 2286766482471780352*t0^20*t1^8*t2^4*t3^16 - 1697903239007043584*t0^20*t1^8*t3^20 + 18080499004080128*t0^20*t1^7*t2^21 + 121322858986380197888*t0^20*t1^7*t2^17*t3^4 - 7895739097282787672064*t0^20*t1^7*t2^13*t3^8 + 22561301945957130174464*t0^20*t1^7*t2^9*t3^12 - 10054284793715097600*t0^20*t1^7*t2^5*t3^16 - 5678052868184080384*t0^20*t1^7*t2*t3^20 + 3417562956169216*t0^20*t1^6*t2^22 + 35009268387613245440*t0^20*t1^6*t2^18*t3^4 - 3655921895929324503040*t0^20*t1^6*t2^14*t3^8 + 15745425286226369314816*t0^20*t1^6*t2^10*t3^12 - 14744006725778538496*t0^20*t1^6*t2^6*t3^16 - 6727463049617211392*t0^20*t1^6*t2^2*t3^20 + 496994934063104*t0^20*t1^5*t2^23 + 7592486870936715264*t0^20*t1^5*t2^19*t3^4 - 1329889973539910451200*t0^20*t1^5*t2^15*t3^8 + 8521283067004594421760*t0^20*t1^5*t2^11*t3^12 - 10054284793715097600*t0^20*t1^5*t2^7*t3^16 - 1618266711318855680*t0^20*t1^5*t2^3*t3^20 + 52241834704896*t0^20*t1^4*t2^24 + 1229467559921713152*t0^20*t1^4*t2^20*t3^4 - 373049292062361387008*t0^20*t1^4*t2^16*t3^8 + 3495721231471469395968*t0^20*t1^4*t2^12*t3^12 - 2286766482471780352*t0^20*t1^4*t2^8*t3^16 + 3235919895149412352*t0^20*t1^4*t2^4*t3^20 + 15094095626108928*t0^20*t1^4*t3^24 + 2066374197248*t0^20*t1^3*t2^25 + 167239681497366528*t0^20*t1^3*t2^21*t3^4 - 78238674252671746048*t0^20*t1^3*t2^17*t3^8 + 1049454920864060407808*t0^20*t1^3*t2^13*t3^12 - 1365651990691971072*t0^20*t1^3*t2^9*t3^16 - 1618266711318855680*t0^20*t1^3*t2^5*t3^20 - 2197815296*t0^20*t1^2*t2^26 + 19098064694280192*t0^20*t1^2*t2^22*t3^4 - 11851006494776492032*t0^20*t1^2*t2^18*t3^8 + 216561215262362173440*t0^20*t1^2*t2^14*t3^12 - 2802353873015013376*t0^20*t1^2*t2^10*t3^16 - 6727463049617211392*t0^20*t1^2*t2^6*t3^20 + 127156320729038848*t0^20*t1^2*t2^2*t3^24 + 1018750841126912*t0^20*t1*t2^23*t3^4 - 1342911528281571328*t0^20*t1*t2^19*t3^8 + 26825731894574841856*t0^20*t1*t2^15*t3^12 - 1683767917520355328*t0^20*t1*t2^11*t3^16 - 5678052868184080384*t0^20*t1*t2^7*t3^20 + 15822927953920*t0^20*t2^24*t3^4 - 131363475271188480*t0^20*t2^20*t3^8 + 1308200199595753472*t0^20*t2^16*t3^12 - 538035019935907840*t0^20*t2^12*t3^16 - 1697903239007043584*t0^20*t2^8*t3^20 + 15094095626108928*t0^20*t2^4*t3^24 - 8690539905941504*t0^20*t3^28 - 3355443200*t0^18*t1^28*t3^2 - 1263550857216*t0^18*t1^27*t2*t3^2 - 48209565057024*t0^18*t1^26*t2^2*t3^2 - 624629014069248*t0^18*t1^25*t2^3*t3^2 - 8043191563452416*t0^18*t1^24*t2^4*t3^2 + 1100863200296960*t0^18*t1^24*t3^6 - 73496041701244928*t0^18*t1^23*t2^5*t3^2 + 33921372983918592*t0^18*t1^23*t2*t3^6 - 491075320225464320*t0^18*t1^22*t2^6*t3^2 + 558762543179366400*t0^18*t1^22*t2^2*t3^6 - 2628694348711067648*t0^18*t1^21*t2^7*t3^2 + 5175490958657060864*t0^18*t1^21*t2^3*t3^6 - 10697388300437553152*t0^18*t1^20*t2^8*t3^2 + 34626178038194241536*t0^18*t1^20*t2^4*t3^6 - 451020499179274240*t0^18*t1^20*t3^10 - 33025256677248598016*t0^18*t1^19*t2^9*t3^2 + 172525762166688579584*t0^18*t1^19*t2^5*t3^6 - 8690711074883764224*t0^18*t1^19*t2*t3^10 - 79812978935395778560*t0^18*t1^18*t2^10*t3^2 + 652858734035412713472*t0^18*t1^18*t2^6*t3^6 - 79641230073934118912*t0^18*t1^18*t2^2*t3^10 - 155237660670713397248*t0^18*t1^17*t2^11*t3^2 + 1927762233526740582400*t0^18*t1^17*t2^7*t3^6 - 474753812964378148864*t0^18*t1^17*t2^3*t3^10 - 247192300047516565504*t0^18*t1^16*t2^12*t3^2 + 4555454779210543923200*t0^18*t1^16*t2^8*t3^6 - 2032042123226599391232*t0^18*t1^16*t2^4*t3^10 + 4321370687982796800*t0^18*t1^16*t3^14 - 325544859651532652544*t0^18*t1^15*t2^13*t3^2 + 8771458257077074395136*t0^18*t1^15*t2^9*t3^6 - 6606559835912239316992*t0^18*t1^15*t2^5*t3^10 + 67835868304904290304*t0^18*t1^15*t2*t3^14 - 356610481674407378944*t0^18*t1^14*t2^14*t3^2 + 13916286017753554354176*t0^18*t1^14*t2^10*t3^6 - 16868894982727603847168*t0^18*t1^14*t2^6*t3^10 + 505022473230815854592*t0^18*t1^14*t2^2*t3^14 - 325544859651532652544*t0^18*t1^13*t2^15*t3^2 + 18311520795784242003968*t0^18*t1^13*t2^11*t3^6 - 34493590146785099120640*t0^18*t1^13*t2^7*t3^10 + 2325894118859253743616*t0^18*t1^13*t2^3*t3^14 - 247192300047516565504*t0^18*t1^12*t2^16*t3^2 + 20057530861865236692992*t0^18*t1^12*t2^12*t3^6 - 57115137988440790925312*t0^18*t1^12*t2^8*t3^10 + 7472173910558553145344*t0^18*t1^12*t2^4*t3^14 + 54368650970267648*t0^18*t1^12*t3^18 - 155237660670713397248*t0^18*t1^11*t2^\ 17*t3^2 + 18311520795784242003968*t0^18*t1^11*t2^13*t3^6 - 77100715015442293325824*t0^18*t1^11*t2^9*t3^10 + 17775002664549251809280*t0^18*t1^11*t2^5*t3^14 + 14095464190181376*t0^18*t1^11*t2*t3^18 - 79812978935395778560*t0^18*t1^10*t2^18*t3^2 + 13916286017753554354176*t0^18*t1^10*t2^14*t3^6 - 85175228374658163146752*t0^18*t1^10*t2^10*t3^10 + 32410390656464535420928*t0^18*t1^10*t2^6*t3^14 + 9782697999950938112*t0^18*t1^10*t2^2*t3^18 - 33025256677248598016*t0^18*t1^9*t2^19*t3^2 + 8771458257077074395136*t0^18*t1^9*t2^15*t3^6 - 77100715015442293325824*t0^18*t1^9*t2^11*t3^10 + 46174696292268189417472*t0^18*t1^9*t2^7*t3^14 + 32101958585449185280*t0^18*t1^9*t2^3*t3^18 - 10697388300437553152*t0^18*t1^8*t2^20*t3^2 + 4555454779210543923200*t0^18*t1^8*t2^16*t3^6 - 57115137988440790925312*t0^18*t1^8*t2^12*t3^10 + 51905014196870072762368*t0^18*t1^8*t2^8*t3^14 + 38931402163176341504*t0^18*t1^8*t2^4*t3^18 + 97500293104664576*t0^18*t1^8*t3^22 - 2628694348711067648*t0^18*t1^7*t2^21*t\ 3^2 + 1927762233526740582400*t0^18*t1^7*t2^17*t3^6 - 34493590146785099120640*t0^18*t1^7*t2^13*t3^10 + 46174696292268189417472*t0^18*t1^7*t2^9*t3^14 + 9216237305902137344*t0^18*t1^7*t2^5*t3^18 + 173479295363055616*t0^18*t1^7*t2*t3^22 - 491075320225464320*t0^18*t1^6*t2^22*t3^2 + 652858734035412713472*t0^18*t1^6*t2^18*t3^6 - 16868894982727603847168*t0^18*t1^6*t2^14*t3^10 + 32410390656464535420928*t0^18*t1^6*t2^10*t3^14 - 14883385217761935360*t0^18*t1^6*t2^6*t3^18 + 298807678010916864*t0^18*t1^6*t2^2*t3^22 - 73496041701244928*t0^18*t1^5*t2^23*t3^2 + 172525762166688579584*t0^18*t1^5*t2^19*t3^6 - 6606559835912239316992*t0^18*t1^5*t2^15*t3^10 + 17775002664549251809280*t0^18*t1^5*t2^11*t3^14 + 9216237305902137344*t0^18*t1^5*t2^7*t3^18 + 1327068203527962624*t0^18*t1^5*t2^3*t3^22 - 8043191563452416*t0^18*t1^4*t2^24*t3^2 + 34626178038194241536*t0^18*t1^4*t2^20*t3^6 - 2032042123226599391232*t0^18*t1^4*t2^16*t3^10 + 7472173910558553145344*t0^18*t1^4*t2^12*t3^14 + 38931402163176341504*t0^18*t1^4*t2^8*t3^18 + 1325615198911856640*t0^18*t1^4*t2^4*t3^22 - 18295873486192640*t0^18*t1^4*t3^26 - 624629014069248*t0^18*t1^3*t2^25*t3^2 + 5175490958657060864*t0^18*t1^3*t2^21*t3^6 - 474753812964378148864*t0^18*t1^3*t2^17*t3^10 + 2325894118859253743616*t0^18*t1^3*t2^13*t3^14 + 32101958585449185280*t0^18*t1^3*t2^9*t3^18 + 1327068203527962624*t0^18*t1^3*t2^5*t3^22 - 48209565057024*t0^18*t1^2*t2^26*t3^2 + 558762543179366400*t0^18*t1^2*t2^22*t3^6 - 79641230073934118912*t0^18*t1^2*t2^18*t3^10 + 505022473230815854592*t0^18*t1^2*t2^14*t3^14 + 9782697999950938112*t0^18*t1^2*t2^10*t3^18 + 298807678010916864*t0^18*t1^2*t2^6*t3^22 + 30645588089372672*t0^18*t1^2*t2^2*t3^26 - 1263550857216*t0^18*t1*t2^27*t3^2 + 33921372983918592*t0^18*t1*t2^23*t3^6 - 8690711074883764224*t0^18*t1*t2^19*t3^10 + 67835868304904290304*t0^18*t1*t2^15*t3^14 + 14095464190181376*t0^18*t1*t2^11*t3^18 + 173479295363055616*t0^18*t1*t2^7*t3^22 - 3355443200*t0^18*t2^28*t3^2 + 1100863200296960*t0^18*t2^24*t3^6 - 451020499179274240*t0^18*t2^20*t3^10 + 4321370687982796800*t0^18*t2^16*t3^14 + 54368650970267648*t0^18*t2^12*t3^18 + 97500293104664576*t0^18*t2^8*t3^22 - 18295873486192640*t0^18*t2^4*t3^26 + 19421773393035264*t0^18*t3^30 - 65536*t0^16*t1^31*t2 + 1288175616*t0^16*t1^30*t2^2 - 375560863744*t0^16*t1^29*t2^3 - 17199698345984*t0^16*t1^28*t2^4 - 2545304993792*t0^16*t1^28*t3^4 - 319853544210432*t0^16*t1^27*t2^5 - 263566372372480*t0^16*t1^27*t2*t3^4 - 3285287077412864*t0^16*t1^26*t2^6 - 5586569842917376*t0^16*t1^26*t2^2*t3^4 - 23324865766162432*t0^16*t1^25*t2^7 - 76190820188815360*t0^16*t1^25*t2^3*t3^\ 4 - 115956742567886848*t0^16*t1^24*t2^8 - 799973985176518656*t0^16*t1^24*t2^4*t3^4 + 40785985474134016*t0^16*t1^24*t3^8 - 394988875577753600*t0^16*t1^23*t2^9 - 5777611292227403776*t0^16*t1^23*t2^5*t3^4 + 610620594169315328*t0^16*t1^23*t2*t3^8 - 929108247799660544*t0^16*t1^22*t2^10 - 30211814143677169664*t0^16*t1^22*t2^6*t3^4 + 7105422699370905600*t0^16*t1^22*t2^2*t3^8 - 1534384007145979904*t0^16*t1^21*t2^11 - 120775899549723000832*t0^16*t1^21*t2^7*t3^4 + 56594162380106104832*t0^16*t1^21*t2^3*t3^8 - 1690919405112197120*t0^16*t1^20*t2^12 - 381726387100926869504*t0^16*t1^20*t2^8*t3^4 + 320361773392833019904*t0^16*t1^20*t2^4*t3^8 - 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7346931231863852761088*t0^16*t1^14*t2^14*t3^4 + 74493799381021054992384*t0^16*t1^14*t2^10*t3^8 - 40639479959910510231552*t0^16*t1^14*t2^6*t3^12 + 660461907190386524160*t0^16*t1^14*t2^2*t3^16 - 860802088024145920*t0^16*t1^13*t2^19 - 6795739590189821984768*t0^16*t1^13*t2^15*t3^4 + 95916106089006765178880*t0^16*t1^13*t2^11*t3^8 - 80799215850947814096896*t0^16*t1^13*t2^7*t3^12 + 3002999447853734035456*t0^16*t1^13*t2^3*t3^16 - 1690919405112197120*t0^16*t1^12*t2^20 - 5371029411232489668608*t0^16*t1^12*t2^16*t3^4 + 104320176933127506100224*t0^16*t1^12*t2^12*t3^8 - 131299776860016074555392*t0^16*t1^12*t2^8*t3^12 + 9547297385075349389312*t0^16*t1^12*t2^4*t3^16 - 538035019935907840*t0^16*t1^12*t3^20 - 1534384007145979904*t0^16*t1^11*t2^21 - 3612775768814130298880*t0^16*t1^11*t2^17*t3^4 + 95916106089006765178880*t0^16*t1^11*t2^13*t3^8 - 175383319155741665787904*t0^16*t1^11*t2^9*t3^12 + 22561334052905694527488*t0^16*t1^11*t2^5*t3^16 - 1683767917520355328*t0^16*t1^11*t2*t3^20 - 929108247799660544*t0^16*t1^10*t2^22 - 2053512797908673495040*t0^16*t1^10*t2^18*t3^4 + 74493799381021054992384*t0^16*t1^10*t2^14*t3^8 - 193097872084437854846976*t0^16*t1^10*t2^10*t3^12 + 40989256364534328721408*t0^16*t1^10*t2^6*t3^16 - 2802353873015013376*t0^16*t1^10*t2^2*t3^20 - 394988875577753600*t0^16*t1^9*t2^23 - 975639690339038527488*t0^16*t1^9*t2^1\ 9*t3^4 + 48743330049658460307456*t0^16*t1^9*t2^15*t3^8 - 175383319155741665787904*t0^16*t1^9*t2^11*t3^12 + 58312453893267208011776*t0^16*t1^9*t2^7*t3^16 - 1365651990691971072*t0^16*t1^9*t2^3*t3^20 - 115956742567886848*t0^16*t1^8*t2^24 - 381726387100926869504*t0^16*t1^8*t2^2\ 0*t3^4 + 26733233854543499886592*t0^16*t1^8*t2^16*t3^8 - 131299776860016074555392*t0^16*t1^8*t2^12*t3^12 + 65528011824496929406976*t0^16*t1^8*t2^8*t3^16 - 2286766482471780352*t0^16*t1^8*t2^4*t3^20 + 1219437560040783872*t0^16*t1^8*t3^24 - 23324865766162432*t0^16*t1^7*t2^25 - 120775899549723000832*t0^16*t1^7*t2^21*t3^4 + 12182080556897360936960*t0^16*t1^7*t2^17*t3^8 - 80799215850947814096896*t0^16*t1^7*t2^13*t3^12 + 58312453893267208011776*t0^16*t1^7*t2^9*t3^16 - 10054284793715097600*t0^16*t1^7*t2^5*t3^20 + 4056331491330752512*t0^16*t1^7*t2*t3^24 - 3285287077412864*t0^16*t1^6*t2^26 - 30211814143677169664*t0^16*t1^6*t2^22*t3^4 + 4549260320770931818496*t0^16*t1^6*t2^18*t3^8 - 40639479959910510231552*t0^16*t1^6*t2^14*t3^12 + 40989256364534328721408*t0^16*t1^6*t2^10*t3^16 - 14744006725778538496*t0^16*t1^6*t2^6*t3^20 + 4976090560151420928*t0^16*t1^6*t2^2*t3^24 - 319853544210432*t0^16*t1^5*t2^27 - 5777611292227403776*t0^16*t1^5*t2^23*t3^4 + 1365070077268416528384*t0^16*t1^5*t2^19*t3^8 - 16535639066676557774848*t0^16*t1^5*t2^15*t3^12 + 22561334052905694527488*t0^16*t1^5*t2^11*t3^16 - 10054284793715097600*t0^16*t1^5*t2^7*t3^20 + 709336732520153088*t0^16*t1^5*t2^3*t3^24 - 17199698345984*t0^16*t1^4*t2^28 - 799973985176518656*t0^16*t1^4*t2^24*t3^4 + 320361773392833019904*t0^16*t1^4*t2^20*t3^8 - 5348999742402685042688*t0^16*t1^4*t2^16*t3^12 + 9547297385075349389312*t0^16*t1^4*t2^12*t3^16 - 2286766482471780352*t0^16*t1^4*t2^8*t3^20 - 2236032816942940160*t0^16*t1^4*t2^4*t3^24 + 6403555720167424*t0^16*t1^4*t3^28 - 375560863744*t0^16*t1^3*t2^29 - 76190820188815360*t0^16*t1^3*t2^25*t3^4 + 56594162380106104832*t0^16*t1^3*t2^21*t3^8 - 1334427194321597890560*t0^16*t1^3*t2^17*t3^12 + 3002999447853734035456*t0^16*t1^3*t2^13*t3^16 - 1365651990691971072*t0^16*t1^3*t2^9*t3^20 + 709336732520153088*t0^16*t1^3*t2^5*t3^24 + 1288175616*t0^16*t1^2*t2^30 - 5586569842917376*t0^16*t1^2*t2^26*t3^4 + 7105422699370905600*t0^16*t1^2*t2^22*t3^8 - 243167852241746919424*t0^16*t1^2*t2^18*t3^12 + 660461907190386524160*t0^16*t1^2*t2^14*t3^16 - 2802353873015013376*t0^16*t1^2*t2^10*t3^20 + 4976090560151420928*t0^16*t1^2*t2^6*t3^24 - 109071553475379200*t0^16*t1^2*t2^2*t3^28 - 65536*t0^16*t1*t2^31 - 263566372372480*t0^16*t1*t2^27*t3^4 + 610620594169315328*t0^16*t1*t2^23*t3^\ 8 - 28838763874148679680*t0^16*t1*t2^19*t3^12 + 91440464398880079872*t0^16*t1*t2^15*t3^16 - 1683767917520355328*t0^16*t1*t2^11*t3^20 + 4056331491330752512*t0^16*t1*t2^7*t3^24 - 2545304993792*t0^16*t2^28*t3^4 + 40785985474134016*t0^16*t2^24*t3^8 - 1646406001307418624*t0^16*t2^20*t3^12 + 6017509499663810560*t0^16*t2^16*t3^16 - 538035019935907840*t0^16*t2^12*t3^20 + 1219437560040783872*t0^16*t2^8*t3^24 + 6403555720167424*t0^16*t2^4*t3^28 - 11681211533492224*t0^16*t3^32 + 1087127552*t0^14*t1^32*t3^2 + 239716204544*t0^14*t1^31*t2*t3^2 + 12261486624768*t0^14*t1^30*t2^2*t3^2 + 308438511976448*t0^14*t1^29*t2^3*t3^2 + 4035562433019904*t0^14*t1^28*t2^4*t3^2 + 173818400210944*t0^14*t1^28*t3^6 + 38282850595700736*t0^14*t1^27*t2^5*t3^2 - 4061581625262080*t0^14*t1^27*t2*t3^6 + 279410244432035840*t0^14*t1^26*t2^6*t3^2 - 130648741039308800*t0^14*t1^26*t2^2*t3^6 + 1536126297339396096*t0^14*t1^25*t2^7*t3^2 - 1649085294349123584*t0^14*t1^25*t2^3*t3^6 + 6368219511951130624*t0^14*t1^24*t2^8*t3^2 - 13850378601985212416*t0^14*t1^24*t2^4*t3^6 + 159015787372216320*t0^14*t1^24*t3^10 + 20696365968817324032*t0^14*t1^23*t2^9*t3^2 - 82441611819970723840*t0^14*t1^23*t2^5*t3^6 + 3314404323596697600*t0^14*t1^23*t2*t3^10 + 54923208509957734400*t0^14*t1^22*t2^10*t3^2 - 367477721621912879104*t0^14*t1^22*t2^6*t3^6 + 33747684651691933696*t0^14*t1^22*t2^2*t3^10 + 122261597957575737344*t0^14*t1^21*t2^11*t3^2 - 1284617568462611415040*t0^14*t1^21*t2^7*t3^6 + 230388528153089802240*t0^14*t1^21*t2^3*t3^10 + 231910764047310913536*t0^14*t1^20*t2^12*t3^2 - 3636616598870007218176*t0^14*t1^20*t2^8*t3^6 + 1156845632274168807424*t0^14*t1^20*t2^4*t3^10 - 2588754637452476416*t0^14*t1^20*t3^14 + 378543892633948979200*t0^14*t1^19*t2^13*t3^2 - 8521222433216143556608*t0^14*t1^19*t2^9*t3^6 + 4493205522340919640064*t0^14*t1^19*t2^5*t3^10 - 42551799651546169344*t0^14*t1^19*t2*t3^14 + 535048927697509679104*t0^14*t1^18*t2^14*t3^2 - 16788792815941110988800*t0^14*t1^18*t2^10*t3^6 + 13948872619107580641280*t0^14*t1^18*t2^6*t3^10 - 347893332745394323456*t0^14*t1^18*t2^2*t3^14 + 657521100241928519680*t0^14*t1^17*t2^15*t3^2 - 28140468692023097950208*t0^14*t1^17*t2^11*t3^6 + 35399957220395831001088*t0^14*t1^17*t2^7*t3^10 - 1863719249187790913536*t0^14*t1^17*t2^3*t3^14 + 704101977940441006080*t0^14*t1^16*t2^16*t3^2 - 40469155685657313542144*t0^14*t1^16*t2^12*t3^6 + 74626130008668425420800*t0^14*t1^16*t2^8*t3^10 - 7319998568144551542784*t0^14*t1^16*t2^4*t3^14 + 4321370687982796800*t0^14*t1^16*t3^18 + 657521100241928519680*t0^14*t1^15*t2^17*t3^2 - 50218728716861265936384*t0^14*t1^15*t2^13*t3^6 + 132127049148318321999872*t0^14*t1^15*t2^9*t3^10 - 22287075435874470592512*t0^14*t1^15*t2^5*t3^14 + 67835868304904290304*t0^14*t1^15*t2*t3^18 + 535048927697509679104*t0^14*t1^14*t2^18*t3^2 - 53946582904757913911296*t0^14*t1^14*t2^14*t3^6 + 197901749389895036567552*t0^14*t1^14*t2^10*t3^10 - 54138245420284500770816*t0^14*t1^14*t2^6*t3^14 + 505022473230815854592*t0^14*t1^14*t2^2*t3^18 + 378543892633948979200*t0^14*t1^13*t2^19*t3^2 - 50218728716861265936384*t0^14*t1^13*t2^15*t3^6 + 251839283876925970317312*t0^14*t1^13*t2^11*t3^10 - 106720510460651433361408*t0^14*t1^13*t2^7*t3^14 + 2325894118859253743616*t0^14*t1^13*t2^3*t3^18 + 231910764047310913536*t0^14*t1^12*t2^20*t3^2 - 40469155685657313542144*t0^14*t1^12*t2^16*t3^6 + 272850402288683211292672*t0^14*t1^12*t2^12*t3^10 - 172424398863967069405184*t0^14*t1^12*t2^8*t3^14 + 7472173910558553145344*t0^14*t1^12*t2^4*t3^18 + 110085303196188672*t0^14*t1^12*t3^22 + 122261597957575737344*t0^14*t1^11*t2^21*t3^2 - 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1123180655673344*t0^12*t1^28*t3^8 + 214692077505839104*t0^12*t1^27*t2^9 + 1299374312656863232*t0^12*t1^27*t2^5*t3^4 - 42126968954552320*t0^12*t1^27*t2*t3^8 + 606360965522948096*t0^12*t1^26*t2^10 + 7716929611410702336*t0^12*t1^26*t2^6*t3^4 - 1009938353241456640*t0^12*t1^26*t2^2*t3^8 + 1296823026026971136*t0^12*t1^25*t2^11 + 35264240630975823872*t0^12*t1^25*t2^7*t3^4 - 11282781238798057472*t0^12*t1^25*t2^3*t3^8 + 2132689105519312896*t0^12*t1^24*t2^12 + 127588413154404466688*t0^12*t1^24*t2^8*t3^4 - 79455617292485787648*t0^12*t1^24*t2^4*t3^8 + 328027686460981248*t0^12*t1^24*t3^12 + 2640760838277791744*t0^12*t1^23*t2^13 + 375488440093100867584*t0^12*t1^23*t2^9*t3^4 - 405963096994506342400*t0^12*t1^23*t2^5*t3^8 + 5840810882505900032*t0^12*t1^23*t2*t3^12 + 2193335812016635904*t0^12*t1^22*t2^14 + 920601252468476346368*t0^12*t1^22*t2^10*t3^4 - 1608848305505827815424*t0^12*t1^22*t2^6*t3^8 + 55674198848176128000*t0^12*t1^22*t2^2*t3^12 + 452492142614446080*t0^12*t1^21*t2^15 + 1916579702616478056448*t0^12*t1^21*t2^11*t3^4 - 5141946842071259152384*t0^12*t1^21*t2^7*t3^8 + 360817488773416747008*t0^12*t1^21*t2^3*t3^12 - 2187209579288788992*t0^12*t1^20*t2^16 + 3436809495824390684672*t0^12*t1^20*t2^12*t3^4 - 13590565731854362607616*t0^12*t1^20*t2^8*t3^8 + 1746071590103758667776*t0^12*t1^20*t2^4*t3^12 - 1646406001307418624*t0^12*t1^20*t3^16 - 4614647747202940928*t0^12*t1^19*t2^17 + 5363146433199141158912*t0^12*t1^19*t2^13*t3^4 - 30224994037204013547520*t0^12*t1^19*t2^9*t3^8 + 6597346764565780627456*t0^12*t1^19*t2^5*t3^12 - 28838763874148679680*t0^12*t1^19*t2*t3^16 - 5601742699229396992*t0^12*t1^18*t2^18 + 7335715895800259411968*t0^12*t1^18*t2^14*t3^4 - 57274098206404239163392*t0^12*t1^18*t2^10*t3^8 + 20049856658500722098176*t0^12*t1^18*t2^6*t3^12 - 243167852241746919424*t0^12*t1^18*t2^2*t3^16 - 4614647747202940928*t0^12*t1^17*t2^19 + 8836471650378598187008*t0^12*t1^17*t2^15*t3^4 - 93331999420280081481728*t0^12*t1^17*t2^11*t3^8 + 50068076221686872014848*t0^12*t1^17*t2^7*t3^12 - 1334427194321597890560*t0^12*t1^17*t2^3*t3^16 - 2187209579288788992*t0^12*t1^16*t2^20 + 9399420243775768166400*t0^12*t1^16*t2^16*t3^4 - 131681357166542227243008*t0^12*t1^16*t2^12*t3^8 + 104268975048380697804800*t0^12*t1^16*t2^8*t3^12 - 5348999742402685042688*t0^12*t1^16*t2^4*t3^16 + 1308200199595753472*t0^12*t1^16*t3^20 + 452492142614446080*t0^12*t1^15*t2^21 + 8836471650378598187008*t0^12*t1^15*t2^17*t3^4 - 161604667643918848884736*t0^12*t1^15*t2^13*t3^8 + 182964696680285004103680*t0^12*t1^15*t2^9*t3^12 - 16535639066676557774848*t0^12*t1^15*t2^5*t3^16 + 26825731894574841856*t0^12*t1^15*t2*t3^20 + 2193335812016635904*t0^12*t1^14*t2^22 + 7335715895800259411968*t0^12*t1^14*t2^18*t3^4 - 172970282331031130341376*t0^12*t1^14*t2^14*t3^8 + 272366106807190295674880*t0^12*t1^14*t2^10*t3^12 - 40639479959910510231552*t0^12*t1^14*t2^6*t3^16 + 216561215262362173440*t0^12*t1^14*t2^2*t3^20 + 2640760838277791744*t0^12*t1^13*t2^23 + 5363146433199141158912*t0^12*t1^13*t2^19*t3^4 - 161604667643918848884736*t0^12*t1^13*t2^15*t3^8 + 345350332525183202492416*t0^12*t1^13*t2^11*t3^12 - 80799215850947814096896*t0^12*t1^13*t2^7*t3^16 + 1049454920864060407808*t0^12*t1^13*t2^3*t3^20 + 2132689105519312896*t0^12*t1^12*t2^24 + 3436809495824390684672*t0^12*t1^12*t2^20*t3^4 - 131681357166542227243008*t0^12*t1^12*t2^16*t3^8 + 373721639399558471483392*t0^12*t1^12*t2^12*t3^12 - 131299776860016074555392*t0^12*t1^12*t2^8*t3^16 + 3495721231471469395968*t0^12*t1^12*t2^4*t3^20 + 665147360199835648*t0^12*t1^12*t3^24 + 1296823026026971136*t0^12*t1^11*t2^25 + 1916579702616478056448*t0^12*t1^11*t2^21*t3^4 - 93331999420280081481728*t0^12*t1^11*t2^17*t3^8 + 345350332525183202492416*t0^12*t1^11*t2^13*t3^12 - 175383319155741665787904*t0^12*t1^11*t2^9*t3^16 + 8521283067004594421760*t0^12*t1^11*t2^5*t3^20 + 2372563573810397184*t0^12*t1^11*t2*t3^24 + 606360965522948096*t0^12*t1^10*t2^26 + 920601252468476346368*t0^12*t1^10*t2^22*t3^4 - 57274098206404239163392*t0^12*t1^10*t2^18*t3^8 + 272366106807190295674880*t0^12*t1^10*t2^14*t3^12 - 193097872084437854846976*t0^12*t1^10*t2^10*t3^16 + 15745425286226369314816*t0^12*t1^10*t2^6*t3^20 + 3421185405406412800*t0^12*t1^10*t2^2*t3^24 + 214692077505839104*t0^12*t1^9*t2^27 + 375488440093100867584*t0^12*t1^9*t2^2\ 3*t3^4 - 30224994037204013547520*t0^12*t1^9*t2^19*t3^8 + 182964696680285004103680*t0^12*t1^9*t2^15*t3^12 - 175383319155741665787904*t0^12*t1^9*t2^11*t3^16 + 22561301945957130174464*t0^12*t1^9*t2^7*t3^20 + 956324977269800960*t0^12*t1^9*t2^3*t3^24 + 54931492424974336*t0^12*t1^8*t2^28 + 127588413154404466688*t0^12*t1^8*t2^24\ *t3^4 - 13590565731854362607616*t0^12*t1^8*t2^20*t3^8 + 104268975048380697804800*t0^12*t1^8*t2^16*t3^12 - 131299776860016074555392*t0^12*t1^8*t2^12*t3^16 + 25398643432581159190528*t0^12*t1^8*t2^8*t3^20 + 1995376109901840384*t0^12*t1^8*t2^4*t3^24 - 393453638929874944*t0^12*t1^8*t3^28 + 9532664081186816*t0^12*t1^7*t2^29 + 35264240630975823872*t0^12*t1^7*t2^25*t3^4 - 5141946842071259152384*t0^12*t1^7*t2^21*t3^8 + 50068076221686872014848*t0^12*t1^7*t2^17*t3^12 - 80799215850947814096896*t0^12*t1^7*t2^13*t3^16 + 22561301945957130174464*t0^12*t1^7*t2^9*t3^20 + 12934185847447617536*t0^12*t1^7*t2^5*t3^24 - 1495272042100948992*t0^12*t1^7*t2*t3^28 + 1042886179356672*t0^12*t1^6*t2^30 + 7716929611410702336*t0^12*t1^6*t2^26*t3^4 - 1608848305505827815424*t0^12*t1^6*t2^22*t3^8 + 20049856658500722098176*t0^12*t1^6*t2^18*t3^12 - 40639479959910510231552*t0^12*t1^6*t2^14*t3^16 + 15745425286226369314816*t0^12*t1^6*t2^10*t3^20 + 20918872823461576704*t0^12*t1^6*t2^6*t3^24 - 1651343319617241088*t0^12*t1^6*t2^2*t3^28 + 65500554821632*t0^12*t1^5*t2^31 + 1299374312656863232*t0^12*t1^5*t2^27*t3^4 - 405963096994506342400*t0^12*t1^5*t2^23*t3^8 + 6597346764565780627456*t0^12*t1^5*t2^19*t3^12 - 16535639066676557774848*t0^12*t1^5*t2^15*t3^16 + 8521283067004594421760*t0^12*t1^5*t2^11*t3^20 + 12934185847447617536*t0^12*t1^5*t2^7*t3^24 - 30102429345251328*t0^12*t1^5*t2^3*t3^28 + 2142568644608*t0^12*t1^4*t2^32 + 160433520214802432*t0^12*t1^4*t2^28*t3^4 - 79455617292485787648*t0^12*t1^4*t2^24*t3^8 + 1746071590103758667776*t0^12*t1^4*t2^20*t3^12 - 5348999742402685042688*t0^12*t1^4*t2^16*t3^16 + 3495721231471469395968*t0^12*t1^4*t2^12*t3^20 + 1995376109901840384*t0^12*t1^4*t2^8*t3^24 + 1104956409356746752*t0^12*t1^4*t2^4*t3^28 - 16958867346817024*t0^12*t1^4*t3^32 + 23165042688*t0^12*t1^3*t2^33 + 12502093613629440*t0^12*t1^3*t2^29*t3^4 - 11282781238798057472*t0^12*t1^3*t2^25*t3^8 + 360817488773416747008*t0^12*t1^3*t2^21*t3^12 - 1334427194321597890560*t0^12*t1^3*t2^17*t3^16 + 1049454920864060407808*t0^12*t1^3*t2^13*t3^20 + 956324977269800960*t0^12*t1^3*t2^9*t3^24 - 30102429345251328*t0^12*t1^3*t2^5*t3^28 - 351674368*t0^12*t1^2*t2^34 + 491725286801408*t0^12*t1^2*t2^30*t3^4 - 1009938353241456640*t0^12*t1^2*t2^26*t3^8 + 55674198848176128000*t0^12*t1^2*t2^22*t3^12 - 243167852241746919424*t0^12*t1^2*t2^18*t3^16 + 216561215262362173440*t0^12*t1^2*t2^14*t3^20 + 3421185405406412800*t0^12*t1^2*t2^10*t3^24 - 1651343319617241088*t0^12*t1^2*t2^6*t3^28 - 24066110508761088*t0^12*t1^2*t2^2*t3^32 + 131072*t0^12*t1*t2^35 + 2455544922112*t0^12*t1*t2^31*t3^4 - 42126968954552320*t0^12*t1*t2^27*t3^8 + 5840810882505900032*t0^12*t1*t2^23*t3^12 - 28838763874148679680*t0^12*t1*t2^19*t3^16 + 26825731894574841856*t0^12*t1*t2^15*t3^20 + 2372563573810397184*t0^12*t1*t2^11*t3^24 - 1495272042100948992*t0^12*t1*t2^7*t3^28 + 315079688192*t0^12*t2^32*t3^4 - 1123180655673344*t0^12*t2^28*t3^8 + 328027686460981248*t0^12*t2^24*t3^12 - 1646406001307418624*t0^12*t2^20*t3^16 + 1308200199595753472*t0^12*t2^16*t3^20 + 665147360199835648*t0^12*t2^12*t3^24 - 393453638929874944*t0^12*t2^8*t3^28 - 16958867346817024*t0^12*t2^4*t3^32 + 4169348092526592*t0^12*t3^36 - 154296320*t0^10*t1^36*t3^2 - 25078562816*t0^10*t1^35*t2*t3^2 - 1441373323264*t0^10*t1^34*t2^2*t3^2 - 50159703523328*t0^10*t1^33*t2^3*t3^2 - 937270497337344*t0^10*t1^32*t2^4*t3^2 - 11403474255872*t0^10*t1^32*t3^6 - 10109089973862400*t0^10*t1^31*t2^5*t3^2 - 506175472992256*t0^10*t1^31*t2*t3^6 - 68702661828411392*t0^10*t1^30*t2^6*t3^2 - 6736073945120768*t0^10*t1^30*t2^2*t3^6 - 315225267862962176*t0^10*t1^29*t2^7*t3^2 - 3120797054992384*t0^10*t1^29*t2^3*t3^6 - 1045335053649412096*t0^10*t1^28*t2^8*t3^2 + 634301302382657536*t0^10*t1^28*t2^4*t3^6 - 8548135701839872*t0^10*t1^28*t3^10 - 2640917375021154304*t0^10*t1^27*t2^9*t\ 3^2 + 6981589492040794112*t0^10*t1^27*t2^5*t3^6 - 211781105190174720*t0^10*t1^27*t2*t3^10 - 5263969539366453248*t0^10*t1^26*t2^10*t3^2 + 43532123647148163072*t0^10*t1^26*t2^6*t3^6 - 2691127885493698560*t0^10*t1^26*t2^2*t3^10 - 8414207890842517504*t0^10*t1^25*t2^11*t3^2 + 193862428465396121600*t0^10*t1^25*t2^7*t3^6 - 23079994900246167552*t0^10*t1^25*t2^3*t3^10 - 10717366318192623616*t0^10*t1^24*t2^12*t3^2 + 671517738429078110208*t0^10*t1^24*t2^8*t3^6 - 143761211880351203328*t0^10*t1^24*t2^4*t3^10 + 159015787372216320*t0^10*t1^24*t3^14 - 10331289959764918272*t0^10*t1^23*t2^13*t3^2 + 1893685923109272092672*t0^10*t1^23*t2^9*t3^6 - 684159283831664279552*t0^10*t1^23*t2^5*t3^10 + 3314404323596697600*t0^10*t1^23*t2*t3^14 - 5947019158670016512*t0^10*t1^22*t2^14*t3^2 + 4474251857109241167872*t0^10*t1^22*t2^10*t3^6 - 2591259731394109112320*t0^10*t1^22*t2^6*t3^10 + 33747684651691933696*t0^10*t1^22*t2^2*t3^14 + 2147242095598960640*t0^10*t1^21*t2^15*t3^2 + 9033512802962840420352*t0^10*t1^21*t2^11*t3^6 - 8028245984706046197760*t0^10*t1^21*t2^7*t3^10 + 230388528153089802240*t0^10*t1^21*t2^3*t3^14 + 11765108100324179968*t0^10*t1^20*t2^16*t3^2 + 15805680073261255884800*t0^10*t1^20*t2^12*t3^6 - 20748235867669043085312*t0^10*t1^20*t2^8*t3^10 + 1156845632274168807424*t0^10*t1^20*t2^4*t3^14 - 451020499179274240*t0^10*t1^20*t3^18 + 19563994722695118848*t0^10*t1^19*t2^17*t3^2 + 24205232127255822270464*t0^10*t1^19*t2^13*t3^6 - 45389094276966318604288*t0^10*t1^19*t2^9*t3^10 + 4493205522340919640064*t0^10*t1^19*t2^5*t3^14 - 8690711074883764224*t0^10*t1^19*t2*t3^18 + 22557572586722230272*t0^10*t1^18*t2^18*t3^2 + 32670634453268712259584*t0^10*t1^18*t2^14*t3^6 - 84975521904855550525440*t0^10*t1^18*t2^10*t3^10 + 13948872619107580641280*t0^10*t1^18*t2^6*t3^14 - 79641230073934118912*t0^10*t1^18*t2^2*t3^18 + 19563994722695118848*t0^10*t1^17*t2^19*t3^2 + 39044038734661598773248*t0^10*t1^17*t2^15*t3^6 - 137280215080309299871744*t0^10*t1^17*t2^11*t3^10 + 35399957220395831001088*t0^10*t1^17*t2^7*t3^14 - 474753812964378148864*t0^10*t1^17*t2^3*t3^18 + 11765108100324179968*t0^10*t1^16*t2^20*t3^2 + 41421980863757965754368*t0^10*t1^16*t2^16*t3^6 - 192563228405217116553216*t0^10*t1^16*t2^12*t3^10 + 74626130008668425420800*t0^10*t1^16*t2^8*t3^14 - 2032042123226599391232*t0^10*t1^16*t2^4*t3^18 + 373783248133685248*t0^10*t1^16*t3^22 + 2147242095598960640*t0^10*t1^15*t2^21*t3^2 + 39044038734661598773248*t0^10*t1^15*t2^17*t3^6 - 235526167520450013298688*t0^10*t1^15*t2^13*t3^10 + 132127049148318321999872*t0^10*t1^15*t2^9*t3^14 - 6606559835912239316992*t0^10*t1^15*t2^5*t3^18 + 5881053839225782272*t0^10*t1^15*t2*t3^22 - 5947019158670016512*t0^10*t1^14*t2^22*t3^2 + 32670634453268712259584*t0^10*t1^14*t2^18*t3^6 - 251814017929123161178112*t0^10*t1^14*t2^14*t3^10 + 197901749389895036567552*t0^10*t1^14*t2^10*t3^14 - 16868894982727603847168*t0^10*t1^14*t2^6*t3^18 + 48260697963385323520*t0^10*t1^14*t2^2*t3^22 - 10331289959764918272*t0^10*t1^13*t2^23*t3^2 + 24205232127255822270464*t0^10*t1^13*t2^19*t3^6 - 235526167520450013298688*t0^10*t1^13*t2^15*t3^10 + 251839283876925970317312*t0^10*t1^13*t2^11*t3^14 - 34493590146785099120640*t0^10*t1^13*t2^7*t3^18 + 254541108086933815296*t0^10*t1^13*t2^3*t3^22 - 10717366318192623616*t0^10*t1^12*t2^24*t3^2 + 15805680073261255884800*t0^10*t1^12*t2^20*t3^6 - 192563228405217116553216*t0^10*t1^12*t2^16*t3^10 + 272850402288683211292672*t0^10*t1^12*t2^12*t3^14 - 57115137988440790925312*t0^10*t1^12*t2^8*t3^18 + 914389619639148609536*t0^10*t1^12*t2^4*t3^22 - 93225391895871488*t0^10*t1^12*t3^26 - 8414207890842517504*t0^10*t1^11*t2^25\ *t3^2 + 9033512802962840420352*t0^10*t1^11*t2^21*t3^6 - 137280215080309299871744*t0^10*t1^11*t2^17*t3^10 + 251839283876925970317312*t0^10*t1^11*t2^13*t3^14 - 77100715015442293325824*t0^10*t1^11*t2^9*t3^18 + 2347560289440731496448*t0^10*t1^11*t2^5*t3^22 - 91161058814722048*t0^10*t1^11*t2*t3^26 - 5263969539366453248*t0^10*t1^10*t2^26*t3^2 + 4474251857109241167872*t0^10*t1^10*t2^22*t3^6 - 84975521904855550525440*t0^10*t1^10*t2^18*t3^10 + 197901749389895036567552*t0^10*t1^10*t2^14*t3^14 - 85175228374658163146752*t0^10*t1^10*t2^10*t3^18 + 4472279562865409523712*t0^10*t1^10*t2^6*t3^22 + 1100303276147998720*t0^10*t1^10*t2^2*t3^26 - 2640917375021154304*t0^10*t1^9*t2^27*t3^2 + 1893685923109272092672*t0^10*t1^9*t2^23*t3^6 - 45389094276966318604288*t0^10*t1^9*t2^19*t3^10 + 132127049148318321999872*t0^10*t1^9*t2^15*t3^14 - 77100715015442293325824*t0^10*t1^9*t2^11*t3^18 + 6503034369123454812160*t0^10*t1^9*t2^7*t3^22 + 3902316850314215424*t0^10*t1^9*t2^3*t3^26 - 1045335053649412096*t0^10*t1^8*t2^28*t3^2 + 671517738429078110208*t0^10*t1^8*t2^24*t3^6 - 20748235867669043085312*t0^10*t1^8*t2^20*t3^10 + 74626130008668425420800*t0^10*t1^8*t2^16*t3^14 - 57115137988440790925312*t0^10*t1^8*t2^12*t3^18 + 7351676166570833346560*t0^10*t1^8*t2^8*t3^22 + 3362680391692451840*t0^10*t1^8*t2^4*t3^26 + 20376149485944832*t0^10*t1^8*t3^30 - 315225267862962176*t0^10*t1^7*t2^29*t3\ ^2 + 193862428465396121600*t0^10*t1^7*t2^25*t3^6 - 8028245984706046197760*t0^10*t1^7*t2^21*t3^10 + 35399957220395831001088*t0^10*t1^7*t2^17*t3^14 - 34493590146785099120640*t0^10*t1^7*t2^13*t3^18 + 6503034369123454812160*t0^10*t1^7*t2^9*t3^22 - 2351927939580297216*t0^10*t1^7*t2^5*t3^26 + 1854876116058112*t0^10*t1^7*t2*t3^30 - 68702661828411392*t0^10*t1^6*t2^30*t3^2 + 43532123647148163072*t0^10*t1^6*t2^26*t3^6 - 2591259731394109112320*t0^10*t1^6*t2^22*t3^10 + 13948872619107580641280*t0^10*t1^6*t2^18*t3^14 - 16868894982727603847168*t0^10*t1^6*t2^14*t3^18 + 4472279562865409523712*t0^10*t1^6*t2^10*t3^22 - 6145566311826063360*t0^10*t1^6*t2^6*t3^26 + 173784409839763456*t0^10*t1^6*t2^2*t3^30 - 10109089973862400*t0^10*t1^5*t2^31*t3^2 + 6981589492040794112*t0^10*t1^5*t2^27*t3^6 - 684159283831664279552*t0^10*t1^5*t2^23*t3^10 + 4493205522340919640064*t0^10*t1^5*t2^19*t3^14 - 6606559835912239316992*t0^10*t1^5*t2^15*t3^18 + 2347560289440731496448*t0^10*t1^5*t2^11*t3^22 - 2351927939580297216*t0^10*t1^5*t2^7*t3^26 + 889110182196412416*t0^10*t1^5*t2^3*t3^30 - 937270497337344*t0^10*t1^4*t2^32*t3^2 + 634301302382657536*t0^10*t1^4*t2^28*t3^6 - 143761211880351203328*t0^10*t1^4*t2^24*t3^10 + 1156845632274168807424*t0^10*t1^4*t2^20*t3^14 - 2032042123226599391232*t0^10*t1^4*t2^16*t3^18 + 914389619639148609536*t0^10*t1^4*t2^12*t3^22 + 3362680391692451840*t0^10*t1^4*t2^8*t3^26 + 1418273242807795712*t0^10*t1^4*t2^4*t3^30 + 11540474045136896*t0^10*t1^4*t3^34 - 50159703523328*t0^10*t1^3*t2^33*t3^2 - 3120797054992384*t0^10*t1^3*t2^29*t3^6 - 23079994900246167552*t0^10*t1^3*t2^25*t3^10 + 230388528153089802240*t0^10*t1^3*t2^21*t3^14 - 474753812964378148864*t0^10*t1^3*t2^17*t3^18 + 254541108086933815296*t0^10*t1^3*t2^13*t3^22 + 3902316850314215424*t0^10*t1^3*t2^9*t3^26 + 889110182196412416*t0^10*t1^3*t2^5*t3^30 - 1441373323264*t0^10*t1^2*t2^34*t3^2 - 6736073945120768*t0^10*t1^2*t2^30*t3^\ 6 - 2691127885493698560*t0^10*t1^2*t2^26*t3^10 + 33747684651691933696*t0^10*t1^2*t2^22*t3^14 - 79641230073934118912*t0^10*t1^2*t2^18*t3^18 + 48260697963385323520*t0^10*t1^2*t2^14*t3^22 + 1100303276147998720*t0^10*t1^2*t2^10*t3^26 + 173784409839763456*t0^10*t1^2*t2^6*t3^30 - 3606398139105280*t0^10*t1^2*t2^2*t3^34 - 25078562816*t0^10*t1*t2^35*t3^2 - 506175472992256*t0^10*t1*t2^31*t3^6 - 211781105190174720*t0^10*t1*t2^27*t3^\ 10 + 3314404323596697600*t0^10*t1*t2^23*t3^14 - 8690711074883764224*t0^10*t1*t2^19*t3^18 + 5881053839225782272*t0^10*t1*t2^15*t3^22 - 91161058814722048*t0^10*t1*t2^11*t3^26 + 1854876116058112*t0^10*t1*t2^7*t3^30 - 154296320*t0^10*t2^36*t3^2 - 11403474255872*t0^10*t2^32*t3^6 - 8548135701839872*t0^10*t2^28*t3^10 + 159015787372216320*t0^10*t2^24*t3^14 - 451020499179274240*t0^10*t2^20*t3^18 + 373783248133685248*t0^10*t2^16*t3^22 - 93225391895871488*t0^10*t2^12*t3^26 + 20376149485944832*t0^10*t2^8*t3^30 + 11540474045136896*t0^10*t2^4*t3^34 - 3025855999639552*t0^10*t3^38 - 78080*t0^8*t1^39*t2 + 36454400*t0^8*t1^38*t2^2 + 1513113856*t0^8*t1^37*t2^3 + 15302782976*t0^8*t1^36*t2^4 + 26638647296*t0^8*t1^36*t3^4 - 45528862464*t0^8*t1^35*t2^5 + 2401694121984*t0^8*t1^35*t2*t3^4 - 351197249536*t0^8*t1^34*t2^6 + 94375108747264*t0^8*t1^34*t2^2*t3^4 + 1286997485312*t0^8*t1^33*t2^7 + 1713854481137664*t0^8*t1^33*t2^3*t3^4 + 1043960725504*t0^8*t1^32*t2^8 + 17331751304200192*t0^8*t1^32*t2^4*t3^4 + 82390056370176*t0^8*t1^32*t3^8 - 11652167451648*t0^8*t1^31*t2^9 + 110667736863637504*t0^8*t1^31*t2^5*t3^4 + 3391526266601472*t0^8*t1^31*t2*t3^8 + 23151341731840*t0^8*t1^30*t2^10 + 481954908372008960*t0^8*t1^30*t2^6*t3^4 + 56103513395560448*t0^8*t1^30*t2^2*t3^8 - 20226447006720*t0^8*t1^29*t2^11 + 1553021425607344128*t0^8*t1^29*t2^7*t3^4 + 526361953281769472*t0^8*t1^29*t2^3*t3^8 + 2863637348352*t0^8*t1^28*t2^12 + 3926441755828092928*t0^8*t1^28*t2^8*t3^4 + 3659372933503123456*t0^8*t1^28*t2^4*t3^8 - 1123180655673344*t0^8*t1^28*t3^12 + 26699231990784*t0^8*t1^27*t2^13 + 8060048761721487360*t0^8*t1^27*t2^9*t3^\ 4 + 20787067821165641728*t0^8*t1^27*t2^5*t3^8 - 42126968954552320*t0^8*t1^27*t2*t3^12 - 78843332132864*t0^8*t1^26*t2^14 + 13732406244868325376*t0^8*t1^26*t2^10*t3^4 + 97412046366775967744*t0^8*t1^26*t2^6*t3^8 - 1009938353241456640*t0^8*t1^26*t2^2*t3^12 + 134992656976896*t0^8*t1^25*t2^15 + 19506922762668965888*t0^8*t1^25*t2^11*t3^4 + 375381835270415319040*t0^8*t1^25*t2^7*t3^8 - 11282781238798057472*t0^8*t1^25*t2^3*t3^12 - 159145422782464*t0^8*t1^24*t2^16 + 22674799577281003520*t0^8*t1^24*t2^12*t3\ ^4 + 1200228946408620163072*t0^8*t1^24*t2^8*t3^8 - 79455617292485787648*t0^8*t1^24*t2^4*t3^12 + 40785985474134016*t0^8*t1^24*t3^16 + 163199499665920*t0^8*t1^23*t2^17 + 20150847762060574720*t0^8*t1^23*t2^13*t3^4 + 3227577568901404426240*t0^8*t1^23*t2^9*t3^8 - 405963096994506342400*t0^8*t1^23*t2^5*t3^12 + 610620594169315328*t0^8*t1^23*t2*t3^16 - 161803428528128*t0^8*t1^22*t2^18 + 9958913211028930560*t0^8*t1^22*t2^14*t3^4 + 7401170817585980112896*t0^8*t1^22*t2^10*t3^8 - 1608848305505827815424*t0^8*t1^22*t2^6*t3^12 + 7105422699370905600*t0^8*t1^22*t2^2*t3^16 + 136752802254336*t0^8*t1^21*t2^19 - 7047982872417304576*t0^8*t1^21*t2^15*t3^4 + 14652392290885518229504*t0^8*t1^21*t2^11*t3^8 - 5141946842071259152384*t0^8*t1^21*t2^7*t3^12 + 56594162380106104832*t0^8*t1^21*t2^3*t3^16 - 115878912876544*t0^8*t1^20*t2^20 - 26618625082706362368*t0^8*t1^20*t2^16*t3\ ^4 + 25299498862799537176576*t0^8*t1^20*t2^12*t3^8 - 13590565731854362607616*t0^8*t1^20*t2^8*t3^12 + 320361773392833019904*t0^8*t1^20*t2^4*t3^16 - 131363475271188480*t0^8*t1^20*t3^20 + 136752802254336*t0^8*t1^19*t2^21 - 42330456758075883520*t0^8*t1^19*t2^17*t3^4 + 38399621345312595247104*t0^8*t1^19*t2^13*t3^8 - 30224994037204013547520*t0^8*t1^19*t2^9*t3^12 + 1365070077268416528384*t0^8*t1^19*t2^5*t3^16 - 1342911528281571328*t0^8*t1^19*t2*t3^20 - 161803428528128*t0^8*t1^18*t2^22 - 48356203684655349760*t0^8*t1^18*t2^18*t3^4 + 51530719121257759506432*t0^8*t1^18*t2^14*t3^8 - 57274098206404239163392*t0^8*t1^18*t2^10*t3^12 + 4549260320770931818496*t0^8*t1^18*t2^6*t3^16 - 11851006494776492032*t0^8*t1^18*t2^2*t3^20 + 163199499665920*t0^8*t1^17*t2^23 - 42330456758075883520*t0^8*t1^17*t2^19*t3\ ^4 + 61382826415960942051328*t0^8*t1^17*t2^15*t3^8 - 93331999420280081481728*t0^8*t1^17*t2^11*t3^12 + 12182080556897360936960*t0^8*t1^17*t2^7*t3^16 - 78238674252671746048*t0^8*t1^17*t2^3*t3^20 - 159145422782464*t0^8*t1^16*t2^24 - 26618625082706362368*t0^8*t1^16*t2^20*t3\ ^4 + 65052925025190086836224*t0^8*t1^16*t2^16*t3^8 - 131681357166542227243008*t0^8*t1^16*t2^12*t3^12 + 26733233854543499886592*t0^8*t1^16*t2^8*t3^16 - 373049292062361387008*t0^8*t1^16*t2^4*t3^20 + 196923249794220032*t0^8*t1^16*t3^24 + 134992656976896*t0^8*t1^15*t2^25 - 7047982872417304576*t0^8*t1^15*t2^21*t3^4 + 61382826415960942051328*t0^8*t1^15*t2^17*t3^8 - 161604667643918848884736*t0^8*t1^15*t2^13*t3^12 + 48743330049658460307456*t0^8*t1^15*t2^9*t3^16 - 1329889973539910451200*t0^8*t1^15*t2^5*t3^20 + 1186731646074748928*t0^8*t1^15*t2*t3^24 - 78843332132864*t0^8*t1^14*t2^26 + 9958913211028930560*t0^8*t1^14*t2^22*t3^4 + 51530719121257759506432*t0^8*t1^14*t2^18*t3^8 - 172970282331031130341376*t0^8*t1^14*t2^14*t3^12 + 74493799381021054992384*t0^8*t1^14*t2^10*t3^16 - 3655921895929324503040*t0^8*t1^14*t2^6*t3^20 + 6176421459959742464*t0^8*t1^14*t2^2*t3^24 + 26699231990784*t0^8*t1^13*t2^27 + 20150847762060574720*t0^8*t1^13*t2^23*t3^4 + 38399621345312595247104*t0^8*t1^13*t2^19*t3^8 - 161604667643918848884736*t0^8*t1^13*t2^15*t3^12 + 95916106089006765178880*t0^8*t1^13*t2^11*t3^16 - 7895739097282787672064*t0^8*t1^13*t2^7*t3^20 + 31527150446366949376*t0^8*t1^13*t2^3*t3^24 + 2863637348352*t0^8*t1^12*t2^28 + 22674799577281003520*t0^8*t1^12*t2^24*t3^4 + 25299498862799537176576*t0^8*t1^12*t2^20*t3^8 - 131681357166542227243008*t0^8*t1^12*t2^16*t3^12 + 104320176933127506100224*t0^8*t1^12*t2^12*t3^16 - 13559275245372241346560*t0^8*t1^12*t2^8*t3^20 + 123220109543012827136*t0^8*t1^12*t2^4*t3^24 - 160673833190162432*t0^8*t1^12*t3^28 - 20226447006720*t0^8*t1^11*t2^29 + 19506922762668965888*t0^8*t1^11*t2^25*t3^4 + 14652392290885518229504*t0^8*t1^11*t2^21*t3^8 - 93331999420280081481728*t0^8*t1^11*t2^17*t3^12 + 95916106089006765178880*t0^8*t1^11*t2^13*t3^16 - 18678347096275128680448*t0^8*t1^11*t2^9*t3^20 + 342050841552429776896*t0^8*t1^11*t2^5*t3^24 - 617980510391500800*t0^8*t1^11*t2*t3^28 + 23151341731840*t0^8*t1^10*t2^30 + 13732406244868325376*t0^8*t1^10*t2^26*t3^4 + 7401170817585980112896*t0^8*t1^10*t2^22*t3^8 - 57274098206404239163392*t0^8*t1^10*t2^18*t3^12 + 74493799381021054992384*t0^8*t1^10*t2^14*t3^16 - 20767269926844049129472*t0^8*t1^10*t2^10*t3^20 + 690018802605882343424*t0^8*t1^10*t2^6*t3^24 - 656652533363638272*t0^8*t1^10*t2^2*t3^28 - 11652167451648*t0^8*t1^9*t2^31 + 8060048761721487360*t0^8*t1^9*t2^27*t3^4 + 3227577568901404426240*t0^8*t1^9*t2^23*t3^8 - 30224994037204013547520*t0^8*t1^9*t2^19*t3^12 + 48743330049658460307456*t0^8*t1^9*t2^15*t3^16 - 18678347096275128680448*t0^8*t1^9*t2^11*t3^20 + 1038804783130531069952*t0^8*t1^9*t2^7*t3^24 + 434217482773856256*t0^8*t1^9*t2^3*t3^28 + 1043960725504*t0^8*t1^8*t2^32 + 3926441755828092928*t0^8*t1^8*t2^28*t3^4 + 1200228946408620163072*t0^8*t1^8*t2^24*t3^8 - 13590565731854362607616*t0^8*t1^8*t2^20*t3^12 + 26733233854543499886592*t0^8*t1^8*t2^16*t3^16 - 13559275245372241346560*t0^8*t1^8*t2^12*t3^20 + 1187995876888101781504*t0^8*t1^8*t2^8*t3^24 + 404030940789080064*t0^8*t1^8*t2^4*t3^28 + 58810677946482688*t0^8*t1^8*t3^32 + 1286997485312*t0^8*t1^7*t2^33 + 1553021425607344128*t0^8*t1^7*t2^29*t3^4 + 375381835270415319040*t0^8*t1^7*t2^25*t3^8 - 5141946842071259152384*t0^8*t1^7*t2^21*t3^12 + 12182080556897360936960*t0^8*t1^7*t2^17*t3^16 - 7895739097282787672064*t0^8*t1^7*t2^13*t3^20 + 1038804783130531069952*t0^8*t1^7*t2^9*t3^24 - 3381579347306479616*t0^8*t1^7*t2^5*t3^28 + 205657052905734144*t0^8*t1^7*t2*t3^32 - 351197249536*t0^8*t1^6*t2^34 + 481954908372008960*t0^8*t1^6*t2^30*t3^4 + 97412046366775967744*t0^8*t1^6*t2^26*t3^8 - 1608848305505827815424*t0^8*t1^6*t2^22*t3^12 + 4549260320770931818496*t0^8*t1^6*t2^18*t3^16 - 3655921895929324503040*t0^8*t1^6*t2^14*t3^20 + 690018802605882343424*t0^8*t1^6*t2^10*t3^24 - 6202041627075149824*t0^8*t1^6*t2^6*t3^28 + 184471662861746176*t0^8*t1^6*t2^2*t3^32 - 45528862464*t0^8*t1^5*t2^35 + 110667736863637504*t0^8*t1^5*t2^31*t3^4 + 20787067821165641728*t0^8*t1^5*t2^27*t3^8 - 405963096994506342400*t0^8*t1^5*t2^23*t3^12 + 1365070077268416528384*t0^8*t1^5*t2^19*t3^16 - 1329889973539910451200*t0^8*t1^5*t2^15*t3^20 + 342050841552429776896*t0^8*t1^5*t2^11*t3^24 - 3381579347306479616*t0^8*t1^5*t2^7*t3^28 - 79289082013810688*t0^8*t1^5*t2^3*t3^32 + 15302782976*t0^8*t1^4*t2^36 + 17331751304200192*t0^8*t1^4*t2^32*t3^4 + 3659372933503123456*t0^8*t1^4*t2^28*t3^8 - 79455617292485787648*t0^8*t1^4*t2^24*t3^12 + 320361773392833019904*t0^8*t1^4*t2^20*t3^16 - 373049292062361387008*t0^8*t1^4*t2^16*t3^20 + 123220109543012827136*t0^8*t1^4*t2^12*t3^24 + 404030940789080064*t0^8*t1^4*t2^8*t3^28 - 258541363178504192*t0^8*t1^4*t2^4*t3^32 - 4450823069237248*t0^8*t1^4*t3^36 + 1513113856*t0^8*t1^3*t2^37 + 1713854481137664*t0^8*t1^3*t2^33*t3^4 + 526361953281769472*t0^8*t1^3*t2^29*t3^8 - 11282781238798057472*t0^8*t1^3*t2^25*t3^12 + 56594162380106104832*t0^8*t1^3*t2^21*t3^16 - 78238674252671746048*t0^8*t1^3*t2^17*t3^20 + 31527150446366949376*t0^8*t1^3*t2^13*t3^24 + 434217482773856256*t0^8*t1^3*t2^9*t3^28 - 79289082013810688*t0^8*t1^3*t2^5*t3^32 + 36454400*t0^8*t1^2*t2^38 + 94375108747264*t0^8*t1^2*t2^34*t3^4 + 56103513395560448*t0^8*t1^2*t2^30*t3^\ 8 - 1009938353241456640*t0^8*t1^2*t2^26*t3^12 + 7105422699370905600*t0^8*t1^2*t2^22*t3^16 - 11851006494776492032*t0^8*t1^2*t2^18*t3^20 + 6176421459959742464*t0^8*t1^2*t2^14*t3^24 - 656652533363638272*t0^8*t1^2*t2^10*t3^28 + 184471662861746176*t0^8*t1^2*t2^6*t3^32 + 5664683906301952*t0^8*t1^2*t2^2*t3^36 - 78080*t0^8*t1*t2^39 + 2401694121984*t0^8*t1*t2^35*t3^4 + 3391526266601472*t0^8*t1*t2^31*t3^8 - 42126968954552320*t0^8*t1*t2^27*t3^12 + 610620594169315328*t0^8*t1*t2^23*t3^16 - 1342911528281571328*t0^8*t1*t2^19*t3^20 + 1186731646074748928*t0^8*t1*t2^15*t3^24 - 617980510391500800*t0^8*t1*t2^11*t3^28 + 205657052905734144*t0^8*t1*t2^7*t3^32 + 26638647296*t0^8*t2^36*t3^4 + 82390056370176*t0^8*t2^32*t3^8 - 1123180655673344*t0^8*t2^28*t3^12 + 40785985474134016*t0^8*t2^24*t3^16 - 131363475271188480*t0^8*t2^20*t3^20 + 196923249794220032*t0^8*t2^16*t3^24 - 160673833190162432*t0^8*t2^12*t3^28 + 58810677946482688*t0^8*t2^8*t3^32 - 4450823069237248*t0^8*t2^4*t3^36 + 1090715534753792*t0^8*t3^40 + 6743040*t0^6*t1^40*t3^2 + 824095744*t0^6*t1^39*t2*t3^2 + 24448356352*t0^6*t1^38*t2^2*t3^2 + 148731980800*t0^6*t1^37*t2^3*t3^2 - 569551013888*t0^6*t1^36*t2^4*t3^2 - 212452917248*t0^6*t1^36*t3^6 - 3006496846848*t0^6*t1^35*t2^5*t3^2 - 12588459687936*t0^6*t1^35*t2*t3^6 + 11851965779968*t0^6*t1^34*t2^6*t3^2 - 329867021713408*t0^6*t1^34*t2^2*t3^6 + 1304828498944*t0^6*t1^33*t2^7*t3^2 - 4865514274095104*t0^6*t1^33*t2^3*t3^6 - 53005773630464*t0^6*t1^32*t2^8*t3^2 - 41332691083214848*t0^6*t1^32*t2^4*t3^6 - 11403474255872*t0^6*t1^32*t3^10 + 71421026947072*t0^6*t1^31*t2^9*t3^2 - 222747841389789184*t0^6*t1^31*t2^5*t3\ ^6 - 506175472992256*t0^6*t1^31*t2*t3^10 - 15638448160768*t0^6*t1^30*t2^10*t3^2 - 844528180948631552*t0^6*t1^30*t2^6*t3^6 - 6736073945120768*t0^6*t1^30*t2^2*t3^10 - 32013869273088*t0^6*t1^29*t2^11*t3^2 - 2439054551434264576*t0^6*t1^29*t2^7*t3^6 - 3120797054992384*t0^6*t1^29*t2^3*t3^10 + 114254730010624*t0^6*t1^28*t2^12*t3^2 - 5701993774770094080*t0^6*t1^28*t2^8*t3^6 + 634301302382657536*t0^6*t1^28*t2^4*t3^10 + 173818400210944*t0^6*t1^28*t3^14 - 300020937854976*t0^6*t1^27*t2^13*t3^2 - 11111873886445764608*t0^6*t1^27*t2^9*t3^6 + 6981589492040794112*t0^6*t1^27*t2^5*t3^10 - 4061581625262080*t0^6*t1^27*t2*t3^14 + 352042746068992*t0^6*t1^26*t2^14*t3^2 - 18269516222627577856*t0^6*t1^26*t2^10*t3^6 + 43532123647148163072*t0^6*t1^26*t2^6*t3^10 - 130648741039308800*t0^6*t1^26*t2^2*t3^14 - 256164010029056*t0^6*t1^25*t2^15*t3^2 - 25292106578512969728*t0^6*t1^25*t2^11*t3^6 + 193862428465396121600*t0^6*t1^25*t2^7*t3^10 - 1649085294349123584*t0^6*t1^25*t2^3*t3^14 + 356483938387968*t0^6*t1^24*t2^16*t3^2 - 28785077453642334208*t0^6*t1^24*t2^12*t3^6 + 671517738429078110208*t0^6*t1^24*t2^8*t3^10 - 13850378601985212416*t0^6*t1^24*t2^4*t3^14 + 1100863200296960*t0^6*t1^24*t3^18 - 501717046126592*t0^6*t1^23*t2^17*t3^2 - 24935523894419128320*t0^6*t1^23*t2^13*t3^6 + 1893685923109272092672*t0^6*t1^23*t2^9*t3^10 - 82441611819970723840*t0^6*t1^23*t2^5*t3^14 + 33921372983918592*t0^6*t1^23*t2*t3^18 + 502599553933312*t0^6*t1^22*t2^18*t3^2 - 11495997668329521152*t0^6*t1^22*t2^14*t3^6 + 4474251857109241167872*t0^6*t1^22*t2^10*t3^10 - 367477721621912879104*t0^6*t1^22*t2^6*t3^14 + 558762543179366400*t0^6*t1^22*t2^2*t3^18 - 703987283744768*t0^6*t1^21*t2^19*t3^2 + 10122403741759832064*t0^6*t1^21*t2^15*t3^6 + 9033512802962840420352*t0^6*t1^21*t2^11*t3^10 - 1284617568462611415040*t0^6*t1^21*t2^7*t3^14 + 5175490958657060864*t0^6*t1^21*t2^3*t3^18 + 911981231755264*t0^6*t1^20*t2^20*t3^2 + 34535194794681729024*t0^6*t1^20*t2^16*t3^6 + 15805680073261255884800*t0^6*t1^20*t2^12*t3^10 - 3636616598870007218176*t0^6*t1^20*t2^8*t3^14 + 34626178038194241536*t0^6*t1^20*t2^4*t3^18 - 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28794338483711770624*t0^6*t1^16*t2^4*t3^22 + 14190704016228352*t0^6*t1^16*t3^26 - 256164010029056*t0^6*t1^15*t2^25*t3^2 + 10122403741759832064*t0^6*t1^15*t2^21*t3^6 + 39044038734661598773248*t0^6*t1^15*t2^17*t3^10 - 50218728716861265936384*t0^6*t1^15*t2^13*t3^14 + 8771458257077074395136*t0^6*t1^15*t2^9*t3^18 - 117930783940620058624*t0^6*t1^15*t2^5*t3^22 + 122559933701947392*t0^6*t1^15*t2*t3^26 + 352042746068992*t0^6*t1^14*t2^26*t3^2 - 11495997668329521152*t0^6*t1^14*t2^22*t3^6 + 32670634453268712259584*t0^6*t1^14*t2^18*t3^10 - 53946582904757913911296*t0^6*t1^14*t2^14*t3^14 + 13916286017753554354176*t0^6*t1^14*t2^10*t3^18 - 369261136243786252288*t0^6*t1^14*t2^6*t3^22 + 534680195211198464*t0^6*t1^14*t2^2*t3^26 - 300020937854976*t0^6*t1^13*t2^27*t3^2 - 24935523894419128320*t0^6*t1^13*t2^23*t3^6 + 24205232127255822270464*t0^6*t1^13*t2^19*t3^10 - 50218728716861265936384*t0^6*t1^13*t2^15*t3^14 + 18311520795784242003968*t0^6*t1^13*t2^11*t3^18 - 880109625780757069824*t0^6*t1^13*t2^7*t3^22 + 2072011661262192640*t0^6*t1^13*t2^3*t3^26 + 114254730010624*t0^6*t1^12*t2^28*t3^2 - 28785077453642334208*t0^6*t1^12*t2^24*t3^6 + 15805680073261255884800*t0^6*t1^12*t2^20*t3^10 - 40469155685657313542144*t0^6*t1^12*t2^16*t3^14 + 20057530861865236692992*t0^6*t1^12*t2^12*t3^18 - 1612699141259533484032*t0^6*t1^12*t2^8*t3^22 + 7213453653019983872*t0^6*t1^12*t2^4*t3^26 - 10267239580172288*t0^6*t1^12*t3^30 - 32013869273088*t0^6*t1^11*t2^29*t3^2 - 25292106578512969728*t0^6*t1^11*t2^25*t3^6 + 9033512802962840420352*t0^6*t1^11*t2^21*t3^10 - 28140468692023097950208*t0^6*t1^11*t2^17*t3^14 + 18311520795784242003968*t0^6*t1^11*t2^13*t3^18 - 2303012666121142665216*t0^6*t1^11*t2^9*t3^22 + 21019673525129052160*t0^6*t1^11*t2^5*t3^26 - 86523868524576768*t0^6*t1^11*t2*t3^30 - 15638448160768*t0^6*t1^10*t2^30*t3^2 - 18269516222627577856*t0^6*t1^10*t2^26*t3^6 + 4474251857109241167872*t0^6*t1^10*t2^22*t3^10 - 16788792815941110988800*t0^6*t1^10*t2^18*t3^14 + 13916286017753554354176*t0^6*t1^10*t2^14*t3^18 - 2589924940440622071808*t0^6*t1^10*t2^10*t3^22 + 47601964295028473856*t0^6*t1^10*t2^6*t3^26 - 163405020073558016*t0^6*t1^10*t2^2*t3^30 + 71421026947072*t0^6*t1^9*t2^31*t3^2 - 11111873886445764608*t0^6*t1^9*t2^27*\ t3^6 + 1893685923109272092672*t0^6*t1^9*t2^23*t3^10 - 8521222433216143556608*t0^6*t1^9*t2^19*t3^14 + 8771458257077074395136*t0^6*t1^9*t2^15*t3^18 - 2303012666121142665216*t0^6*t1^9*t2^11*t3^22 + 79766614270755733504*t0^6*t1^9*t2^7*t3^26 - 5980243743473664*t0^6*t1^9*t2^3*t3^30 - 53005773630464*t0^6*t1^8*t2^32*t3^2 - 5701993774770094080*t0^6*t1^8*t2^28*t3^6 + 671517738429078110208*t0^6*t1^8*t2^24*t3^10 - 3636616598870007218176*t0^6*t1^8*t2^20*t3^14 + 4555454779210543923200*t0^6*t1^8*t2^16*t3^18 - 1612699141259533484032*t0^6*t1^8*t2^12*t3^22 + 95154882247527497728*t0^6*t1^8*t2^8*t3^26 + 338801313959641088*t0^6*t1^8*t2^4*t3^30 + 1666859627708416*t0^6*t1^8*t3^34 + 1304828498944*t0^6*t1^7*t2^33*t3^2 - 2439054551434264576*t0^6*t1^7*t2^29*t3\ ^6 + 193862428465396121600*t0^6*t1^7*t2^25*t3^10 - 1284617568462611415040*t0^6*t1^7*t2^21*t3^14 + 1927762233526740582400*t0^6*t1^7*t2^17*t3^18 - 880109625780757069824*t0^6*t1^7*t2^13*t3^22 + 79766614270755733504*t0^6*t1^7*t2^9*t3^26 + 419490074275610624*t0^6*t1^7*t2^5*t3^30 + 24720045049380864*t0^6*t1^7*t2*t3^34 + 11851965779968*t0^6*t1^6*t2^34*t3^2 - 844528180948631552*t0^6*t1^6*t2^30*t3^6 + 43532123647148163072*t0^6*t1^6*t2^26*t3^10 - 367477721621912879104*t0^6*t1^6*t2^22*t3^14 + 652858734035412713472*t0^6*t1^6*t2^18*t3^18 - 369261136243786252288*t0^6*t1^6*t2^14*t3^22 + 47601964295028473856*t0^6*t1^6*t2^10*t3^26 + 312806660055760896*t0^6*t1^6*t2^6*t3^30 + 21618597625331712*t0^6*t1^6*t2^2*t3^34 - 3006496846848*t0^6*t1^5*t2^35*t3^2 - 222747841389789184*t0^6*t1^5*t2^31*t3^6 + 6981589492040794112*t0^6*t1^5*t2^27*t3^10 - 82441611819970723840*t0^6*t1^5*t2^23*t3^14 + 172525762166688579584*t0^6*t1^5*t2^19*t3^18 - 117930783940620058624*t0^6*t1^5*t2^15*t3^22 + 21019673525129052160*t0^6*t1^5*t2^11*t3^26 + 419490074275610624*t0^6*t1^5*t2^7*t3^30 - 115251633457201152*t0^6*t1^5*t2^3*t3^34 - 569551013888*t0^6*t1^4*t2^36*t3^2 - 41332691083214848*t0^6*t1^4*t2^32*t3^6 + 634301302382657536*t0^6*t1^4*t2^28*t3^10 - 13850378601985212416*t0^6*t1^4*t2^24*t3^14 + 34626178038194241536*t0^6*t1^4*t2^20*t3^18 - 28794338483711770624*t0^6*t1^4*t2^16*t3^22 + 7213453653019983872*t0^6*t1^4*t2^12*t3^26 + 338801313959641088*t0^6*t1^4*t2^8*t3^30 - 219532889648267264*t0^6*t1^4*t2^4*t3^34 + 949978046398464*t0^6*t1^4*t3^38 + 148731980800*t0^6*t1^3*t2^37*t3^2 - 4865514274095104*t0^6*t1^3*t2^33*t3^6 - 3120797054992384*t0^6*t1^3*t2^29*t3^10 - 1649085294349123584*t0^6*t1^3*t2^25*t3^14 + 5175490958657060864*t0^6*t1^3*t2^21*t3^18 - 5477975599492366336*t0^6*t1^3*t2^17*t3^22 + 2072011661262192640*t0^6*t1^3*t2^13*t3^26 - 5980243743473664*t0^6*t1^3*t2^9*t3^30 - 115251633457201152*t0^6*t1^3*t2^5*t3^34 + 24448356352*t0^6*t1^2*t2^38*t3^2 - 329867021713408*t0^6*t1^2*t2^34*t3^6 - 6736073945120768*t0^6*t1^2*t2^30*t3^10 - 130648741039308800*t0^6*t1^2*t2^26*t3^14 + 558762543179366400*t0^6*t1^2*t2^22*t3^18 - 811936126762745856*t0^6*t1^2*t2^18*t3^22 + 534680195211198464*t0^6*t1^2*t2^14*t3^26 - 163405020073558016*t0^6*t1^2*t2^10*t3^30 + 21618597625331712*t0^6*t1^2*t2^6*t3^34 - 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65972072726528*t0^4*t1^28*t2^12*t3^4 + 3926441755828092928*t0^4*t1^28*t2^8*t3^8 + 160433520214802432*t0^4*t1^28*t2^4*t3^12 - 2545304993792*t0^4*t1^28*t3^16 - 7059115433472*t0^4*t1^27*t2^17 + 140866140239872*t0^4*t1^27*t2^13*t3^4 + 8060048761721487360*t0^4*t1^27*t2^9*t3^8 + 1299374312656863232*t0^4*t1^27*t2^5*t3^12 - 263566372372480*t0^4*t1^27*t2*t3^16 + 6648938290176*t0^4*t1^26*t2^18 - 529175410278400*t0^4*t1^26*t2^14*t3^4 + 13732406244868325376*t0^4*t1^26*t2^10*t3^8 + 7716929611410702336*t0^4*t1^26*t2^6*t3^12 - 5586569842917376*t0^4*t1^26*t2^2*t3^16 - 2823469770240*t0^4*t1^25*t2^19 + 1169648712763392*t0^4*t1^25*t2^15*t3^4 + 19506922762668965888*t0^4*t1^25*t2^11*t3^8 + 35264240630975823872*t0^4*t1^25*t2^7*t3^12 - 76190820188815360*t0^4*t1^25*t2^3*t3^16 - 3239779553280*t0^4*t1^24*t2^20 - 1251005256503296*t0^4*t1^24*t2^16*t3^4 + 22674799577281003520*t0^4*t1^24*t2^12*t3^8 + 127588413154404466688*t0^4*t1^24*t2^8*t3^12 - 799973985176518656*t0^4*t1^24*t2^4*t3^16 + 15822927953920*t0^4*t1^24*t3^20 + 8802555878400*t0^4*t1^23*t2^21 + 1009346228440064*t0^4*t1^23*t2^17*t3^4 + 20150847762060574720*t0^4*t1^23*t2^13*t3^8 + 375488440093100867584*t0^4*t1^23*t2^9*t3^12 - 5777611292227403776*t0^4*t1^23*t2^5*t3^16 + 1018750841126912*t0^4*t1^23*t2*t3^20 - 11052128102400*t0^4*t1^22*t2^22 - 903851697094656*t0^4*t1^22*t2^18*t3^4 + 9958913211028930560*t0^4*t1^22*t2^14*t3^8 + 920601252468476346368*t0^4*t1^22*t2^10*t3^12 - 30211814143677169664*t0^4*t1^22*t2^6*t3^16 + 19098064694280192*t0^4*t1^22*t2^2*t3^20 + 8802555878400*t0^4*t1^21*t2^23 + 366605571462144*t0^4*t1^21*t2^19*t3^4 - 7047982872417304576*t0^4*t1^21*t2^15*t3^8 + 1916579702616478056448*t0^4*t1^21*t2^11*t3^12 - 120775899549723000832*t0^4*t1^21*t2^7*t3^16 + 167239681497366528*t0^4*t1^21*t2^3*t3^20 - 3239779553280*t0^4*t1^20*t2^24 + 111556303790080*t0^4*t1^20*t2^20*t3^4 - 26618625082706362368*t0^4*t1^20*t2^16*t3^8 + 3436809495824390684672*t0^4*t1^20*t2^12*t3^12 - 381726387100926869504*t0^4*t1^20*t2^8*t3^16 + 1229467559921713152*t0^4*t1^20*t2^4*t3^20 - 62760209612800*t0^4*t1^20*t3^24 - 2823469770240*t0^4*t1^19*t2^25 + 366605571462144*t0^4*t1^19*t2^21*t3^4 - 42330456758075883520*t0^4*t1^19*t2^17*t3^8 + 5363146433199141158912*t0^4*t1^19*t2^13*t3^12 - 975639690339038527488*t0^4*t1^19*t2^9*t3^16 + 7592486870936715264*t0^4*t1^19*t2^5*t3^20 - 1770907357937664*t0^4*t1^19*t2*t3^24 + 6648938290176*t0^4*t1^18*t2^26 - 903851697094656*t0^4*t1^18*t2^22*t3^4 - 48356203684655349760*t0^4*t1^18*t2^18*t3^8 + 7335715895800259411968*t0^4*t1^18*t2^14*t3^12 - 2053512797908673495040*t0^4*t1^18*t2^10*t3^16 + 35009268387613245440*t0^4*t1^18*t2^6*t3^20 - 28324658092703744*t0^4*t1^18*t2^2*t3^24 - 7059115433472*t0^4*t1^17*t2^27 + 1009346228440064*t0^4*t1^17*t2^23*t3^4 - 42330456758075883520*t0^4*t1^17*t2^19*t3^8 + 8836471650378598187008*t0^4*t1^17*t2^15*t3^12 - 3612775768814130298880*t0^4*t1^17*t2^11*t3^16 + 121322858986380197888*t0^4*t1^17*t2^7*t3^20 - 187617166449704960*t0^4*t1^17*t2^3*t3^24 + 4791461715968*t0^4*t1^16*t2^28 - 1251005256503296*t0^4*t1^16*t2^24*t3^4 - 26618625082706362368*t0^4*t1^16*t2^20*t3^8 + 9399420243775768166400*t0^4*t1^16*t2^16*t3^12 - 5371029411232489668608*t0^4*t1^16*t2^12*t3^16 + 325366334877698359296*t0^4*t1^16*t2^8*t3^20 - 795406766882947072*t0^4*t1^16*t2^4*t3^24 + 149196426444800*t0^4*t1^16*t3^28 - 1666524375040*t0^4*t1^15*t2^29 + 1169648712763392*t0^4*t1^15*t2^25*t3^4 - 7047982872417304576*t0^4*t1^15*t2^21*t3^8 + 8836471650378598187008*t0^4*t1^15*t2^17*t3^12 - 6795739590189821984768*t0^4*t1^15*t2^13*t3^16 + 688914722546685837312*t0^4*t1^15*t2^9*t3^20 - 3530446557528719360*t0^4*t1^15*t2^5*t3^24 + 1767879405993984*t0^4*t1^15*t2*t3^28 - 687732609024*t0^4*t1^14*t2^30 - 529175410278400*t0^4*t1^14*t2^26*t3^4 + 9958913211028930560*t0^4*t1^14*t2^22*t3^8 + 7335715895800259411968*t0^4*t1^14*t2^18*t3^12 - 7346931231863852761088*t0^4*t1^14*t2^14*t3^16 + 1165858500723404177408*t0^4*t1^14*t2^10*t3^20 - 13652773580893585408*t0^4*t1^14*t2^6*t3^24 + 17993353169731584*t0^4*t1^14*t2^2*t3^28 + 1641201948672*t0^4*t1^13*t2^31 + 140866140239872*t0^4*t1^13*t2^27*t3^4 + 20150847762060574720*t0^4*t1^13*t2^23*t3^8 + 5363146433199141158912*t0^4*t1^13*t2^19*t3^12 - 6795739590189821984768*t0^4*t1^13*t2^15*t3^16 + 1591631951083803246592*t0^4*t1^13*t2^11*t3^20 - 38833200751557214208*t0^4*t1^13*t2^7*t3^24 + 98431242298458112*t0^4*t1^13*t2^3*t3^28 - 1505860837376*t0^4*t1^12*t2^32 - 65972072726528*t0^4*t1^12*t2^28*t3^4 + 22674799577281003520*t0^4*t1^12*t2^24*t3^8 + 3436809495824390684672*t0^4*t1^12*t2^20*t3^12 - 5371029411232489668608*t0^4*t1^12*t2^16*t3^16 + 1764197851800432279552*t0^4*t1^12*t2^12*t3^20 - 80325544750042054656*t0^4*t1^12*t2^8*t3^24 + 170684311035445248*t0^4*t1^12*t2^4*t3^28 - 215504279044096*t0^4*t1^12*t3^32 + 944190311680*t0^4*t1^11*t2^33 - 71434191939584*t0^4*t1^11*t2^29*t3^4 + 19506922762668965888*t0^4*t1^11*t2^25*t3^8 + 1916579702616478056448*t0^4*t1^11*t2^21*t3^12 - 3612775768814130298880*t0^4*t1^11*t2^17*t3^16 + 1591631951083803246592*t0^4*t1^11*t2^13*t3^20 - 123467128017352916992*t0^4*t1^11*t2^9*t3^24 + 118597621286699008*t0^4*t1^11*t2^5*t3^28 - 1009351674298368*t0^4*t1^11*t2*t3^32 - 441523526144*t0^4*t1^10*t2^34 + 96470153527296*t0^4*t1^10*t2^30*t3^4 + 13732406244868325376*t0^4*t1^10*t2^26*t3^8 + 920601252468476346368*t0^4*t1^10*t2^22*t3^12 - 2053512797908673495040*t0^4*t1^10*t2^18*t3^16 + 1165858500723404177408*t0^4*t1^10*t2^14*t3^20 - 142438234820809064448*t0^4*t1^10*t2^10*t3^24 + 456773706119643136*t0^4*t1^10*t2^6*t3^28 - 2711395674095616*t0^4*t1^10*t2^2*t3^32 + 155138746624*t0^4*t1^9*t2^35 + 7904826025984*t0^4*t1^9*t2^31*t3^4 + 8060048761721487360*t0^4*t1^9*t2^27*t3\ ^8 + 375488440093100867584*t0^4*t1^9*t2^23*t3^12 - 975639690339038527488*t0^4*t1^9*t2^19*t3^16 + 688914722546685837312*t0^4*t1^9*t2^15*t3^20 - 123467128017352916992*t0^4*t1^9*t2^11*t3^24 + 1631723107997712384*t0^4*t1^9*t2^7*t3^28 - 9132955897167872*t0^4*t1^9*t2^3*t3^32 - 39288739840*t0^4*t1^8*t2^36 - 11805466699776*t0^4*t1^8*t2^32*t3^4 + 3926441755828092928*t0^4*t1^8*t2^28*t\ 3^8 + 127588413154404466688*t0^4*t1^8*t2^24*t3^12 - 381726387100926869504*t0^4*t1^8*t2^20*t3^16 + 325366334877698359296*t0^4*t1^8*t2^16*t3^20 - 80325544750042054656*t0^4*t1^8*t2^12*t3^24 + 2429691350426320896*t0^4*t1^8*t2^8*t3^28 + 29232715647680512*t0^4*t1^8*t2^4*t3^32 + 185817465094144*t0^4*t1^8*t3^36 + 6200224256*t0^4*t1^7*t2^37 - 35832066209280*t0^4*t1^7*t2^33*t3^4 + 1553021425607344128*t0^4*t1^7*t2^29*t3^8 + 35264240630975823872*t0^4*t1^7*t2^25*t3^12 - 120775899549723000832*t0^4*t1^7*t2^21*t3^16 + 121322858986380197888*t0^4*t1^7*t2^17*t3^20 - 38833200751557214208*t0^4*t1^7*t2^13*t3^24 + 1631723107997712384*t0^4*t1^7*t2^9*t3^28 + 199938905246531584*t0^4*t1^7*t2^5*t3^32 + 252337918574592*t0^4*t1^7*t2*t3^36 - 194870272*t0^4*t1^6*t2^38 + 25831321231360*t0^4*t1^6*t2^34*t3^4 + 481954908372008960*t0^4*t1^6*t2^30*t3^8 + 7716929611410702336*t0^4*t1^6*t2^26*t3^12 - 30211814143677169664*t0^4*t1^6*t2^22*t3^16 + 35009268387613245440*t0^4*t1^6*t2^18*t3^20 - 13652773580893585408*t0^4*t1^6*t2^14*t3^24 + 456773706119643136*t0^4*t1^6*t2^10*t3^28 + 324399910659031040*t0^4*t1^6*t2^6*t3^32 - 1372190511464448*t0^4*t1^6*t2^2*t3^36 - 172996096*t0^4*t1^5*t2^39 - 1181645994496*t0^4*t1^5*t2^35*t3^4 + 110667736863637504*t0^4*t1^5*t2^31*t3^\ 8 + 1299374312656863232*t0^4*t1^5*t2^27*t3^12 - 5777611292227403776*t0^4*t1^5*t2^23*t3^16 + 7592486870936715264*t0^4*t1^5*t2^19*t3^20 - 3530446557528719360*t0^4*t1^5*t2^15*t3^24 + 118597621286699008*t0^4*t1^5*t2^11*t3^28 + 199938905246531584*t0^4*t1^5*t2^7*t3^32 - 6983548103819264*t0^4*t1^5*t2^3*t3^36 + 44083200*t0^4*t1^4*t2^40 - 2432087642112*t0^4*t1^4*t2^36*t3^4 + 17331751304200192*t0^4*t1^4*t2^32*t3^8 + 160433520214802432*t0^4*t1^4*t2^28*t3^12 - 799973985176518656*t0^4*t1^4*t2^24*t3^16 + 1229467559921713152*t0^4*t1^4*t2^20*t3^20 - 795406766882947072*t0^4*t1^4*t2^16*t3^24 + 170684311035445248*t0^4*t1^4*t2^12*t3^28 + 29232715647680512*t0^4*t1^4*t2^8*t3^32 - 12171593719480320*t0^4*t1^4*t2^4*t3^36 - 87960930222080*t0^4*t1^4*t3^40 - 4547328*t0^4*t1^3*t2^41 + 120095217152*t0^4*t1^3*t2^37*t3^4 + 1713854481137664*t0^4*t1^3*t2^33*t3^8 + 12502093613629440*t0^4*t1^3*t2^29*t3^12 - 76190820188815360*t0^4*t1^3*t2^25*t3^16 + 167239681497366528*t0^4*t1^3*t2^21*t3^20 - 187617166449704960*t0^4*t1^3*t2^17*t3^24 + 98431242298458112*t0^4*t1^3*t2^13*t3^28 - 9132955897167872*t0^4*t1^3*t2^9*t3^32 - 6983548103819264*t0^4*t1^3*t2^5*t3^36 + 97792*t0^4*t1^2*t2^42 + 110859313152*t0^4*t1^2*t2^38*t3^4 + 94375108747264*t0^4*t1^2*t2^34*t3^8 + 491725286801408*t0^4*t1^2*t2^30*t3^12 - 5586569842917376*t0^4*t1^2*t2^26*t3^16 + 19098064694280192*t0^4*t1^2*t2^22*t3^20 - 28324658092703744*t0^4*t1^2*t2^18*t3^24 + 17993353169731584*t0^4*t1^2*t2^14*t3^28 - 2711395674095616*t0^4*t1^2*t2^10*t3^32 - 1372190511464448*t0^4*t1^2*t2^6*t3^36 + 316659348799488*t0^4*t1^2*t2^2*t3^40 + 12544*t0^4*t1*t2^43 + 7678523904*t0^4*t1*t2^39*t3^4 + 2401694121984*t0^4*t1*t2^35*t3^8 + 2455544922112*t0^4*t1*t2^31*t3^12 - 263566372372480*t0^4*t1*t2^27*t3^16 + 1018750841126912*t0^4*t1*t2^23*t3^20 - 1770907357937664*t0^4*t1*t2^19*t3^24 + 1767879405993984*t0^4*t1*t2^15*t3^28 - 1009351674298368*t0^4*t1*t2^11*t3^32 + 252337918574592*t0^4*t1*t2^7*t3^36 + 156448768*t0^4*t2^40*t3^4 + 26638647296*t0^4*t2^36*t3^8 + 315079688192*t0^4*t2^32*t3^12 - 2545304993792*t0^4*t2^28*t3^16 + 15822927953920*t0^4*t2^24*t3^20 - 62760209612800*t0^4*t2^20*t3^24 + 149196426444800*t0^4*t2^16*t3^28 - 215504279044096*t0^4*t2^12*t3^32 + 185817465094144*t0^4*t2^8*t3^36 - 87960930222080*t0^4*t2^4*t3^40 + 17592186044416*t0^4*t3^44 - 25088*t0^2*t1^44*t3^2 - 170496*t0^2*t1^43*t2*t3^2 + 9265152*t0^2*t1^42*t2^2*t3^2 - 97456640*t0^2*t1^41*t2^3*t3^2 + 443253248*t0^2*t1^40*t2^4*t3^2 + 6743040*t0^2*t1^40*t3^6 - 44418048*t0^2*t1^39*t2^5*t3^2 + 824095744*t0^2*t1^39*t2*t3^6 - 12444196864*t0^2*t1^38*t2^6*t3^2 + 24448356352*t0^2*t1^38*t2^2*t3^6 + 91367668736*t0^2*t1^37*t2^7*t3^2 + 148731980800*t0^2*t1^37*t2^3*t3^6 - 401255421440*t0^2*t1^36*t2^8*t3^2 - 569551013888*t0^2*t1^36*t2^4*t3^6 - 154296320*t0^2*t1^36*t3^10 + 1271902025216*t0^2*t1^35*t2^9*t3^2 - 3006496846848*t0^2*t1^35*t2^5*t3^6 - 25078562816*t0^2*t1^35*t2*t3^10 - 3081705168896*t0^2*t1^34*t2^10*t3^2 + 11851965779968*t0^2*t1^34*t2^6*t3^6 - 1441373323264*t0^2*t1^34*t2^2*t3^10 + 5783149350400*t0^2*t1^33*t2^11*t3^2 + 1304828498944*t0^2*t1^33*t2^7*t3^6 - 50159703523328*t0^2*t1^33*t2^3*t3^10 - 8182506195456*t0^2*t1^32*t2^12*t3^2 - 53005773630464*t0^2*t1^32*t2^8*t3^6 - 937270497337344*t0^2*t1^32*t2^4*t3^10 + 1087127552*t0^2*t1^32*t3^14 + 7669590790144*t0^2*t1^31*t2^13*t3^2 + 71421026947072*t0^2*t1^31*t2^9*t3^6 - 10109089973862400*t0^2*t1^31*t2^5*t3^\ 10 + 239716204544*t0^2*t1^31*t2*t3^14 - 1324820365312*t0^2*t1^30*t2^14*t3^2 - 15638448160768*t0^2*t1^30*t2^10*t3^6 - 68702661828411392*t0^2*t1^30*t2^6*t3^10 + 12261486624768*t0^2*t1^30*t2^2*t3^14 - 11540506963968*t0^2*t1^29*t2^15*t3^2 - 32013869273088*t0^2*t1^29*t2^11*t3^6 - 315225267862962176*t0^2*t1^29*t2^7*t3^10 + 308438511976448*t0^2*t1^29*t2^3*t3^14 + 27034203048960*t0^2*t1^28*t2^16*t3^2 + 114254730010624*t0^2*t1^28*t2^12*t3^6 - 1045335053649412096*t0^2*t1^28*t2^8*t3^10 + 4035562433019904*t0^2*t1^28*t2^4*t3^14 - 3355443200*t0^2*t1^28*t3^18 - 36999030879232*t0^2*t1^27*t2^17*t3^2 - 300020937854976*t0^2*t1^27*t2^13*t3^6 - 2640917375021154304*t0^2*t1^27*t2^9*t3^10 + 38282850595700736*t0^2*t1^27*t2^5*t3^14 - 1263550857216*t0^2*t1^27*t2*t3^18 + 33063046987776*t0^2*t1^26*t2^18*t3^2 + 352042746068992*t0^2*t1^26*t2^14*t3^6 - 5263969539366453248*t0^2*t1^26*t2^10*t3^10 + 279410244432035840*t0^2*t1^26*t2^6*t3^14 - 48209565057024*t0^2*t1^26*t2^2*t3^18 - 12465257014272*t0^2*t1^25*t2^19*t3^2 - 256164010029056*t0^2*t1^25*t2^15*t3^6 - 8414207890842517504*t0^2*t1^25*t2^11*t3^10 + 1536126297339396096*t0^2*t1^25*t2^7*t3^14 - 624629014069248*t0^2*t1^25*t2^3*t3^18 - 18437731322880*t0^2*t1^24*t2^20*t3^2 + 356483938387968*t0^2*t1^24*t2^16*t3^6 - 10717366318192623616*t0^2*t1^24*t2^12*t3^10 + 6368219511951130624*t0^2*t1^24*t2^8*t3^14 - 8043191563452416*t0^2*t1^24*t2^4*t3^18 + 5100273664*t0^2*t1^24*t3^22 + 46188927068160*t0^2*t1^23*t2^21*t3^2 - 501717046126592*t0^2*t1^23*t2^17*t3^6 - 10331289959764918272*t0^2*t1^23*t2^13*t3^10 + 20696365968817324032*t0^2*t1^23*t2^9*t3^14 - 73496041701244928*t0^2*t1^23*t2^5*t3^18 + 3847871266816*t0^2*t1^23*t2*t3^22 - 57314479718400*t0^2*t1^22*t2^22*t3^2 + 502599553933312*t0^2*t1^22*t2^18*t3^6 - 5947019158670016512*t0^2*t1^22*t2^14*t3^10 + 54923208509957734400*t0^2*t1^22*t2^10*t3^14 - 491075320225464320*t0^2*t1^22*t2^6*t3^18 + 109633939177472*t0^2*t1^22*t2^2*t3^22 + 46188927068160*t0^2*t1^21*t2^23*t3^2 - 703987283744768*t0^2*t1^21*t2^19*t3^6 + 2147242095598960640*t0^2*t1^21*t2^15*t3^10 + 122261597957575737344*t0^2*t1^21*t2^11*t3^14 - 2628694348711067648*t0^2*t1^21*t2^7*t3^18 + 812030223187968*t0^2*t1^21*t2^3*t3^22 - 18437731322880*t0^2*t1^20*t2^24*t3^2 + 911981231755264*t0^2*t1^20*t2^20*t3^6 + 11765108100324179968*t0^2*t1^20*t2^16*t3^10 + 231910764047310913536*t0^2*t1^20*t2^12*t3^14 - 10697388300437553152*t0^2*t1^20*t2^8*t3^18 + 7669564036874240*t0^2*t1^20*t2^4*t3^22 - 3758096384*t0^2*t1^20*t3^26 - 12465257014272*t0^2*t1^19*t2^25*t3^2 - 703987283744768*t0^2*t1^19*t2^21*t3^6 + 19563994722695118848*t0^2*t1^19*t2^17*t3^10 + 378543892633948979200*t0^2*t1^19*t2^13*t3^14 - 33025256677248598016*t0^2*t1^19*t2^9*t3^18 + 71612794759282688*t0^2*t1^19*t2^5*t3^22 - 6805912551424*t0^2*t1^19*t2*t3^26 + 33063046987776*t0^2*t1^18*t2^26*t3^2 + 502599553933312*t0^2*t1^18*t2^22*t3^6 + 22557572586722230272*t0^2*t1^18*t2^18*t3^10 + 535048927697509679104*t0^2*t1^18*t2^14*t3^14 - 79812978935395778560*t0^2*t1^18*t2^10*t3^18 + 400935088969220096*t0^2*t1^18*t2^6*t3^22 - 173879603494912*t0^2*t1^18*t2^2*t3^26 - 36999030879232*t0^2*t1^17*t2^27*t3^2 - 501717046126592*t0^2*t1^17*t2^23*t3^6 + 19563994722695118848*t0^2*t1^17*t2^19*t3^10 + 657521100241928519680*t0^2*t1^17*t2^15*t3^14 - 155237660670713397248*t0^2*t1^17*t2^11*t3^18 + 1798254888472281088*t0^2*t1^17*t2^7*t3^22 - 1027838824153088*t0^2*t1^17*t2^3*t3^26 + 27034203048960*t0^2*t1^16*t2^28*t3^2 + 356483938387968*t0^2*t1^16*t2^24*t3^6 + 11765108100324179968*t0^2*t1^16*t2^20*t3^10 + 704101977940441006080*t0^2*t1^16*t2^16*t3^14 - 247192300047516565504*t0^2*t1^16*t2^12*t3^18 + 6373391514965377024*t0^2*t1^16*t2^8*t3^22 - 2536020885110784*t0^2*t1^16*t2^4*t3^26 + 1073741824*t0^2*t1^16*t3^30 - 11540506963968*t0^2*t1^15*t2^29*t3^2 - 256164010029056*t0^2*t1^15*t2^25*t3^6 + 2147242095598960640*t0^2*t1^15*t2^21*t3^10 + 657521100241928519680*t0^2*t1^15*t2^17*t3^14 - 325544859651532652544*t0^2*t1^15*t2^13*t3^18 + 16648226184676507648*t0^2*t1^15*t2^9*t3^22 - 20015126346203136*t0^2*t1^15*t2^5*t3^26 + 6892348768256*t0^2*t1^15*t2*t3^30 - 1324820365312*t0^2*t1^14*t2^30*t3^2 + 352042746068992*t0^2*t1^14*t2^26*t3^6 - 5947019158670016512*t0^2*t1^14*t2^22*t3^10 + 535048927697509679104*t0^2*t1^14*t2^18*t3^14 - 356610481674407378944*t0^2*t1^14*t2^14*t3^18 + 32168845326759755776*t0^2*t1^14*t2^10*t3^22 - 94811927045210112*t0^2*t1^14*t2^6*t3^26 + 209362475810816*t0^2*t1^14*t2^2*t3^30 + 7669590790144*t0^2*t1^13*t2^31*t3^2 - 300020937854976*t0^2*t1^13*t2^27*t3^6 - 10331289959764918272*t0^2*t1^13*t2^23*t3^10 + 378543892633948979200*t0^2*t1^13*t2^19*t3^14 - 325544859651532652544*t0^2*t1^13*t2^15*t3^18 + 47193761128820768768*t0^2*t1^13*t2^11*t3^22 - 310055146165895168*t0^2*t1^13*t2^7*t3^26 + 885322682466304*t0^2*t1^13*t2^3*t3^30 - 8182506195456*t0^2*t1^12*t2^32*t3^2 + 114254730010624*t0^2*t1^12*t2^28*t3^6 - 10717366318192623616*t0^2*t1^12*t2^24*t3^10 + 231910764047310913536*t0^2*t1^12*t2^20*t3^14 - 247192300047516565504*t0^2*t1^12*t2^16*t3^18 + 53538859033173164032*t0^2*t1^12*t2^12*t3^22 - 935964082433949696*t0^2*t1^12*t2^8*t3^26 - 596678331596800*t0^2*t1^12*t2^4*t3^30 + 5783149350400*t0^2*t1^11*t2^33*t3^2 - 32013869273088*t0^2*t1^11*t2^29*t3^6 - 8414207890842517504*t0^2*t1^11*t2^25*t3^10 + 122261597957575737344*t0^2*t1^11*t2^21*t3^14 - 155237660670713397248*t0^2*t1^11*t2^17*t3^18 + 47193761128820768768*t0^2*t1^11*t2^13*t3^22 - 1972972276290682880*t0^2*t1^11*t2^9*t3^26 - 13152853086437376*t0^2*t1^11*t2^5*t3^30 - 3710851743744*t0^2*t1^11*t2*t3^34 - 3081705168896*t0^2*t1^10*t2^34*t3^2 - 15638448160768*t0^2*t1^10*t2^30*t3^6 - 5263969539366453248*t0^2*t1^10*t2^26*t3^10 + 54923208509957734400*t0^2*t1^10*t2^22*t3^14 - 79812978935395778560*t0^2*t1^10*t2^18*t3^18 + 32168845326759755776*t0^2*t1^10*t2^14*t3^22 - 2548245822324080640*t0^2*t1^10*t2^10*t3^26 - 38322421224177664*t0^2*t1^10*t2^6*t3^30 - 175921860444160*t0^2*t1^10*t2^2*t3^34 + 1271902025216*t0^2*t1^9*t2^35*t3^2 + 71421026947072*t0^2*t1^9*t2^31*t3^6 - 2640917375021154304*t0^2*t1^9*t2^27*t\ 3^10 + 20696365968817324032*t0^2*t1^9*t2^23*t3^14 - 33025256677248598016*t0^2*t1^9*t2^19*t3^18 + 16648226184676507648*t0^2*t1^9*t2^15*t3^22 - 1972972276290682880*t0^2*t1^9*t2^11*t3^26 - 86565666072559616*t0^2*t1^9*t2^7*t3^30 - 317896299380736*t0^2*t1^9*t2^3*t3^34 - 401255421440*t0^2*t1^8*t2^36*t3^2 - 53005773630464*t0^2*t1^8*t2^32*t3^6 - 1045335053649412096*t0^2*t1^8*t2^28*t\ 3^10 + 6368219511951130624*t0^2*t1^8*t2^24*t3^14 - 10697388300437553152*t0^2*t1^8*t2^20*t3^18 + 6373391514965377024*t0^2*t1^8*t2^16*t3^22 - 935964082433949696*t0^2*t1^8*t2^12*t3^26 - 121244686940635136*t0^2*t1^8*t2^8*t3^30 + 540959720865792*t0^2*t1^8*t2^4*t3^34 + 91367668736*t0^2*t1^7*t2^37*t3^2 + 1304828498944*t0^2*t1^7*t2^33*t3^6 - 315225267862962176*t0^2*t1^7*t2^29*t3^\ 10 + 1536126297339396096*t0^2*t1^7*t2^25*t3^14 - 2628694348711067648*t0^2*t1^7*t2^21*t3^18 + 1798254888472281088*t0^2*t1^7*t2^17*t3^22 - 310055146165895168*t0^2*t1^7*t2^13*t3^26 - 86565666072559616*t0^2*t1^7*t2^9*t3^30 + 6903283754991616*t0^2*t1^7*t2^5*t3^34 + 824633720832*t0^2*t1^7*t2*t3^38 - 12444196864*t0^2*t1^6*t2^38*t3^2 + 11851965779968*t0^2*t1^6*t2^34*t3^6 - 68702661828411392*t0^2*t1^6*t2^30*t3^10 + 279410244432035840*t0^2*t1^6*t2^26*t3^14 - 491075320225464320*t0^2*t1^6*t2^22*t3^18 + 400935088969220096*t0^2*t1^6*t2^18*t3^22 - 94811927045210112*t0^2*t1^6*t2^14*t3^26 - 38322421224177664*t0^2*t1^6*t2^10*t3^30 + 13128168835645440*t0^2*t1^6*t2^6*t3^34 + 85761906966528*t0^2*t1^6*t2^2*t3^38 - 44418048*t0^2*t1^5*t2^39*t3^2 - 3006496846848*t0^2*t1^5*t2^35*t3^6 - 10109089973862400*t0^2*t1^5*t2^31*t3^10 + 38282850595700736*t0^2*t1^5*t2^27*t3^14 - 73496041701244928*t0^2*t1^5*t2^23*t3^18 + 71612794759282688*t0^2*t1^5*t2^19*t3^22 - 20015126346203136*t0^2*t1^5*t2^15*t3^26 - 13152853086437376*t0^2*t1^5*t2^11*t3^30 + 6903283754991616*t0^2*t1^5*t2^7*t3^34 + 14568529068032*t0^2*t1^5*t2^3*t3^38 + 443253248*t0^2*t1^4*t2^40*t3^2 - 569551013888*t0^2*t1^4*t2^36*t3^6 - 937270497337344*t0^2*t1^4*t2^32*t3^10 + 4035562433019904*t0^2*t1^4*t2^28*t3^14 - 8043191563452416*t0^2*t1^4*t2^24*t3^18 + 7669564036874240*t0^2*t1^4*t2^20*t3^22 - 2536020885110784*t0^2*t1^4*t2^16*t3^26 - 596678331596800*t0^2*t1^4*t2^12*t3^30 + 540959720865792*t0^2*t1^4*t2^8*t3^34 - 131941395333120*t0^2*t1^4*t2^4*t3^38 - 97456640*t0^2*t1^3*t2^41*t3^2 + 148731980800*t0^2*t1^3*t2^37*t3^6 - 50159703523328*t0^2*t1^3*t2^33*t3^10 + 308438511976448*t0^2*t1^3*t2^29*t3^14 - 624629014069248*t0^2*t1^3*t2^25*t3^18 + 812030223187968*t0^2*t1^3*t2^21*t3^22 - 1027838824153088*t0^2*t1^3*t2^17*t3^26 + 885322682466304*t0^2*t1^3*t2^13*t3^30 - 317896299380736*t0^2*t1^3*t2^9*t3^34 + 14568529068032*t0^2*t1^3*t2^5*t3^38 + 9265152*t0^2*t1^2*t2^42*t3^2 + 24448356352*t0^2*t1^2*t2^38*t3^6 - 1441373323264*t0^2*t1^2*t2^34*t3^10 + 12261486624768*t0^2*t1^2*t2^30*t3^14 - 48209565057024*t0^2*t1^2*t2^26*t3^18 + 109633939177472*t0^2*t1^2*t2^22*t3^22 - 173879603494912*t0^2*t1^2*t2^18*t3^26 + 209362475810816*t0^2*t1^2*t2^14*t3^30 - 175921860444160*t0^2*t1^2*t2^10*t3^34 + 85761906966528*t0^2*t1^2*t2^6*t3^38 - 17592186044416*t0^2*t1^2*t2^2*t3^42 - 170496*t0^2*t1*t2^43*t3^2 + 824095744*t0^2*t1*t2^39*t3^6 - 25078562816*t0^2*t1*t2^35*t3^10 + 239716204544*t0^2*t1*t2^31*t3^14 - 1263550857216*t0^2*t1*t2^27*t3^18 + 3847871266816*t0^2*t1*t2^23*t3^22 - 6805912551424*t0^2*t1*t2^19*t3^26 + 6892348768256*t0^2*t1*t2^15*t3^30 - 3710851743744*t0^2*t1*t2^11*t3^34 + 824633720832*t0^2*t1*t2^7*t3^38 - 25088*t0^2*t2^44*t3^2 + 6743040*t0^2*t2^40*t3^6 - 154296320*t0^2*t2^36*t3^10 + 1087127552*t0^2*t2^32*t3^14 - 3355443200*t0^2*t2^28*t3^18 + 5100273664*t0^2*t2^24*t3^22 - 3758096384*t0^2*t2^20*t3^26 + 1073741824*t0^2*t2^16*t3^30 + t1^48 - 48*t1^47*t2 + 1128*t1^46*t2^2 - 17296*t1^45*t2^3 + 194580*t1^44*t2^4 - 1712304*t1^43*t2^5 + 12544*t1^43*t2*t3^4 + 12271512*t1^42*t2^6 + 97792*t1^42*t2^2*t3^4 - 73629072*t1^41*t2^7 - 4547328*t1^41*t2^3*t3^4 + 377348994*t1^40*t2^8 + 44083200*t1^40*t2^4*t3^4 - 1677106640*t1^39*t2^9 - 172996096*t1^39*t2^5*t3^4 - 78080*t1^39*t2*t3^8 + 6540715896*t1^38*t2^10 - 194870272*t1^38*t2^6*t3^4 + 36454400*t1^38*t2^2*t3^8 - 22595200368*t1^37*t2^11 + 6200224256*t1^37*t2^7*t3^4 + 1513113856*t1^37*t2^3*t3^8 + 69668534468*t1^36*t2^12 - 39288739840*t1^36*t2^8*t3^4 + 15302782976*t1^36*t2^4*t3^8 - 192928249296*t1^35*t2^13 + 155138746624*t1^35*t2^9*t3^4 - 45528862464*t1^35*t2^5*t3^8 + 131072*t1^35*t2*t3^12 + 482320623240*t1^34*t2^14 - 441523526144*t1^34*t2^10*t3^4 - 351197249536*t1^34*t2^6*t3^8 - 351674368*t1^34*t2^2*t3^12 - 1093260079344*t1^33*t2^15 + 944190311680*t1^33*t2^11*t3^4 + 1286997485312*t1^33*t2^7*t3^8 + 23165042688*t1^33*t2^3*t3^12 + 2254848913647*t1^32*t2^16 - 1505860837376*t1^32*t2^12*t3^4 + 1043960725504*t1^32*t2^8*t3^8 + 2142568644608*t1^32*t2^4*t3^12 - 4244421484512*t1^31*t2^17 + 1641201948672*t1^31*t2^13*t3^4 - 11652167451648*t1^31*t2^9*t3^8 + 65500554821632*t1^31*t2^5*t3^12 - 65536*t1^31*t2*t3^16 + 7309837001104*t1^30*t2^18 - 687732609024*t1^30*t2^14*t3^4 + 23151341731840*t1^30*t2^10*t3^8 + 1042886179356672*t1^30*t2^6*t3^12 + 1288175616*t1^30*t2^2*t3^16 - 11541847896480*t1^29*t2^19 - 1666524375040*t1^29*t2^15*t3^4 - 20226447006720*t1^29*t2^11*t3^8 + 9532664081186816*t1^29*t2^7*t3^12 - 375560863744*t1^29*t2^3*t3^16 + 16735679449896*t1^28*t2^20 + 4791461715968*t1^28*t2^16*t3^4 + 2863637348352*t1^28*t2^12*t3^8 + 54931492424974336*t1^28*t2^8*t3^12 - 17199698345984*t1^28*t2^4*t3^16 - 22314239266528*t1^27*t2^21 - 7059115433472*t1^27*t2^17*t3^4 + 26699231990784*t1^27*t2^13*t3^8 + 214692077505839104*t1^27*t2^9*t3^12 - 319853544210432*t1^27*t2^5*t3^16 + 27385657281648*t1^26*t2^22 + 6648938290176*t1^26*t2^18*t3^4 - 78843332132864*t1^26*t2^14*t3^8 + 606360965522948096*t1^26*t2^10*t3^12 - 3285287077412864*t1^26*t2^6*t3^16 - 2197815296*t1^26*t2^2*t3^20 - 30957699535776*t1^25*t2^23 - 2823469770240*t1^25*t2^19*t3^4 + 134992656976896*t1^25*t2^15*t3^8 + 1296823026026971136*t1^25*t2^11*t3^12 - 23324865766162432*t1^25*t2^7*t3^16 + 2066374197248*t1^25*t2^3*t3^20 + 32247603683100*t1^24*t2^24 - 3239779553280*t1^24*t2^20*t3^4 - 159145422782464*t1^24*t2^16*t3^8 + 2132689105519312896*t1^24*t2^12*t3^12 - 115956742567886848*t1^24*t2^8*t3^16 + 52241834704896*t1^24*t2^4*t3^20 - 30957699535776*t1^23*t2^25 + 8802555878400*t1^23*t2^21*t3^4 + 163199499665920*t1^23*t2^17*t3^8 + 2640760838277791744*t1^23*t2^13*t3^12 - 394988875577753600*t1^23*t2^9*t3^16 + 496994934063104*t1^23*t2^5*t3^20 + 27385657281648*t1^22*t2^26 - 11052128102400*t1^22*t2^22*t3^4 - 161803428528128*t1^22*t2^18*t3^8 + 2193335812016635904*t1^22*t2^14*t3^12 - 929108247799660544*t1^22*t2^10*t3^16 + 3417562956169216*t1^22*t2^6*t3^20 + 1761607680*t1^22*t2^2*t3^24 - 22314239266528*t1^21*t2^27 + 8802555878400*t1^21*t2^23*t3^4 + 136752802254336*t1^21*t2^19*t3^8 + 452492142614446080*t1^21*t2^15*t3^12 - 1534384007145979904*t1^21*t2^11*t3^16 + 18080499004080128*t1^21*t2^7*t3^20 - 6004548829184*t1^21*t2^3*t3^24 + 16735679449896*t1^20*t2^28 - 3239779553280*t1^20*t2^24*t3^4 - 115878912876544*t1^20*t2^20*t3^8 - 2187209579288788992*t1^20*t2^16*t3^12 - 1690919405112197120*t1^20*t2^12*t3^16 + 72682377561767936*t1^20*t2^8*t3^20 - 72633366347776*t1^20*t2^4*t3^24 - 11541847896480*t1^19*t2^29 - 2823469770240*t1^19*t2^25*t3^4 + 136752802254336*t1^19*t2^21*t3^8 - 4614647747202940928*t1^19*t2^17*t3^12 - 860802088024145920*t1^19*t2^13*t3^16 + 203678323279134720*t1^19*t2^9*t3^20 - 250782922309632*t1^19*t2^5*t3^24 + 7309837001104*t1^18*t2^30 + 6648938290176*t1^18*t2^26*t3^4 - 161803428528128*t1^18*t2^22*t3^8 - 5601742699229396992*t1^18*t2^18*t3^12 + 925963919295512576*t1^18*t2^14*t3^16 + 347393372731736064*t1^18*t2^10*t3^20 - 675847111442432*t1^18*t2^6*t3^24 - 536870912*t1^18*t2^2*t3^28 - 4244421484512*t1^17*t2^31 - 7059115433472*t1^17*t2^27*t3^4 + 163199499665920*t1^17*t2^23*t3^8 - 4614647747202940928*t1^17*t2^19*t3^12 + 2813133695485542400*t1^17*t2^15*t3^16 + 303850743230627840*t1^17*t2^11*t3^20 - 3217409863319552*t1^17*t2^7*t3^24 + 10074382663680*t1^17*t2^3*t3^28 + 2254848913647*t1^16*t2^32 + 4791461715968*t1^16*t2^28*t3^4 - 159145422782464*t1^16*t2^24*t3^8 - 2187209579288788992*t1^16*t2^20*t3^12 + 3628018663610908672*t1^16*t2^16*t3^16 - 49378209283702784*t1^16*t2^12*t3^20 - 10332048623403008*t1^16*t2^8*t3^24 + 41089952120832*t1^16*t2^4*t3^28 - 1093260079344*t1^15*t2^33 - 1666524375040*t1^15*t2^29*t3^4 + 134992656976896*t1^15*t2^25*t3^8 + 452492142614446080*t1^15*t2^21*t3^12 + 2813133695485542400*t1^15*t2^17*t3^16 - 525229017519882240*t1^15*t2^13*t3^20 - 25742423560814592*t1^15*t2^9*t3^24 - 38607997894656*t1^15*t2^5*t3^28 + 482320623240*t1^14*t2^34 - 687732609024*t1^14*t2^30*t3^4 - 78843332132864*t1^14*t2^26*t3^8 + 2193335812016635904*t1^14*t2^22*t3^12 + 925963919295512576*t1^14*t2^18*t3^16 - 750093905810161664*t1^14*t2^14*t3^20 - 21573322194026496*t1^14*t2^10*t3^24 - 877382361677824*t1^14*t2^6*t3^28 - 192928249296*t1^13*t2^35 + 1641201948672*t1^13*t2^31*t3^4 + 26699231990784*t1^13*t2^27*t3^8 + 2640760838277791744*t1^13*t2^23*t3^12 - 860802088024145920*t1^13*t2^19*t3^16 - 525229017519882240*t1^13*t2^15*t3^20 + 29015960023203840*t1^13*t2^11*t3^24 - 1075607450419200*t1^13*t2^7*t3^28 - 9771050598400*t1^13*t2^3*t3^32 + 69668534468*t1^12*t2^36 - 1505860837376*t1^12*t2^32*t3^4 + 2863637348352*t1^12*t2^28*t3^8 + 2132689105519312896*t1^12*t2^24*t3^12 - 1690919405112197120*t1^12*t2^20*t3^16 - 49378209283702784*t1^12*t2^16*t3^20 + 65709020811362304*t1^12*t2^12*t3^24 - 764087566860288*t1^12*t2^8*t3^28 + 2040109465600*t1^12*t2^4*t3^32 - 22595200368*t1^11*t2^37 + 944190311680*t1^11*t2^33*t3^4 - 20226447006720*t1^11*t2^29*t3^8 + 1296823026026971136*t1^11*t2^25*t3^12 - 1534384007145979904*t1^11*t2^21*t3^16 + 303850743230627840*t1^11*t2^17*t3^20 + 29015960023203840*t1^11*t2^13*t3^24 + 997488437755904*t1^11*t2^9*t3^28 + 49688476647424*t1^11*t2^5*t3^32 + 6540715896*t1^10*t2^38 - 441523526144*t1^10*t2^34*t3^4 + 23151341731840*t1^10*t2^30*t3^8 + 606360965522948096*t1^10*t2^26*t3^12 - 929108247799660544*t1^10*t2^22*t3^16 + 347393372731736064*t1^10*t2^18*t3^20 - 21573322194026496*t1^10*t2^14*t3^24 + 3414066282364928*t1^10*t2^10*t3^28 + 365123759767552*t1^10*t2^6*t3^32 - 1677106640*t1^9*t2^39 + 155138746624*t1^9*t2^35*t3^4 - 11652167451648*t1^9*t2^31*t3^8 + 214692077505839104*t1^9*t2^27*t3^12 - 394988875577753600*t1^9*t2^23*t3^16 + 203678323279134720*t1^9*t2^19*t3^20 - 25742423560814592*t1^9*t2^15*t3^24 + 997488437755904*t1^9*t2^11*t3^28 - 7206955122688*t1^9*t2^7*t3^32 + 5085241278464*t1^9*t2^3*t3^36 + 377348994*t1^8*t2^40 - 39288739840*t1^8*t2^36*t3^4 + 1043960725504*t1^8*t2^32*t3^8 + 54931492424974336*t1^8*t2^28*t3^12 - 115956742567886848*t1^8*t2^24*t3^16 + 72682377561767936*t1^8*t2^20*t3^20 - 10332048623403008*t1^8*t2^16*t3^24 - 764087566860288*t1^8*t2^12*t3^28 - 799748680318976*t1^8*t2^8*t3^32 - 9895604649984*t1^8*t2^4*t3^36 - 73629072*t1^7*t2^41 + 6200224256*t1^7*t2^37*t3^4 + 1286997485312*t1^7*t2^33*t3^8 + 9532664081186816*t1^7*t2^29*t3^12 - 23324865766162432*t1^7*t2^25*t3^16 + 18080499004080128*t1^7*t2^21*t3^20 - 3217409863319552*t1^7*t2^17*t3^24 - 1075607450419200*t1^7*t2^13*t3^28 - 7206955122688*t1^7*t2^9*t3^32 - 1786706395136*t1^7*t2^5*t3^36 + 12271512*t1^6*t2^42 - 194870272*t1^6*t2^38*t3^4 - 351197249536*t1^6*t2^34*t3^8 + 1042886179356672*t1^6*t2^30*t3^12 - 3285287077412864*t1^6*t2^26*t3^16 + 3417562956169216*t1^6*t2^22*t3^20 - 675847111442432*t1^6*t2^18*t3^24 - 877382361677824*t1^6*t2^14*t3^28 + 365123759767552*t1^6*t2^10*t3^32 + 13194139533312*t1^6*t2^6*t3^36 - 1712304*t1^5*t2^43 - 172996096*t1^5*t2^39*t3^4 - 45528862464*t1^5*t2^35*t3^8 + 65500554821632*t1^5*t2^31*t3^12 - 319853544210432*t1^5*t2^27*t3^16 + 496994934063104*t1^5*t2^23*t3^20 - 250782922309632*t1^5*t2^19*t3^24 - 38607997894656*t1^5*t2^15*t3^28 + 49688476647424*t1^5*t2^11*t3^32 - 1786706395136*t1^5*t2^7*t3^36 - 1099511627776*t1^5*t2^3*t3^40 + 194580*t1^4*t2^44 + 44083200*t1^4*t2^40*t3^4 + 15302782976*t1^4*t2^36*t3^8 + 2142568644608*t1^4*t2^32*t3^12 - 17199698345984*t1^4*t2^28*t3^16 + 52241834704896*t1^4*t2^24*t3^20 - 72633366347776*t1^4*t2^20*t3^24 + 41089952120832*t1^4*t2^16*t3^28 + 2040109465600*t1^4*t2^12*t3^32 - 9895604649984*t1^4*t2^8*t3^36 + 2199023255552*t1^4*t2^4*t3^40 - 17296*t1^3*t2^45 - 4547328*t1^3*t2^41*t3^4 + 1513113856*t1^3*t2^37*t3^8 + 23165042688*t1^3*t2^33*t3^12 - 375560863744*t1^3*t2^29*t3^16 + 2066374197248*t1^3*t2^25*t3^20 - 6004548829184*t1^3*t2^21*t3^24 + 10074382663680*t1^3*t2^17*t3^28 - 9771050598400*t1^3*t2^13*t3^32 + 5085241278464*t1^3*t2^9*t3^36 - 1099511627776*t1^3*t2^5*t3^40 + 1128*t1^2*t2^46 + 97792*t1^2*t2^42*t3^4 + 36454400*t1^2*t2^38*t3^8 - 351674368*t1^2*t2^34*t3^12 + 1288175616*t1^2*t2^30*t3^16 - 2197815296*t1^2*t2^26*t3^20 + 1761607680*t1^2*t2^22*t3^24 - 536870912*t1^2*t2^18*t3^28 - 48*t1*t2^47 + 12544*t1*t2^43*t3^4 - 78080*t1*t2^39*t3^8 + 131072*t1*t2^35*t3^12 - 65536*t1*t2^31*t3^16 + t2^48 ; /* Discriminant 1: > time out := findrunge(2,1,50); Time: 0.547 > out; */ rh1:= t0*t2 - t1*t3 ; /* Discriminant 4: > time out := findrunge(1,4,50); Time: 0.125 > out; */ rh4:= t1 - t2 ; /* Discriminant 5: > time out := findrunge(8,5,50); Time: 1.453 > out; */ rh5:= 2*t0^5*t1*t2*t3 - t0^4*t1^4 - t0^4*t2^4 - t0^4*t3^4 - 2*t0^2*t1^2*t2^2*t3^2 + 2*t0*t1^5*t2*t3 + 2*t0*t1*t2^5*t3 + 2*t0*t1*t2*t3^5 - t1^4*t2^4 - t1^4*t3^4 - t2^4*t3^4 ; /* Discriminant 8: > time out := findrunge(2,8,50); Time: 0.094 > out; */ rh8:= 2*t0*t1 - t2^2 - t3^2 ; /* Discriminant 12: > time out := findrunge(4,12,50); Time: 0.156 > out; */ rh12:= 4*t0^2*t1*t2 - 4*t0^2*t3^2 - t1^4 - 2*t1^2*t2^2 + 4*t1*t2*t3^2 - t2^4 ; /* Discriminant 16: > time out := findrunge(8,16,50); Time: 0.406 > out; */ rh16:= 16*t0^4*t2^2*t3^2 - 8*t0^3*t1*t2^4 - 48*t0^3*t1*t2^2*t3^2 - 8*t0^3*t1*t3^4 + 16*t0^2*t1^2*t2^4 + 64*t0^2*t1^2*t2^2*t3^2 + 16*t0^2*t1^2*t3^4 - 8*t0*t1^3*t2^4 - 48*t0*t1^3*t2^2*t3^2 - 8*t0*t1^3*t3^4 + 16*t1^4*t2^2*t3^2 + t2^8 - 4*t2^6*t3^2 + 6*t2^4*t3^4 - 4*t2^2*t3^6 + t3^8 ;