N:=55; X:=u^2*(u^4 - u^3 + u^2 - u + 1)^2*v^30 + u^2*(u^4 - u^3 + u^2 - u + 1)*(u^7 - 6*u^6 + 11*u^5 - 19*u^4 + 14*u^3 - 13*u^2 + 13*u - 8)*v^29 + u^2*(u^4 - u^3 + u^2 - u + 1)*(u^11 - u^10 - 4*u^9 + 19*u^8 - 42*u^7 + 89*u^6 - 107*u^5 + 107*u^4 - 67*u^3 + 84*u^2 - 68*u + 25)*v^28 + u^2*(u^18 - 2*u^17 + 8*u^16 - 12*u^15 - 14*u^14 + 110*u^13 - 303*u^12 + 612*u^11 - 1041*u^10 + 1352*u^9 - 1473*u^8 + 1490*u^7 - 1535*u^6 + 1289*u^5 - 959*u^4 + 743*u^3 - 534*u^2 + 211*u - 32)*v^27 + u^2*(5*u^19 - 15*u^18 + 21*u^17 - 48*u^16 - 11*u^15 + 279*u^14 - 772*u^13 + 1398*u^12 - 2176*u^11 + 2768*u^10 - 2546*u^9 + 2200*u^8 - 2326*u^7 + 2401*u^6 - 1780*u^5 + 1575*u^4 - 1563*u^3 + 917*u^2 - 191*u - 14)*v^26 + u*(3*u^22 + 5*u^21 - 35*u^20 + 54*u^19 - 90*u^18 + 185*u^17 + 242*u^16 - 941*u^15 + 1463*u^14 - 1569*u^13 + 1582*u^12 + 33*u^11 - 2463*u^10 + 2204*u^9 - 255*u^8 - 60*u^7 + 239*u^6 - 1935*u^5 + 2070*u^4 - 451*u^3 - 260*u^2 + 118*u - 3)*v^25 + (15*u^24 - 32*u^23 - 24*u^22 + 103*u^21 - 97*u^20 + 539*u^19 - 790*u^18 - 91*u^17 - 632*u^16 + 3369*u^15 - 6421*u^14 + 10231*u^13 - 17032*u^12 + 18265*u^11 - 11182*u^10 + 6569*u^9 - 6537*u^8 + 2172*u^7 + 1741*u^6+ 86*u^5 - 1996*u^4 + 1159*u^3 - 248*u^2 + 26*u - 1)*v^24 - (u^27 - 5*u^26 - 24*u^25 + 123*u^24 - 115*u^23 - 86*u^22 - 61*u^21 - 312*u^20 + 2060*u^19 - 1526*u^18 + 1382*u^17 - 8710*u^16 + 16131*u^15 - 20373*u^14 + 28853*u^13 - 35345*u^12 + 21598*u^11 - 7286*u^10 + 10791*u^9 - 11401*u^8 + 2480*u^7 - 3278*u^6 + 8272*u^5 - 6309*u^4 + 2220*u^3 - 491*u^2 + 105*u - 8)*v^23 - (5*u^28 - 36*u^27 + 24*u^26 + 174*u^25 - 503*u^24 + 217*u^23 - 648*u^22 + 1839*u^21 - 190*u^20 - 150*u^19 - 7109*u^18 + 3755*u^17 + 8403*u^16 - 5251*u^15 + 3698*u^14 - 14226*u^13 + 2623*u^12 + 26882*u^11 - 15732*u^10 - 11282*u^9 + 8709*u^8 - 7837*u^7 + 21317*u^6 - 21807*u^5 + 10813*u^4 - 3601*u^3 + 1097*u^2 - 267*u + 28)*v^22 - (10*u^29 - 105*u^28 + 213*u^27 + 51*u^26 - 991*u^25 + 1333*u^24 - 1646*u^23 + 6139*u^22 - 8602*u^21 + 8426*u^20 - 24853*u^19 + 44416*u^18 - 33718*u^17 + 41610*u^16 - 72007*u^15 + 65420*u^14 - 58975*u^13 + 98317*u^12 - 91232*u^11 + 16331*u^10 + 12363*u^9 - 7719*u^8 + 33726*u^7 - 49749*u^6 + 33539*u^5 - 14948*u^4 + 6153*u^3 - 2175*u^2 + 486*u - 56)*v^21 - (u^31 + 5*u^30 - 154*u^29 + 532*u^28 - 369*u^27 - 1310*u^26 + 3257*u^25 - 3161*u^24 + 8633*u^23 - 18474*u^22 + 17393*u^21 - 32407*u^20 + 77634*u^19 - 82300*u^18 + 67673*u^17 - 119047*u^16 + 133767*u^15 - 91469*u^14 + 122107*u^13 - 155431*u^12 + 54478*u^11 + 25267*u^10 - 4990*u^9 + 24239*u^8 - 72542*u^7 + 68217*u^6 - 39299*u^5 + 21080*u^4 - 10179*u^3 + 3402*u^2 - 672*u + 70)*v^20 - (5*u^32 - 28*u^31 - 86*u^30 + 724*u^29 - 1179*u^28 - 1173*u^27 + 5145*u^26 - 4786*u^25 + 4901*u^24 - 16258*u^23 + 11686*u^22 + 1207*u^21 + 41204*u^20 - 60211*u^19 - 4790*u^18 - 3685*u^17 + 53350*u^16 + 22398*u^15- 31276*u^14 - 81452*u^13 + 46615*u^12 + 69965*u^11 - 22167*u^10 - 21710*u^9 - 50510*u^8 + 88377*u^7 - 66882*u^6 + 46703*u^5 - 30892*u^4 + 14351*u^3 - 4182*u^2 + 714*u - 56)*v^19 - (10*u^33 - 90*u^32 + 128*u^31 + 520*u^30 - 1991*u^29 + 359*u^28 + 6114*u^27 - 5859*u^26 - 4141*u^25 + 4694*u^24 - 14500*u^23 + 72708*u^22 - 81075*u^21 + 55670*u^20 - 168398*u^19 + 268709*u^18 - 208296*u^17 + 259151*u^16 - 340262*u^15 + 157009*u^14 - 23372*u^13 + 117058*u^12 - 72026*u^11 - 80619*u^10 + 36123*u^9 + 62493*u^8 - 74137*u^7 + 68915*u^6 - 64048*u^5 + 40956*u^4 - 16477*u^3 + 4080*u^2 - 570*u + 28)*v^18 - (10*u^34 - 135*u^33 + 410*u^32 - 16*u^31 - 2223*u^30 + 3463*u^29 + 3980*u^28 - 7768*u^27 - 11379*u^26 + 30876*u^25 - 43642*u^24 + 123851*u^23 - 204959*u^22 + 171103*u^21 - 256709*u^20 + 457303*u^19 - 429707*u^18 + 379647*u^17 - 513064*u^16 + 364998*u^15 - 54603*u^14 + 74298*u^13 - 113793*u^12 - 86497*u^11 + 126976*u^10 + 18239*u^9 - 70410*u^8 + 77207*u^7 - 96775*u^6 + 83997*u^5 - 44870*u^4 + 15209*u^3 - 3132*u^2 + 327*u - 8)*v^17 - (5*u^35 - 115*u^34 + 580*u^33 - 637*u^32 - 1912*u^31 + 6473*u^30 - 2452*u^29 - 9113*u^28 - 5834*u^27 + 40934*u^26 - 47974*u^25 + 99431*u^24 - 209106*u^23 + 166352*u^22 - 104371*u^21 + 284825*u^20 - 317135*u^19 + 147440*u^18 - 252570*u^17 + 293343*u^16 + 42131*u^15 - 96154*u^14 - 117414*u^13 + 41055*u^12 + 76304*u^11 + 66571*u^10 - 146797*u^9 + 116170*u^8 - 126700*u^7 + 132453*u^6 - 89827*u^5 + 39389*u^4 - 11098*u^3 + 1836*u^2 - 126*u + 1)*v^16 - u*(u^35 - 55*u^34 + 491*u^33 - 1045*u^32 - 1139*u^31 + 8008*u^30 - 9832*u^29 - 5797*u^28 + 11669*u^27 + 21210*u^26 - 23419*u^25 + 11849*u^24 - 81976*u^23 + 37868*u^22 + 201619*u^21 - 213919*u^20 + 132503*u^19 - 342459*u^18 + 337371*u^17 - 47454*u^16 + 139514*u^15 - 226485*u^14 - 156520*u^13 + 356611*u^12 - 250096*u^11 + 314936*u^10 - 403394*u^9 + 285434*u^8 - 195598*u^7 + 179520*u^6 - 139817*u^5 + 74993*u^4 - 27192*u^3 + 6233*u^2 - 783*u + 29)*v^15 + u*(13*u^35 - 244*u^34 + 956*u^33 + 6*u^32 - 7248*u^31 + 14368*u^30 - 1037*u^29 - 26165*u^28 + 18320*u^27 - 13615*u^26 + 67902*u^25 - 62630*u^24 + 79405*u^23 - 373702*u^22 + 627738*u^21 - 573289*u^20 + 684364*u^19 -775939*u^18 + 355497*u^17 - 34728*u^16 + 40378*u^15 + 340179*u^14 - 802061*u^13 + 800138*u^12 - 738716*u^11 + 781275*u^10 - 607934*u^9 + 355020*u^8 - 240004*u^7 + 180101*u^6 - 110296*u^5 + 48448*u^4 - 14369*u^3 +2606*u^2 - 226*u + 3)*v^14 + u^2*(u^35 - 63*u^34 + 506*u^33 - 681*u^32 - 4184*u^31 + 14141*u^30 - 8141*u^29 - 28438*u^28 + 50627*u^27 - 45831*u^26 + 91676*u^25 - 119673*u^24 + 75069*u^23 - 241968*u^22 + 586051*u^21 - 639183*u^20 + 606009*u^19 - 715318*u^18 + 388694*u^17 + 208015*u^16 - 409606*u^15 + 623900*u^14 - 1121648*u^13 + 1257773*u^12 - 1105912*u^11 + 1046395*u^10 - 896674*u^9 + 561045*u^8 - 319627*u^7 + 205752*u^6 - 130014*u^5 + 65640*u^4 - 23823*u^3 + 5605*u^2 - 779*u + 39)*v^13 - u^2*(6*u^35 - 140*u^34 + 537*u^33 + 1113*u^32 - 9159*u^31 + 12156*u^30 + 18176*u^29 - 60299*u^28 + 63103*u^27 - 74029*u^26 + 91052*u^25 + 9818*u^24 - 61869*u^23 - 156129*u^22 + 302070*u^21 - 229898*u^20 + 306412*u^19- 240932*u^18 - 273394*u^17 + 631434*u^16 - 707830*u^15 + 998350*u^14 - 1226651*u^13 + 1096454*u^12 - 967599*u^11 + 883764*u^10 - 643281*u^9 + 367661*u^8 - 211908*u^7 + 126510*u^6 - 69613*u^5 + 29389*u^4 - 8597*u^3 + 1548*u^2 - 157*u + 3)*v^12 + u^3*(15*u^34 - 172*u^33 + 86*u^32 + 3407*u^31 - 9801*u^30 - 3221*u^29 + 45907*u^28 - 65093*u^27 + 51166*u^26 - 42547*u^25 - 65577*u^24 + 270711*u^23 - 280893*u^22 + 136657*u^21 - 131075*u^20 + 57565*u^19 + 150597*u^18 - 18495*u^17 - 274445*u^16 + 310286*u^15 - 363221*u^14 + 585128*u^13 - 600808*u^12 + 511832*u^11 - 509750*u^10 + 464410*u^9 - 308283*u^8 + 178123*u^7 - 102606*u^6 + 57711*u^5 - 27783*u^4 + 9624*u^3 - 2145*u^2 + 289*u - 19)*v^11 - u^3*(20*u^34 - 107*u^33 - 562*u^32 + 4254*u^31 - 4090*u^30 - 19885*u^29 + 49726*u^28 - 40100*u^27 + 15046*u^26 + 56299*u^25 - 266347*u^24 + 441291*u^23 - 386470*u^22 + 288919*u^21 - 177836*u^20 - 163495*u^19 + 449737*u^18 - 421155*u^17 + 409822*u^16 - 465281*u^15 + 327647*u^14 - 142933*u^13 + 91459*u^12 - 7581*u^11 - 104049*u^10 + 133567*u^9 - 96267*u^8 + 62644*u^7 - 36367*u^6 + 19906*u^5 - 8008*u^4 + 2170*u^3 - 338*u^2 + 34*u - 1)*v^10 + u^4*(15*u^33 + 2*u^32 - 895*u^31 + 2961*u^30 + 2825*u^29 - 23514*u^28 + 30611*u^27 - 9666*u^26 - 25571*u^25 + 144698*u^24 - 336373*u^23 + 387496*u^22 - 275235*u^21 + 126944*u^20 + 176807*u^19 - 639971*u^18 + 899937*u^17 - 960254*u^16 + 1016426*u^15 - 963962*u^14 + 730608*u^13 - 529654*u^12 + 377773*u^11 - 205441*u^10 + 62696*u^9 - 392*u^8 - 15859*u^7 + 14989*u^6 - 9819*u^5 + 5022*u^4 - 1557*u^3 + 300*u^2 - 29*u + 2)*v^9 - u^5*(u^4 - u^3 + u^2 - u + 1)*(6*u^28 + 73*u^27 - 675*u^26 + 223*u^25 + 6289*u^24 - 9879*u^23 - 5293*u^22 + 17233*u^21 - 39853*u^20 + 102135*u^19 - 82044*u^18 - 44775*u^17 + 120350*u^16 - 163857*u^15 + 258812*u^14 - 283672*u^13 + 201313*u^12 - 162221*u^11 + 145931*u^10 - 100984*u^9 + 46048*u^8 - 17282*u^7 + 3175*u^6 + 186*u^5 - 1290*u^4 + 641*u^3 - 164*u^2 + 18*u - 1)*v^8 + u^7*(u^4 - u^3 + u^2 - u + 1)*(u^26 + 66*u^25 - 309*u^24 - 521*u^23 + 3566*u^22 - 2107*u^21 - 5418*u^20 + 9527*u^19 - 31891*u^18 + 56465*u^17 - 6544*u^16 - 70776*u^15 + 109504*u^14 - 151848*u^13 + 203466*u^12 - 180187*u^11 + 125130*u^10 - 98905*u^9 + 79007*u^8 - 47568*u^7 + 20866*u^6 - 7039*u^5 + 1468*u^4 - 21*u^3 - 254*u^2 + 61*u - 10)*v^7 - u^8*(u^4 - u^3 + u^2 - u + 1)*(33*u^24 - 78*u^23 - 393*u^22 + 1182*u^21 + 248*u^20 - 2195*u^19 + 4701*u^18 - 17984*u^17 + 17446*u^16 + 18911*u^15 - 51975*u^14 + 69656*u^13 - 93639*u^12 + 105908*u^11 - 80024*u^10 + 53596*u^9 - 40135*u^8 + 29155*u^7 - 15220*u^6 + 5997*u^5 - 1594*u^4 + 310*u^3 + 36*u^2 - 22*u + 2)*v^6 + u^10*(u^4 - u^3 + u^2 - u + 1)*(9*u^22 - 8*u^21 - 136*u^20 + 217*u^19 + 252*u^18 - 468*u^17 + 2155*u^16 - 6812*u^15 + 1058*u^14 + 14484*u^13 - 25047*u^12 + 31416*u^11 - 39841*u^10 + 38027*u^9 - 25240*u^8 + 15761*u^7 - 11300*u^6 + 7392*u^5 - 3324*u^4 + 1033*u^3 - 204*u^2 + 22*u + 7)*v^5 - u^11*(u^4 - u^3 + u^2 - u + 1)*(u^21 - 25*u^19 + 17*u^18 + 54*u^17 - 50*u^16 + 792*u^15 - 1605*u^14 - 1450*u^13 + 5885*u^12 - 8372*u^11 + 10028*u^10 - 11733*u^9 + 9497*u^8 - 5504*u^7 + 3090*u^6 - 2193*u^5 + 1270*u^4 - 459*u^3 + 88*u^2 - 12*u -1)*v^4 - u^13*(u^4 - u^3 + u^2 - u + 1)^2*(2*u^13 + 2*u^12 - 4*u^11 - 2*u^10 - 198*u^9 - 7*u^8 + 841*u^7 - 887*u^6 + 378*u^5 - 101*u^4 + 142*u^3 - 111*u^2 + 28*u - 2)*v^3 - u^15*(u^4 - u^3 + u^2 - u + 1)^2*(30*u^7 + 26*u^6 - 143*u^5 + 120*u^4 - 26*u^3 + 5*u^2 - 15*u + 8)*v^2 + u^16*(u^4 - u^3 + u^2 - u + 1)^2*(2*u^6 + 3*u^5 - 16*u^4 + 8*u^3 - 1)*v + u^20*(u^4 - u^3 + u^2 - u + 1)^2; G:=-u; x:=1/v; y:=(G^43*x^22 - 6*G^43*x^21 + 15*G^43*x^20 - 20*G^43*x^19 + 15*G^43*x^18 - 6*G^43*x^17 + G^43*x^16 + G^42*x^25 - 9*G^42*x^24 + 33*G^42*x^23 - 65*G^42*x^22 + 67*G^42*x^21 - 2*G^42*x^20 - 107*G^42*x^19 + 172*G^42*x^18 - 140*G^42*x^17 + 63*G^42*x^16 - 13*G^42*x^15 + G^42*x^14 + G^41*x^25 - 17*G^41*x^24 + 111*G^41*x^23 - 374*G^41*x^22 + 742*G^41*x^21 - 895*G^41*x^20 + 562*G^41*x^19 + 86*G^41*x^18 - 537*G^41*x^17 + 506*G^41*x^16 - 244*G^41*x^15 + 55*G^41*x^14 - 5*G^41*x^13 + 2*G^40*x^26 - 24*G^40*x^25 + 119*G^40*x^24 - 286*G^40*x^23 + 183*G^40*x^22 + 840*G^40*x^21 - 2737*G^40*x^20 + 4029*G^40*x^19 - 3283*G^40*x^18 + 1082*G^40*x^17 + 681*G^40*x^16 - 955*G^40*x^15 + 491*G^40*x^14 - 115*G^40*x^13 + 10*G^40*x^12 + G^39*x^26 - 17*G^39*x^25 + 184*G^39*x^24 - 1018*G^39*x^23 + 3031*G^39*x^22 - 4969*G^39*x^21 + 3549*G^39*x^20 + 2242*G^39*x^19 - 7808*G^39*x^18 + 7991*G^39*x^17 - 3852*G^39*x^16 - 7*G^39*x^15 + 1036*G^39*x^14 - 579*G^39*x^13 + 135*G^39*x^12 - 10*G^39*x^11 - 3*G^38*x^26 + 42*G^38*x^25 - 251*G^38*x^24 + 558*G^38*x^23 + 775*G^38*x^22 - 6859*G^38*x^21 + 15878*G^38*x^20 - 18186*G^38*x^19 + 8233*G^38*x^18 + 5161*G^38*x^17 - 9815*G^38*x^16 + 5954*G^38*x^15 - 1073*G^38*x^14 - 602*G^38*x^13 + 405*G^38*x^12 - 90*G^38*x^11 + 5*G^38*x^10 - 3*G^37*x^27 + 62*G^37*x^26 - 449*G^37*x^25 + 1575*G^37*x^24 - 2528*G^37*x^23 - 124*G^37*x^22 + 6486*G^37*x^21 - 6102*G^37*x^20 - 8887*G^37*x^19 + 24241*G^37*x^18 - 21081*G^37*x^17 + 4898*G^37*x^16 + 5635*G^37*x^15 - 5392*G^37*x^14 + 1781*G^37*x^13 - 59*G^37*x^12 - 118*G^37*x^11 + 28*G^37*x^10 - G^37*x^9 - 2*G^36*x^28 + 27*G^36*x^27 - 119*G^36*x^26 - 169*G^36*x^25 + 3828*G^36*x^24 - 16976*G^36*x^23 + 38207*G^36*x^22 - 44486*G^36*x^21 + 12695*G^36*x^20 + 33305*G^36*x^19 - 40463*G^36*x^18 + 7452*G^36*x^17 + 16961*G^36*x^16 - 13560*G^36*x^15 + 1213*G^36*x^14 + 3339*G^36*x^13 - 2102*G^36*x^12 + 615*G^36*x^11 - 96*G^36*x^10 + 5*G^36*x^9 - 4*G^35*x^28 + 73*G^35*x^27 - 649*G^35*x^26 + 3232*G^35*x^25 - 8243*G^35*x^24 + 3358*G^35*x^23 + 43247*G^35*x^22 - 139018*G^35*x^21 + 204479*G^35*x^20 - 139660*G^35*x^19 - 14861*G^35*x^18 + 101188*G^35*x^17 - 65265*G^35*x^16 + 3465*G^35*x^15 + 16316*G^35*x^14 - 7023*G^35*x^13 - 1055*G^35*x^12 + 1941*G^35*x^11 - 794*G^35*x^10 + 159*G^35*x^9 - 10*G^35*x^8 - G^34*x^29 + 13*G^34*x^28 - 42*G^34*x^27 - 364*G^34*x^26 + 4565*G^34*x^25 - 23131*G^34*x^24 + 65228*G^34*x^23 - 95869*G^34*x^22 + 14994*G^34*x^21 + 216337*G^34*x^20 - 416315*G^34*x^19 + 344684*G^34*x^18 - 58707*G^34*x^17 - 138066*G^34*x^16 + 118508*G^34*x^15 - 28069*G^34*x^14 - 12910*G^34*x^13 + 9577*G^34*x^12 - 992*G^34*x^11 - 1136*G^34*x^10 + 556*G^34*x^9 - 106*G^34*x^8 + 5*G^34*x^7 - 3*G^33*x^29 + 17*G^33*x^28 + 87*G^33*x^27 - 1426*G^33*x^26 + 8921*G^33*x^25 - 37151*G^33*x^24 + 111561*G^33*x^23 - 235673*G^33*x^22 + 317282*G^33*x^21 - 180526*G^33*x^20 - 203081*G^33*x^19 + 532596*G^33*x^18 - 470921*G^33*x^17 + 109803*G^33*x^16 + 150099*G^33*x^15 - 147036*G^33*x^14 + 48553*G^33*x^13 + 3975*G^33*x^12 - 7935*G^33*x^11 + 1936*G^33*x^10 + 253*G^33*x^9 - 208*G^33*x^8 + 36*G^33*x^7 - G^33*x^6 - 5*G^32*x^29 + 92*G^32*x^28 - 419*G^32*x^27 - 1261*G^32*x^26 + 20109*G^32*x^25 - 95112*G^32*x^24 + 263742*G^32*x^23 - 488641*G^32*x^22 + 621548*G^32*x^21 - 499349*G^32*x^20 + 114565*G^32*x^19 + 327176*G^32*x^18 - 550940*G^32*x^17 + 424567*G^32*x^16 - 96588*G^32*x^15 - 123847*G^32*x^14 + 127364*G^32*x^13 - 50444*G^32*x^12 + 3551*G^32*x^11 + 4713*G^32*x^10 - 1850*G^32*x^9 + 202*G^32*x^8 + 14*G^32*x^7 - 5*G^32*x^6 - 26*G^31*x^29 + 438*G^31*x^28 - 3281*G^31*x^27 + 12623*G^31*x^26 - 16186*G^31*x^25 - 71179*G^31*x^24 + 415369*G^31*x^23 - 1038207*G^31*x^22 + 1524978*G^31*x^21 - 1285648*G^31*x^20 + 338785*G^31*x^19 + 530340*G^31*x^18 - 709330*G^31*x^17 + 432850*G^31*x^16 - 174297*G^31*x^15 + 21443*G^31*x^14 + 63340*G^31*x^13 - 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75*G^28*x^29 + 1728*G^28*x^28 - 17429*G^28*x^27 + 101830*G^28*x^26 - 382044*G^28*x^25 + 952283*G^28*x^24 - 1530213*G^28*x^23 + 1286160*G^28*x^22 + 379039*G^28*x^21 - 2569561*G^28*x^20 + 3281014*G^28*x^19 - 1735087*G^28*x^18 - 544369*G^28*x^17 + 1542652*G^28*x^16 - 910513*G^28*x^15 - 135135*G^28*x^14 + 492747*G^28*x^13 - 219396*G^28*x^12 - 50911*G^28*x^11 + 84726*G^28*x^10 - 32293*G^28*x^9 + 3153*G^28*x^8 + 1304*G^28*x^7 - 480*G^28*x^6 + 55*G^28*x^5 - 5*G^28*x^4 - 91*G^27*x^29 + 2069*G^27*x^28 - 21790*G^27*x^27 + 136605*G^27*x^26 - 555848*G^27*x^25 + 1516844*G^27*x^24 - 2755994*G^27*x^23 + 3067733*G^27*x^22 - 1281972*G^27*x^21 - 1645179*G^27*x^20 + 2722326*G^27*x^19 - 682088*G^27*x^18 - 1770885*G^27*x^17 + 1752909*G^27*x^16 - 72249*G^27*x^15 - 942203*G^27*x^14 + 783458*G^27*x^13 - 278710*G^27*x^12 - 29328*G^27*x^11 + 98430*G^27*x^10 - 59031*G^27*x^9 + 18211*G^27*x^8 - 1952*G^27*x^7 - 616*G^27*x^6 + 288*G^27*x^5 - 51*G^27*x^4 + 5*G^27*x^3 - 69*G^26*x^29 + 1879*G^26*x^28 - 21780*G^26*x^27 + 147259*G^26*x^26 - 652904*G^26*x^25 + 1984908*G^26*x^24 - 4148694*G^26*x^23 + 5709502*G^26*x^22 - 4369290*G^26*x^21 + 151587*G^26*x^20 + 2932866*G^26*x^19 - 1216256*G^26*x^18 - 3079745*G^26*x^17 + 4218286*G^26*x^16 - 1024537*G^26*x^15 - 2047593*G^26*x^14 + 2098230*G^26*x^13 - 695402*G^26*x^12 - 113295*G^26*x^11 + 187170*G^26*x^10 - 81152*G^26*x^9 + 22521*G^26*x^8 - 4867*G^26*x^7 + 501*G^26*x^6 + 147*G^26*x^5 - 94*G^26*x^4 + 18*G^26*x^3 - G^26*x^2 - 53*G^25*x^29 + 1473*G^25*x^28 - 18433*G^25*x^27 + 134689*G^25*x^26 - 639908*G^25*x^25 + 2089972*G^25*x^24 - 4796341*G^25*x^23 + 7632612*G^25*x^22 - 7825962*G^25*x^21 + 3842849*G^25*x^20 + 1213030*G^25*x^19 - 2049643*G^25*x^18 - 1821491*G^25*x^17 + 4945770*G^25*x^16 - 3199457*G^25*x^15 - 1005403*G^25*x^14 + 2875558*G^25*x^13 - 1708193*G^25*x^12 + 157580*G^25*x^11 + 306369*G^25*x^10 - 167927*G^25*x^9 + 35248*G^25*x^8 - 1839*G^25*x^7 + 61*G^25*x^6 - 151*G^25*x^5 + 18*G^25*x^4 + 16*G^25*x^3 - 2*G^25*x^2 - 38*G^24*x^29 + 1131*G^24*x^28 - 14865*G^24*x^27 + 114442*G^24*x^26 - 575442*G^24*x^25 + 1988965*G^24*x^24 - 4824799*G^24*x^23 + 8170017*G^24*x^22 - 9235948*G^24*x^21 + 6028670*G^24*x^20 - 1019063*G^24*x^19 - 700419*G^24*x^18 - 1850923*G^24*x^17 + 4163377*G^24*x^16 - 2857932*G^24*x^15 - 353347*G^24*x^14 + 2172050*G^24*x^13 - 1726396*G^24*x^12 + 462305*G^24*x^11 + 215534*G^24*x^10 - 218331*G^24*x^9 + 67018*G^24*x^8 - 3686*G^24*x^7 - 2444*G^24*x^6 + 64*G^24*x^5 + 195*G^24*x^4 - 24*G^24*x^3 - 3*G^24*x^2 - 22*G^23*x^29 + 732*G^23*x^28 - 10611*G^23*x^27 + 89056*G^23*x^26 - 482467*G^23*x^25 + 1781378*G^23*x^24 - 4594521*G^23*x^23 + 8246571*G^23*x^22 - 9801891*G^23*x^21 + 6458862*G^23*x^20 - 462905*G^23*x^19 - 1522273*G^23*x^18 - 2522008*G^23*x^17 + 5989016*G^23*x^16 - 3483995*G^23*x^15 - 1378875*G^23*x^14 + 2929956*G^23*x^13 - 1392415*G^23*x^12 - 75600*G^23*x^11 + 388996*G^23*x^10 - 205390*G^23*x^9 + 52242*G^23*x^8 - 2038*G^23*x^7 - 2905*G^23*x^6 + 385*G^23*x^5 + 362*G^23*x^4 - 122*G^23*x^3 + 9*G^23*x^2 - 4*G^22*x^29 + 322*G^22*x^28 - 6020*G^22*x^27 + 57684*G^22*x^26 - 346276*G^22*x^25 + 1405502*G^22*x^24 - 3964689*G^22*x^23 + 7755975*G^22*x^22 - 10084317*G^22*x^21 + 7365735*G^22*x^20 - 259435*G^22*x^19 - 4396277*G^22*x^18 + 1091949*G^22*x^17 + 5548896*G^22*x^16 - 6122817*G^22*x^15 + 256403*G^22*x^14 + 3823441*G^22*x^13 - 2471399*G^22*x^12 - 261772*G^22*x^11 + 998606*G^22*x^10 - 453464*G^22*x^9 + 41185*G^22*x^8 + 31579*G^22*x^7 - 11385*G^22*x^6 + 431*G^22*x^5 + 801*G^22*x^4 - 290*G^22*x^3 + 26*G^22*x^2 - 5*G^21*x^29 + 169*G^21*x^28 - 3235*G^21*x^27 + 34383*G^21*x^26 - 224145*G^21*x^25 + 974094*G^21*x^24 - 2949040*G^21*x^23 + 6258612*G^21*x^22 - 8965508*G^21*x^21 + 7530255*G^21*x^20 - 1206525*G^21*x^19 - 4806752*G^21*x^18 + 4447977*G^21*x^17 + 1143243*G^21*x^16 - 4586226*G^21*x^15 + 2006352*G^21*x^14 + 2238704*G^21*x^13 - 2763635*G^21*x^12 + 407299*G^21*x^11 + 1066800*G^21*x^10 - 799547*G^21*x^9 + 186230*G^21*x^8 + 33477*G^21*x^7 - 28705*G^21*x^6 + 5388*G^21*x^5 + 761*G^21*x^4 - 568*G^21*x^3 + 100*G^21*x^2 - 3*G^21*x - 3*G^20*x^29 + 124*G^20*x^28 - 2097*G^20*x^27 + 21479*G^20*x^26 - 144849*G^20*x^25 + 662961*G^20*x^24 - 2100386*G^20*x^23 + 4619835*G^20*x^22 - 6800467*G^20*x^21 + 5715689*G^20*x^20 - 369556*G^20*x^19 - 4996141*G^20*x^18 + 4901697*G^20*x^17 - 501182*G^20*x^16 - 1906517*G^20*x^15 + 159979*G^20*x^14 + 2030300*G^20*x^13 - 1757277*G^20*x^12 + 81747*G^20*x^11 + 878414*G^20*x^10 - 707650*G^20*x^9 + 240193*G^20*x^8 - 14712*G^20*x^7 - 17805*G^20*x^6 + 7183*G^20*x^5 - 877*G^20*x^4 - 419*G^20*x^3 + 171*G^20*x^2 - 14*G^20*x - G^19*x^29 + 55*G^19*x^28 - 1120*G^19*x^27 + 12512*G^19*x^26 - 88777*G^19*x^25 + 427712*G^19*x^24 - 1437784*G^19*x^23 + 3358600*G^19*x^22 - 5167892*G^19*x^21 + 4153859*G^19*x^20 + 1311396*G^19*x^19 - 7529735*G^19*x^18 + 7698064*G^19*x^17 - 1500799*G^19*x^16 - 2790942*G^19*x^15 + 368871*G^19*x^14 + 3338192*G^19*x^13 - 2670125*G^19*x^12 - 259134*G^19*x^11 + 1406176*G^19*x^10 - 761629*G^19*x^9 + 108338*G^19*x^8 + 28698*G^19*x^7 + 884*G^19*x^6 - 6121*G^19*x^5 + 732*G^19*x^4 + 100*G^19*x^3 + 81*G^19*x^2 - 21*G^19*x + G^19 + 8*G^18*x^28 - 352*G^18*x^27 + 5236*G^18*x^26 - 43640*G^18*x^25 + 235177*G^18*x^24 - 860270*G^18*x^23 + 2154678*G^18*x^22 - 3546315*G^18*x^21 + 3053578*G^18*x^20 + 1318228*G^18*x^19 - 8065038*G^18*x^18 + 11182767*G^18*x^17 - 6540028*G^18*x^16 - 940093*G^18*x^15 + 2708214*G^18*x^14 + 1075655*G^18*x^13 - 3028231*G^18*x^12 + 848981*G^18*x^11 + 1245431*G^18*x^10 - 1012732*G^18*x^9 + 117657*G^18*x^8 + 129204*G^18*x^7 - 24725*G^18*x^6 - 21860*G^18*x^5 + 9265*G^18*x^4 - 834*G^18*x^3 - 62*G^18*x^2 - 6*G^18*x + 2*G^17*x^28 - 73*G^17*x^27 + 1605*G^17*x^26 - 16811*G^17*x^25 + 103400*G^17*x^24 - 417591*G^17*x^23 + 1132229*G^17*x^22 - 1936920*G^17*x^21 + 1483525*G^17*x^20 + 1732577*G^17*x^19 - 6954275*G^17*x^18 + 10501722*G^17*x^17 - 9026842*G^17*x^16 + 3568422*G^17*x^15 + 853473*G^17*x^14 - 1065192*G^17*x^13 - 538107*G^17*x^12 + 512578*G^17*x^11 + 584599*G^17*x^10 - 714571*G^17*x^9 + 90128*G^17*x^8 + 181183*G^17*x^7 - 68417*G^17*x^6 - 21080*G^17*x^5 + 17634*G^17*x^4 - 3218*G^17*x^3 + 39*G^17*x^2 + 21*G^17*x - G^17 + G^16*x^28 - 36*G^16*x^27 + 549*G^16*x^26 - 5883*G^16*x^25 + 40771*G^16*x^24 - 178691*G^16*x^23 + 499542*G^16*x^22 - 810755*G^16*x^21 + 226938*G^16*x^20 + 2446866*G^16*x^19 - 6733054*G^16*x^18 + 9421294*G^16*x^17 - 7903366*G^16*x^16 + 3913990*G^16*x^15 - 1064674*G^16*x^14 + 160415*G^16*x^13 + 312543*G^16*x^12 - 969081*G^16*x^11 + 1123288*G^16*x^10 - 516972*G^16*x^9 - 150711*G^16*x^8 + 292254*G^16*x^7 - 99803*G^16*x^6 - 27334*G^16*x^5 + 28343*G^16*x^4 - 6763*G^16*x^3 + 247*G^16*x^2 + 77*G^16*x - 4*G^16 - 8*G^15*x^27 + 188*G^15*x^26 - 2053*G^15*x^25 + 14261*G^15*x^24 - 66813*G^15*x^23 + 199960*G^15*x^22 - 306206*G^15*x^21 - 188948*G^15*x^20 + 2260528*G^15*x^19 - 6002020*G^15*x^18 + 8992027*G^15*x^17 - 7840421*G^15*x^16 + 3098356*G^15*x^15 + 350897*G^15*x^14 - 167797*G^15*x^13 - 599313*G^15*x^12 - 437707*G^15*x^11 + 1561299*G^15*x^10 - 1067876*G^15*x^9 - 39968*G^15*x^8 + 420357*G^15*x^7 - 193042*G^15*x^6 - 14354*G^15*x^5 + 40480*G^15*x^4 - 13205*G^15*x^3 + 1324*G^15*x^2 + 62*G^15*x - 7*G^15 + 31*G^14*x^26 - 528*G^14*x^25 + 4417*G^14*x^24 - 21623*G^14*x^23 + 61061*G^14*x^22 - 64022*G^14*x^21 - 246881*G^14*x^20 + 1442522*G^14*x^19 - 3936513*G^14*x^18 + 6842739*G^14*x^17 - 7556633*G^14*x^16 + 4319387*G^14*x^15 + 376530*G^14*x^14 - 2082440*G^14*x^13 + 616413*G^14*x^12 + 346277*G^14*x^11 + 447426*G^14*x^10 - 984105*G^14*x^9 + 393637*G^14*x^8 + 210484*G^14*x^7 - 214541*G^14*x^6 + 23794*G^14*x^5 + 38323*G^14*x^4 - 18608*G^14*x^3 + 2880*G^14*x^2 - 3*G^14*x - 24*G^14 + 2*G^13*x^26 - 97*G^13*x^25 + 979*G^13*x^24 - 5207*G^13*x^23 + 14417*G^13*x^22 + 7961*G^13*x^21 - 231747*G^13*x^20 + 961694*G^13*x^19 - 2341288*G^13*x^18 + 3986955*G^13*x^17 - 4949443*G^13*x^16 + 4133850*G^13*x^15 - 1456963*G^13*x^14 - 1195505*G^13*x^13 + 1717589*G^13*x^12 - 619742*G^13*x^11 - 39209*G^13*x^10 - 159200*G^13*x^9 + 253203*G^13*x^8 - 26640*G^13*x^7 - 82027*G^13*x^6 + 14963*G^13*x^5 + 31168*G^13*x^4 - 19986*G^13*x^3 + 4616*G^13*x^2 - 335*G^13*x - 8*G^13 - 11*G^12*x^25 + 215*G^12*x^24 - 1063*G^12*x^23 - 242*G^12*x^22 + 24840*G^12*x^21 - 154332*G^12*x^20 + 585212*G^12*x^19 - 1486413*G^12*x^18 + 2554297*G^12*x^17 - 3008574*G^12*x^16 + 2477680*G^12*x^15 - 1407301*G^12*x^14 + 335453*G^12*x^13 + 443751*G^12*x^12 - 657343*G^12*x^11 + 364885*G^12*x^10 - 44199*G^12*x^9 - 43657*G^12*x^8 + 17047*G^12*x^7 + 14453*G^12*x^6 - 37953*G^12*x^5 + 38447*G^12*x^4 - 19713*G^12*x^3 + 5052*G^12*x^2 - 539*G^12*x + 8*G^12 + G^11*x^25 + 10*G^11*x^24 - 169*G^11*x^23 - 427*G^11*x^22 + 14210*G^11*x^21 - 91031*G^11*x^20 + 335534*G^11*x^19 - 870628*G^11*x^18 + 1657482*G^11*x^17 - 2226941*G^11*x^16 + 1963024*G^11*x^15 - 1042960*G^11*x^14 + 401334*G^11*x^13 - 353390*G^11*x^12 + 308138*G^11*x^11 - 6162*G^11*x^10 - 175653*G^11*x^9 + 89397*G^11*x^8 + 9395*G^11*x^7 + 11187*G^11*x^6 - 54907*G^11*x^5 + 51169*G^11*x^4 - 23989*G^11*x^3 + 6050*G^11*x^2 - 692*G^11*x + 18*G^11 - 7*G^10*x^24 + 75*G^10*x^23 - 605*G^10*x^22 + 5381*G^10*x^21 - 35562*G^10*x^20 + 153068*G^10*x^19 - 448136*G^10*x^18 + 948816*G^10*x^17 - 1492029*G^10*x^16 + 1691325*G^10*x^15 - 1268522*G^10*x^14 + 574639*G^10*x^13 - 296012*G^10*x^12 + 454102*G^10*x^11 - 453109*G^10*x^10 + 130666*G^10*x^9 + 124060*G^10*x^8 - 133826*G^10*x^7 + 72227*G^10*x^6 - 53146*G^10*x^5 + 43726*G^10*x^4 - 22821*G^10*x^3 + 6557*G^10*x^2 - 901*G^10*x + 34*G^10 + 24*G^9*x^23 - 316*G^9*x^22 + 2286*G^9*x^21 - 12893*G^9*x^20 + 56780*G^9*x^19 - 184410*G^9*x^18 + 440206*G^9*x^17 - 792373*G^9*x^16 + 1094260*G^9*x^15 - 1138063*G^9*x^14 + 841383*G^9*x^13 - 436575*G^9*x^12 + 264583*G^9*x^11 - 306143*G^9*x^10 + 257337*G^9*x^9 - 52601*G^9*x^8 - 103539*G^9*x^7 + 118124*G^9*x^6 - 73873*G^9*x^5 + 38925*G^9*x^4 - 17994*G^9*x^3 + 5854*G^9*x^2 - 1057*G^9*x + 75*G^9 + 2*G^8*x^23 - 74*G^8*x^22 + 799*G^8*x^21 - 4699*G^8*x^20 + 19800*G^8*x^19 - 66250*G^8*x^18 + 172797*G^8*x^17 - 343351*G^8*x^16 + 528607*G^8*x^15 - 653314*G^8*x^14 + 654706*G^8*x^13 - 510738*G^8*x^12 + 297153*G^8*x^11 - 153584*G^8*x^10 + 112867*G^8*x^9 - 76432*G^8*x^8 - 2782*G^8*x^7 + 63983*G^8*x^6 - 66006*G^8*x^5 + 37773*G^8*x^4 - 14651*G^8*x^3 + 4058*G^8*x^2 - 720*G^8*x + 56*G^8 - 10*G^7*x^22 + 178*G^7*x^21 - 1446*G^7*x^20 + 7019*G^7*x^19 - 23646*G^7*x^18 + 61715*G^7*x^17 - 129586*G^7*x^16 + 216175*G^7*x^15 - 287296*G^7*x^14 + 319022*G^7*x^13 - 309593*G^7*x^12 + 250911*G^7*x^11 - 148815*G^7*x^10 + 56665*G^7*x^9 - 15970*G^7*x^8 + 3771*G^7*x^7 + 12253*G^7*x^6 - 25586*G^7*x^5 + 22817*G^7*x^4 - 11425*G^7*x^3 + 3360*G^7*x^2 - 555*G^7*x + 42*G^7 + 19*G^6*x^21 - 276*G^6*x^20 + 1852*G^6*x^19 - 7658*G^6*x^18 + 21997*G^6*x^17 - 47544*G^6*x^16 + 81357*G^6*x^15 - 112440*G^6*x^14 + 127783*G^6*x^13 - 126667*G^6*x^12 + 117001*G^6*x^11 - 94747*G^6*x^10 + 54475*G^6*x^9 - 14374*G^6*x^8 - 4301*G^6*x^7 + 6419*G^6*x^6 - 6482*G^6*x^5 + 6791*G^6*x^4 - 4753*G^6*x^3 + 1924*G^6*x^2 - 412*G^6*x + 36*G^6 + G^5*x^21 - 28*G^5*x^20 + 305*G^5*x^19 - 1766*G^5*x^18 + 6394*G^5*x^17 - 16044*G^5*x^16 + 30018*G^5*x^15 - 43907*G^5*x^14 + 51380*G^5*x^13 - 49310*G^5*x^12 + 41955*G^5*x^11 - 35300*G^5*x^10 + 27901*G^5*x^9 - 15881*G^5*x^8 + 3313*G^5*x^7 + 2907*G^5*x^6 - 3101*G^5*x^5 + 1848*G^5*x^4 - 1101*G^5*x^3 + 570*G^5*x^2 - 177*G^5*x + 23*G^5 - 2*G^4*x^20 + 32*G^4*x^19 - 257*G^4*x^18 + 1276*G^4*x^17 - 4161*G^4*x^16 + 9406*G^4*x^15 - 15649*G^4*x^14 + 20274*G^4*x^13 - 21138*G^4*x^12 + 17837*G^4*x^11 - 12600*G^4*x^10 + 8635*G^4*x^9 - 6383*G^4*x^8 + 3954*G^4*x^7 - 1057*G^4*x^6 - 762*G^4*x^5 + 942*G^4*x^4 - 429*G^4*x^3 + 83*G^4*x^2 + G^4*x - 2*G^4 + G^3*x^19 - 18*G^3*x^18 + 139*G^3*x^17 - 640*G^3*x^16 + 1951*G^3*x^15 - 4148*G^3*x^14 + 6430*G^3*x^13 - 7629*G^3*x^12 + 7234*G^3*x^11 - 5546*G^3*x^10 + 3380*G^3*x^9 - 1750*G^3*x^8 + 1031*G^3*x^7 - 690*G^3*x^6 + 278*G^3*x^5 + 57*G^3*x^4 - 137*G^3*x^3 + 74*G^3*x^2 - 19*G^3*x + 2*G^3 + 3*G^2*x^17 - 36*G^2*x^16 + 190*G^2*x^15 - 593*G^2*x^14 + 1238*G^2*x^13 - 1854*G^2*x^12 + 2086*G^2*x^11 - 1816*G^2*x^10 + 1236*G^2*x^9 - 659*G^2*x^8 + 298*G^2*x^7 - 153*G^2*x^6 + 90*G^2*x^5 - 28*G^2*x^4 - 14*G^2*x^3 + 18*G^2*x^2 - 7*G^2*x + G^2 + 3*G*x^15 - 26*G*x^14 + 100*G*x^13 - 227*G*x^12 + 343*G*x^11 - 371*G*x^10 + 301*G*x^9 - 185*G*x^8 + 82*G*x^7 - 23*G*x^6 + 3*G*x^5 + x^13 - 7*x^12 + 21*x^11 - 35*x^10 + 35*x^9 - 21*x^8 + 7*x^7 - x^6) / (23*G^40*x^22 - 132*G^40*x^21 + 315*G^40*x^20 - 400*G^40*x^19 + 285*G^40*x^18 - 108*G^40*x^17 + 17*G^40*x^16 + 26*G^39*x^25 - 225*G^39*x^24 + 792*G^39*x^23 - 1495*G^39*x^22 + 1474*G^39*x^21 - 42*G^39*x^20 - 2140*G^39*x^19 + 3268*G^39*x^18 - 2520*G^39*x^17 + 1071*G^39*x^16 - 208*G^39*x^15 + 15*G^39*x^14 + 26*G^38*x^25 - 425*G^38*x^24 + 2664*G^38*x^23 - 8602*G^38*x^22 + 16324*G^38*x^21 - 18795*G^38*x^20 + 11240*G^38*x^19 + 1634*G^38*x^18 - 9666*G^38*x^17 + 8602*G^38*x^16 - 3904*G^38*x^15 + 825*G^38*x^14 - 70*G^38*x^13 + 54*G^37*x^26 - 624*G^37*x^25 + 2975*G^37*x^24 - 6768*G^37*x^23 + 3381*G^37*x^22 + 21230*G^37*x^21 - 62181*G^37*x^20 + 85080*G^37*x^19 - 64733*G^37*x^18 + 20034*G^37*x^17 + 11577*G^37*x^16 - 15296*G^37*x^15 + 7365*G^37*x^14 - 1610*G^37*x^13 + 130*G^37*x^12 + 54*G^36*x^26 - 1066*G^36*x^25 + 8400*G^36*x^24 - 35136*G^36*x^23 + 85399*G^36*x^22 - 117128*G^36*x^21 + 59325*G^36*x^20 + 81800*G^36*x^19 - 186219*G^36*x^18 + 164862*G^36*x^17 - 71128*G^36*x^16 + 96*G^36*x^15 + 15675*G^36*x^14 - 8120*G^36*x^13 + 1755*G^36*x^12 - 120*G^36*x^11 - 54*G^35*x^26 + 338*G^35*x^25 + 2100*G^35*x^24 - 29184*G^35*x^23 + 133837*G^35*x^22 - 334334*G^35*x^21 + 493794*G^35*x^20 - 397700*G^35*x^19 + 61199*G^35*x^18 + 218808*G^35*x^17 - 240397*G^35*x^16 + 115968*G^35*x^15 - 17085*G^35*x^14 - 8918*G^35*x^13 + 5330*G^35*x^12 - 1080*G^35*x^11 + 55*G^35*x^10 - 108*G^34*x^26 + 1612*G^34*x^25 - 9375*G^34*x^24 + 22704*G^34*x^23 + 10741*G^34*x^22 - 219494*G^34*x^21 + 642831*G^34*x^20 - 994520*G^34*x^19 + 872233*G^34*x^18 - 327168*G^34*x^17 - 138397*G^34*x^16 + 229888*G^34*x^15 - 120120*G^34*x^14 + 26768*G^34*x^13 + 208*G^34*x^12 - 1536*G^34*x^11 + 308*G^34*x^10 - 10*G^34*x^9 - 58*G^33*x^28 + 840*G^33*x^27 - 5508*G^33*x^26 + 22204*G^33*x^25 - 63050*G^33*x^24 + 133656*G^33*x^23 - 201273*G^33*x^22 + 144782*G^33*x^21 + 202986*G^33*x^20 - 802000*G^33*x^19 + 1236767*G^33*x^18 - 1085382*G^33*x^17 + 483446*G^33*x^16 + 16592*G^33*x^15 - 147480*G^33*x^14 + 90622*G^33*x^13 - 28899*G^33*x^12 + 6240*G^33*x^11 - 946*G^33*x^10 + 50*G^33*x^9 - 29*G^32*x^28 + 952*G^32*x^27 - 10827*G^32*x^26 + 64584*G^32*x^25 - 236750*G^32*x^24 + 574704*G^32*x^23 - 946749*G^32*x^22 + 1016642*G^32*x^21 - 536991*G^32*x^20 - 300920*G^32*x^19 + 972154*G^32*x^18 - 1135854*G^32*x^17 + 860659*G^32*x^16 - 418640*G^32*x^15 + 86955*G^32*x^14 + 34328*G^32*x^13 - 45019*G^32*x^12 + 23892*G^32*x^11 - 7964*G^32*x^10 + 1540*G^32*x^9 - 90*G^32*x^8 - 30*G^31*x^29 + 464*G^31*x^28 - 2940*G^31*x^27 + 6669*G^31*x^26 + 27326*G^31*x^25 - 268625*G^31*x^24 + 1021776*G^31*x^23 - 2327462*G^31*x^22 + 3401970*G^31*x^21 - 3038658*G^31*x^20 + 1125980*G^31*x^19 + 808393*G^31*x^18 - 1332522*G^31*x^17 + 779127*G^31*x^16 - 293120*G^31*x^15 + 175035*G^31*x^14 - 127582*G^31*x^13 + 51740*G^31*x^12 + 4308*G^31*x^11 - 12969*G^31*x^10 + 5320*G^31*x^9 - 945*G^31*x^8 + 40*G^31*x^7 - 60*G^30*x^29 + 1189*G^30*x^28 - 10192*G^30*x^27 + 48330*G^30*x^26 - 127088*G^30*x^25 + 99775*G^30*x^24 + 561960*G^30*x^23 - 2526435*G^30*x^22 + 5424276*G^30*x^21 - 7063833*G^30*x^20 + 5326940*G^30*x^19 - 1245963*G^30*x^18 - 1638936*G^30*x^17 + 1558492*G^30*x^16 - 217840*G^30*x^15 - 318150*G^30*x^14 + 81676*G^30*x^13 + 100984*G^30*x^12 - 73368*G^30*x^11 + 12903*G^30*x^10 + 3690*G^30*x^9 - 1917*G^30*x^8 + 288*G^30*x^7 - 7*G^30*x^6 - 90*G^29*x^29 + 1914*G^29*x^28 - 18172*G^29*x^27 + 100089*G^29*x^26 - 346060*G^29*x^25 + 737650*G^29*x^24 - 738120*G^29*x^23 - 773973*G^29*x^22 + 4322780*G^29*x^21 - 8137416*G^29*x^20 + 8825820*G^29*x^19 - 5143509*G^29*x^18 + 176724*G^29*x^17 + 2034441*G^29*x^16 - 1086432*G^29*x^15 - 351285*G^29*x^14 + 573076*G^29*x^13 - 147927*G^29*x^12 - 70308*G^29*x^11 + 56595*G^29*x^10 - 13100*G^29*x^9 + 459*G^29*x^8 + 192*G^29*x^7 - 35*G^29*x^6 - 120*G^28*x^29 + 2755*G^28*x^28 - 27972*G^28*x^27 + 165267*G^28*x^26 - 627380*G^28*x^25 + 1576925*G^28*x^24 - 2522688*G^28*x^23 + 1963740*G^28*x^22 + 1295954*G^28*x^21 - 5779935*G^28*x^20 + 7729400*G^28*x^19 - 5336967*G^28*x^18 + 1113642*G^28*x^17 + 1276173*G^28*x^16 - 1002080*G^28*x^15 - 177735*G^28*x^14 + 671636*G^28*x^13 - 401388*G^28*x^12 + 49692*G^28*x^11 + 52646*G^28*x^10 - 32570*G^28*x^9 + 8919*G^28*x^8 - 1392*G^28*x^7 + 168*G^28*x^6 - 150*G^27*x^29 + 3451*G^27*x^28 - 36736*G^27*x^27 + 233955*G^27*x^26 - 974168*G^27*x^25 + 2743250*G^27*x^24 - 5201640*G^27*x^23 + 6189737*G^27*x^22 - 3185666*G^27*x^21 - 2665824*G^27*x^20 + 5778380*G^27*x^19 - 2596483*G^27*x^18 - 2810322*G^27*x^17 + 4113456*G^27*x^16 - 1270480*G^27*x^15 - 1229640*G^27*x^14 + 1392034*G^27*x^13 - 567346*G^27*x^12 + 56328*G^27*x^11 + 53911*G^27*x^10 - 31610*G^27*x^9 + 11997*G^27*x^8 - 4024*G^27*x^7 + 861*G^27*x^6 - 90*G^27*x^5 - 120*G^26*x^29 + 3219*G^26*x^28 - 37716*G^26*x^27 + 260172*G^26*x^26 - 1183390*G^26*x^25 + 3720375*G^26*x^24 - 8162136*G^26*x^23 + 12168150*G^26*x^22 - 11126500*G^26*x^21 + 3712947*G^26*x^20 + 3556720*G^26*x^19 - 2490425*G^26*x^18 - 5437260*G^26*x^17 + 9962867*G^26*x^16 - 5979232*G^26*x^15 - 568020*G^26*x^14 + 2927484*G^26*x^13 - 1610063*G^26*x^12 + 174000*G^26*x^11 + 178838*G^26*x^10 - 86330*G^26*x^9 + 14814*G^26*x^8 - 1736*G^26*x^7 + 805*G^26*x^6 - 192*G^26*x^5 + 15*G^26*x^4 - 90*G^25*x^29 + 2523*G^25*x^28 - 31976*G^25*x^27 + 239139*G^25*x^26 - 1173484*G^25*x^25 + 3989275*G^25*x^24 - 9628848*G^25*x^23 + 16462963*G^25*x^22 - 19172252*G^25*x^21 + 13439391*G^25*x^20 - 3269900*G^25*x^19 - 1093735*G^25*x^18 - 4138164*G^25*x^17 + 10866111*G^25*x^16 - 10043808*G^25*x^15 + 3024285*G^25*x^14 + 2328928*G^25*x^13 - 2664467*G^25*x^12 + 872496*G^25*x^11 + 128546*G^25*x^10 - 184740*G^25*x^9 + 55251*G^25*x^8 - 5184*G^25*x^7 - 602*G^25*x^6 + 144*G^25*x^5 - 25*G^25*x^4 - 60*G^24*x^29 + 1827*G^24*x^28 - 24780*G^24*x^27 + 197802*G^24*x^26 - 1036152*G^24*x^25 + 3757125*G^24*x^24 - 9667752*G^24*x^23 + 17713105*G^24*x^22 - 22616088*G^24*x^21 + 18898677*G^24*x^20 - 8994740*G^24*x^19 + 2861343*G^24*x^18 - 5515416*G^24*x^17 + 10302153*G^24*x^16 - 9172624*G^24*x^15 + 3208785*G^24*x^14 + 1461194*G^24*x^13 - 2224339*G^24*x^12 + 972900*G^24*x^11 - 13277*G^24*x^10 - 173930*G^24*x^9 + 77418*G^24*x^8 - 14712*G^24*x^7 + 427*G^24*x^6 + 618*G^24*x^5 - 175*G^24*x^4 + 20*G^24*x^3 - 30*G^23*x^29 + 1073*G^23*x^28 - 16464*G^23*x^27 + 145665*G^23*x^26 - 832442*G^23*x^25 + 3254225*G^23*x^24 - 8959248*G^23*x^23 + 17469328*G^23*x^22 - 23537250*G^23*x^21 + 20165334*G^23*x^20 - 8423100*G^23*x^19 + 351405*G^23*x^18 - 4336776*G^23*x^17 + 12160406*G^23*x^16 - 10949824*G^23*x^15 + 1987545*G^23*x^14 + 3987550*G^23*x^13 - 3337217*G^23*x^12 + 668040*G^23*x^11 + 453244*G^23*x^10 - 324070*G^23*x^9 + 75834*G^23*x^8 - 1520*G^23*x^7 - 2184*G^23*x^6 + 582*G^23*x^5 - 270*G^23*x^4 + 60*G^23*x^3 - 3*G^23*x^2 + 348*G^22*x^28 - 8036*G^22*x^27 + 86049*G^22*x^26 - 560404*G^22*x^25 + 2443000*G^22*x^24 - 7411632*G^22*x^23 + 15793985*G^22*x^22 - 23142878*G^22*x^21 + 21344946*G^22*x^20 - 8196440*G^22*x^19 - 5214455*G^22*x^18 + 4921092*G^22*x^17 + 6607798*G^22*x^16 - 12415024*G^22*x^15 + 5136885*G^22*x^14 + 4439890*G^22*x^13 - 5944939*G^22*x^12 + 2020776*G^22*x^11 + 662321*G^22*x^10 - 776340*G^22*x^9 + 223677*G^22*x^8 + 1200*G^22*x^7 - 14420*G^22*x^6 + 3234*G^22*x^5 - 450*G^22*x^4 + 84*G^22*x^3 - 6*G^22*x^2 + 87*G^21*x^28 - 3164*G^21*x^27 + 43146*G^21*x^26 - 325416*G^21*x^25 + 1575425*G^21*x^24 - 5235120*G^21*x^23 + 12208331*G^21*x^22 - 19670662*G^21*x^21 + 20243202*G^21*x^20 - 9305620*G^21*x^19 - 5895434*G^21*x^18 + 11365812*G^21*x^17 - 3536255*G^21*x^16 - 5687952*G^21*x^15 + 5060565*G^21*x^14 + 2064160*G^21*x^13 - 5586191*G^21*x^12 + 3224508*G^21*x^11 - 52690*G^21*x^10 - 823000*G^21*x^9 + 399744*G^21*x^8 - 56872*G^21*x^7 - 10682*G^21*x^6 + 4740*G^21*x^5 - 925*G^21*x^4 + 192*G^21*x^3 - 24*G^21*x^2 + 58*G^20*x^28 - 1652*G^20*x^27 + 22680*G^20*x^26 - 184600*G^20*x^25 + 970250*G^20*x^24 - 3458472*G^20*x^23 + 8543948*G^20*x^22 - 14442934*G^20*x^21 + 15342768*G^20*x^20 - 6552940*G^20*x^19 - 6901199*G^20*x^18 + 12740940*G^20*x^17 - 6963302*G^20*x^16 - 555648*G^20*x^15 + 711810*G^20*x^14 + 3535980*G^20*x^13 - 4935411*G^20*x^12 + 2499552*G^20*x^11 + 40535*G^20*x^10 - 676730*G^20*x^9 + 303462*G^20*x^8 - 30040*G^20*x^7 - 9674*G^20*x^6 - 546*G^20*x^5 + 1210*G^20*x^4 - 44*G^20*x^3 - 36*G^20*x^2 + 2*G^20*x + 29*G^19*x^28 - 868*G^19*x^27 + 12312*G^19*x^26 - 104572*G^19*x^25 + 581325*G^19*x^24 - 2210424*G^19*x^23 + 5827855*G^19*x^22 - 10394252*G^19*x^21 + 11122734*G^19*x^20 - 2858660*G^19*x^19 - 11117432*G^19*x^18 + 17970300*G^19*x^17 - 10606300*G^19*x^16 - 646048*G^19*x^15 + 2092710*G^19*x^14 + 4106802*G^19*x^13 - 6669832*G^19*x^12 + 3109812*G^19*x^11 + 586850*G^19*x^10 - 1190470*G^19*x^9 + 374490*G^19*x^8 + 67224*G^19*x^7 - 60970*G^19*x^6 + 3792*G^19*x^5 + 4705*G^19*x^4 - 1116*G^19*x^3 + 42*G^19*x^2 + 4*G^19*x - 224*G^18*x^27 + 4671*G^18*x^26 - 47528*G^18*x^25 + 299375*G^18*x^24 - 1254624*G^18*x^23 + 3586804*G^18*x^22 - 6895240*G^18*x^21 + 7933233*G^18*x^20 - 1829180*G^18*x^19 - 11415352*G^18*x^18 + 22079718*G^18*x^17 - 19068016*G^18*x^16 + 5442864*G^18*x^15 + 3397275*G^18*x^14 - 589834*G^18*x^13 - 4744974*G^18*x^12 + 4083144*G^18*x^11 - 246378*G^18*x^10 - 1337670*G^18*x^9 + 648063*G^18*x^8 + 42008*G^18*x^7 - 112917*G^18*x^6 + 20214*G^18*x^5 + 7315*G^18*x^4 - 3088*G^18*x^3 + 330*G^18*x^2 - 4*G^18*x + 864*G^17*x^26 - 14508*G^17*x^25 + 114400*G^17*x^24 - 554040*G^17*x^23 + 1770126*G^17*x^22 - 3680666*G^17*x^21 + 4314261*G^17*x^20 - 151620*G^17*x^19 - 9724808*G^17*x^18 + 19736172*G^17*x^17 - 21382141*G^17*x^16 + 12832976*G^17*x^15 - 2347800*G^17*x^14 - 1346156*G^17*x^13 - 709839*G^17*x^12 + 1884108*G^17*x^11 - 344036*G^17*x^10 - 914690*G^17*x^9 + 588780*G^17*x^8 + 29584*G^17*x^7 - 142611*G^17*x^6 + 38526*G^17*x^5 + 7845*G^17*x^4 - 5592*G^17*x^3 + 909*G^17*x^2 - 42*G^17*x + 54*G^16*x^26 - 2574*G^16*x^25 + 31300*G^16*x^24 - 188232*G^16*x^23 + 670220*G^16*x^22 - 1430638*G^16*x^21 + 1316616*G^16*x^20 + 2080980*G^16*x^19 - 9685250*G^16*x^18 + 17416782*G^16*x^17 - 18800504*G^16*x^16 + 12802208*G^16*x^15 - 5349165*G^16*x^14 + 1643796*G^16*x^13 - 965874*G^16*x^12 + 280464*G^16*x^11 + 895972*G^16*x^10 - 1221070*G^16*x^9 + 530775*G^16*x^8 + 113808*G^16*x^7 - 201971*G^16*x^6 + 61386*G^16*x^5 + 7910*G^16*x^4 - 8704*G^16*x^3 + 1836*G^16*x^2 - 126*G^16*x + G^16 - 286*G^15*x^25 + 5475*G^15*x^24 - 44256*G^15*x^23 + 188899*G^15*x^22 - 403480*G^15*x^21 + 8232*G^15*x^20 + 2671340*G^15*x^19 - 8823790*G^15*x^18 + 15907752*G^15*x^17 - 17788715*G^15*x^16 + 11819456*G^15*x^15 - 3751440*G^15*x^14 + 574770*G^15*x^13 - 1479309*G^15*x^12 + 1404696*G^15*x^11 + 512765*G^15*x^10 - 1554310*G^15*x^9 + 884853*G^15*x^8 + 20984*G^15*x^7 - 247415*G^15*x^6 + 102192*G^15*x^5 - 165*G^15*x^4 - 11072*G^15*x^3 + 3123*G^15*x^2 - 306*G^15*x + 7*G^15 + 26*G^14*x^25 + 375*G^14*x^24 - 6000*G^14*x^23 + 26772*G^14*x^22 - 19668*G^14*x^21 - 333039*G^14*x^20 + 1925340*G^14*x^19 - 5857377*G^14*x^18 + 11579058*G^14*x^17 - 15243458*G^14*x^16 + 12500400*G^14*x^15 - 4724040*G^14*x^14 - 1068256*G^14*x^13 + 1124461*G^14*x^12 + 864312*G^14*x^11 - 769615*G^14*x^10 - 544780*G^14*x^9 + 821088*G^14*x^8 - 215056*G^14*x^7 - 151186*G^14*x^6 + 109590*G^14*x^5 - 12315*G^14*x^4 - 10184*G^14*x^3 + 4056*G^14*x^2 - 522*G^14*x + 18*G^14 - 175*G^13*x^24 + 1440*G^13*x^23 - 6992*G^13*x^22 + 50578*G^13*x^21 - 314769*G^13*x^20 + 1252880*G^13*x^19 - 3384337*G^13*x^18 + 6617898*G^13*x^17 - 9537765*G^13*x^16 + 9726944*G^13*x^15 - 6050910*G^13*x^14 + 931994*G^13*x^13 + 1650688*G^13*x^12 - 967428*G^13*x^11 - 243837*G^13*x^10 + 252670*G^13*x^9 + 146979*G^13*x^8 - 125856*G^13*x^7 - 51002*G^13*x^6 + 67092*G^13*x^5 - 11020*G^13*x^4 - 8800*G^13*x^3 + 4419*G^13*x^2 - 728*G^13*x + 37*G^13 + 576*G^12*x^23 - 7475*G^12*x^22 + 46508*G^12*x^21 - 206199*G^12*x^20 + 727340*G^12*x^19 - 1949514*G^12*x^18 + 3814344*G^12*x^17 - 5433659*G^12*x^16 + 5680320*G^12*x^15 - 4281510*G^12*x^14 + 2055158*G^12*x^13 - 237107*G^12*x^12 - 433476*G^12*x^11 + 238810*G^12*x^10 + 49900*G^12*x^9 - 111267*G^12*x^8 + 90256*G^12*x^7 - 75537*G^12*x^6 + 39414*G^12*x^5 - 1275*G^12*x^4 - 9304*G^12*x^3 + 4470*G^12*x^2 - 824*G^12*x + 51*G^12 + 48*G^11*x^23 - 1633*G^11*x^22 + 18128*G^11*x^21 - 105462*G^11*x^20 + 398120*G^11*x^19 - 1096509*G^11*x^18 + 2277180*G^11*x^17 - 3497784*G^11*x^16 + 3840064*G^11*x^15 - 2933970*G^11*x^14 + 1626380*G^11*x^13 - 915330*G^11*x^12 + 749916*G^11*x^11 - 555610*G^11*x^10 + 242390*G^11*x^9 - 69471*G^11*x^8 + 69672*G^11*x^7 - 79807*G^11*x^6 + 39222*G^11*x^5 + 300*G^11*x^4 - 9604*G^11*x^3 + 4605*G^11*x^2 - 908*G^11*x + 63*G^11 - 230*G^10*x^22 + 4026*G^10*x^21 - 32697*G^10*x^20 + 160160*G^10*x^19 - 527877*G^10*x^18 + 1253034*G^10*x^17 - 2210238*G^10*x^16 + 2881616*G^10*x^15 - 2692800*G^10*x^14 + 1773800*G^10*x^13 - 1003691*G^10*x^12 + 889644*G^10*x^11 - 972147*G^10*x^10 + 725420*G^10*x^9 - 303534*G^10*x^8 + 62696*G^10*x^7 - 17360*G^10*x^6 + 13032*G^10*x^5 + 1195*G^10*x^4 - 7120*G^10*x^3 + 3867*G^10*x^2 - 866*G^10*x + 70*G^10 + 418*G^9*x^21 - 6300*G^9*x^20 + 43400*G^9*x^19 - 182856*G^9*x^18 + 529002*G^9*x^17 - 1115880*G^9*x^16 + 1764736*G^9*x^15 - 2097255*G^9*x^14 + 1854342*G^9*x^13 - 1258075*G^9*x^12 + 826980*G^9*x^11 - 735702*G^9*x^10 + 682170*G^9*x^9 - 447741*G^9*x^8 + 170536*G^9*x^7 - 22946*G^9*x^6 - 10446*G^9*x^5 + 9675*G^9*x^4 - 6300*G^9*x^3 + 2877*G^9*x^2 - 702*G^9*x + 67*G^9 + 22*G^8*x^21 - 609*G^8*x^20 + 6760*G^8*x^19 - 40755*G^8*x^18 + 154746*G^8*x^17 - 404991*G^8*x^16 + 775168*G^8*x^15 - 1124895*G^8*x^14 + 1257578*G^8*x^13 - 1091961*G^8*x^12 + 768576*G^8*x^11 - 513733*G^8*x^10 + 392990*G^8*x^9 - 301851*G^8*x^8 + 174456*G^8*x^7 - 57904*G^8*x^6 + 516*G^8*x^5 + 10350*G^8*x^4 - 6252*G^8*x^3 + 2229*G^8*x^2 - 488*G^8*x + 48*G^8 - 42*G^7*x^20 + 680*G^7*x^19 - 5491*G^7*x^18 + 27864*G^7*x^17 - 95285*G^7*x^16 + 229904*G^7*x^15 - 407880*G^7*x^14 + 551446*G^7*x^13 - 583310*G^7*x^12 + 491472*G^7*x^11 - 339812*G^7*x^10 + 210800*G^7*x^9 - 134532*G^7*x^8 + 86504*G^7*x^7 - 44163*G^7*x^6 + 11976*G^7*x^5 + 2255*G^7*x^4 - 3668*G^7*x^3 + 1602*G^7*x^2 - 354*G^7*x + 34*G^7 + 20*G^6*x^19 - 361*G^6*x^18 + 2826*G^6*x^17 - 13243*G^6*x^16 + 41696*G^6*x^15 - 93495*G^6*x^14 + 155372*G^6*x^13 - 197717*G^6*x^12 + 197724*G^6*x^11 - 157861*G^6*x^10 + 101790*G^6*x^9 - 55377*G^6*x^8 + 28808*G^6*x^7 - 15540*G^6*x^6 + 6954*G^6*x^5 - 1300*G^6*x^4 - 764*G^6*x^3 + 633*G^6*x^2 - 186*G^6*x + 21*G^6 + 54*G^5*x^17 - 663*G^5*x^16 + 3616*G^5*x^15 - 11745*G^5*x^14 + 25704*G^5*x^13 - 40716*G^5*x^12 + 48960*G^5*x^11 - 46002*G^5*x^10 + 34020*G^5*x^9 - 19575*G^5*x^8 + 8776*G^5*x^7 - 3437*G^5*x^6 + 1488*G^5*x^5 - 590*G^5*x^4 + 56*G^5*x^3 + 96*G^5*x^2 - 50*G^5*x + 8*G^5 + 48*G^4*x^15 - 435*G^4*x^14 + 1764*G^4*x^13 - 4251*G^4*x^12 + 6840*G^4*x^11 - 7854*G^4*x^10 + 6720*G^4*x^9 - 4374*G^4*x^8 + 2136*G^4*x^7 - 735*G^4*x^6 + 156*G^4*x^5 - 15*G^4*x^4 + 14*G^3*x^13 - 104*G^3*x^12 + 336*G^3*x^11 - 616*G^3*x^10 + 700*G^3*x^9 - 504*G^3*x^8 + 224*G^3*x^7 - 56*G^3*x^6 + 6*G^3*x^5); r:=(x^2*y - x*y + y - 1) / (x^2*y - x); s:=(x*y - y + 1) / (x*y); E:=[s-r*s+1,r*s-r^2*s,r*s-r^2*s,0,0]; P:=[0,0];