N:=98; X :=u^37*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 - 3*u^5 + 9*u^4 - 13*u^3 + 11*u^2 - 5*u + 1)*v^63 - u^33*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 - 3*u^5 + 9*u^4 - 13*u^3 + 11*u^2 - 5*u + 1)*(6*u^6 - 18*u^4 - 9*u^3 - 2*u^2 + u + 2)*v^62 + u^29*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 - 3*u^5 + 9*u^4 - 13*u^3 + 11*u^2 - 5*u + 1)*(15*u^12 + 3*u^11 - 108*u^10 - 55*u^9 + 132*u^8 + 166*u^7 + 84*u^6 + u^5 - 44*u^4 - 20*u^3 - 4*u^2 + 2*u + 1)*v^61 - u^26*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 - 3*u^5 + 9*u^4 - 13*u^3 + 11*u^2 - 5*u + 1)*(20*u^17 + 20*u^16 - 270*u^15 - 195*u^14 + 807*u^13 + 1002*u^12 - 180*u^11 - 1257*u^10 - 1185*u^9 - 397*u^8 + 320*u^7 + 393*u^6 + 169*u^5 + 3*u^4 - 34*u^3 - 13*u^2 - 2*u + 1)*v^60 + u^24*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 - 3*u^5 + 9*u^4 - 13*u^3 + 11*u^2 - 5*u + 1)*(15*u^21 + 57*u^20 - 357*u^19 - 545*u^18 + 1931*u^17 + 3010*u^16 - 2276*u^15 - 7758*u^14 - 4768*u^13 + 3599*u^12 + 8264*u^11 + 5843*u^10 + 197*u^9 - 2996*u^8 - 2402*u^7 - 732*u^6 + 231*u^5 + 288*u^4 + 109*u^3 + 3*u^2 - 8*u - 2)*v^59 - u^22*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 - 3*u^5 + 9*u^4 - 13*u^3 + 11*u^2 - 5*u + 1)*(6*u^25 + 90*u^24 - 240*u^23 - 1121*u^22 + 2225*u^21 + 6251*u^20 - 4997*u^19 - 21799*u^18 - 9553*u^17 + 29117*u^16 + 43779*u^15 + 14200*u^14 - 27478*u^13 - 40696*u^12 - 19767*u^11 + 7541*u^10 + 16546*u^9 + 10176*u^8 + 1453*u^7 - 2120*u^6 - 1658*u^5 - 486*u^4 + 34*u^3 + 60*u^2 + 17*u + 1)*v^58 + u^19*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 - 3*u^5 + 9*u^4 - 13*u^3 + 11*u^2 - 5*u + 1)*(u^30 + 86*u^29 + 10*u^28 - 1538*u^27 + 657*u^26 + 9615*u^25 - 1922*u^24 - 37551*u^23 - 20527*u^22 + 80731*u^21 + 120262*u^20 - 13244*u^19 - 180540*u^18 - 183000*u^17 - 14676*u^16 + 148503*u^15 + 157439*u^14 + 45890*u^13 - 51307*u^12 - 66961*u^11 - 31514*u^10 + 1557*u^9 + 10936*u^8 + 6635*u^7 + 1435*u^6 - 310*u^5 - 306*u^4 - 85*u^3 - 7*u^2 - 2*u - 1)*v^57 - u^16*(54*u^46 - 96*u^45 - 1621*u^44 + 7980*u^43 - 10268*u^42 - 20774*u^41 + 91348*u^40 - 103956*u^39 - 107298*u^38 + 354957*u^37 + 240926*u^36 - 1296993*u^35 - 442481*u^34 + 3091628*u^33 + 1492882*u^32 - 3507314*u^31 - 5024798*u^30 - 212210*u^29 + 5381863*u^28 + 5599833*u^27 - 395488*u^26 - 3885335*u^25 - 2505246*u^24 + 606300*u^23 + 1205024*u^22 + 26768*u^21 - 1000058*u^20 - 245386*u^19 + 560765*u^18 + 691125*u^17 + 131838*u^16 - 230719*u^15 - 221976*u^14 - 47994*u^13 + 51319*u^12 + 37115*u^11 + 6019*u^10 - 7821*u^9 - 4276*u^8 - 625*u^7 + 361*u^6 + 206*u^5 - 12*u^4 + 16*u^3 + 2*u^2 + 5*u - 1)*v^56 + u^14*(30*u^50 + 123*u^49 - 1867*u^48 + 4002*u^47 + 8498*u^46 - 50762*u^45 + 80881*u^44 + 20794*u^43 - 262185*u^42 + 114058*u^41 + 871979*u^40 - 767717*u^39 - 2638949*u^38 + 3423971*u^37 + 5428919*u^36 - 5981740*u^35 - 12113707*u^34 + 1487064*u^33 + 17893540*u^32 + 14628006*u^31 - 5933638*u^30- 22238376*u^29 - 12760971*u^28 + 6331222*u^27 + 12512597*u^26 + 4978671*u^25 - 2956851*u^24 - 2923092*u^23 + 1745241*u^22 + 2713516*u^21 - 55129*u^20 - 2257770*u^19 - 1834362*u^18 - 53742*u^17 + 795340*u^16 + 613238*u^15 + 58308*u^14 - 146616*u^13 - 97111*u^12 - 8674*u^11 + 20486*u^10 + 9568*u^9 + 1753*u^8 - 1080*u^7 - 67*u^6 - 64*u^5 - 56*u^4 - 74*u^3 - 17*u^2 + 2*u + 2)*v^55 - u^12*(22*u^54 + 106*u^53 - 998*u^52 - 1364*u^51 + 19936*u^50 - 42107*u^49 - 1322*u^48 + 153688*u^47 - 248676*u^46 - 230534*u^45 + 836728*u^44 + 1261872*u^43 - 4328452*u^42 - 1104529*u^41 + 10312168*u^40 + 226164*u^39 - 21938346*u^38 - 3509014*u^37 + 37638626*u^36 + 28061958*u^35 - 26947364*u^34 - 63654188*u^33 - 30018153*u^32 + 42387794*u^31 + 64881555*u^30 + 18382543*u^29 - 28463922*u^28 - 33247154*u^27 - 6931864*u^26 + 9815079*u^25 + 3697820*u^24 - 7007788*u^23 - 5292368*u^22 + 2923671*u^21 + 7221318*u^20 + 4043573*u^19 - 588712*u^18 - 2455293*u^17 - 1445976*u^16 - 80915*u^15 + 367137*u^14 + 236710*u^13 + 17897*u^12 - 34978*u^11 - 22045*u^10 - 4468*u^9 - 335*u^8 - 826*u^7 + 533*u^6 + 503*u^5 + 443*u^4 + 45*u^3 -9*u^2 - 16*u - 1)*v^54 + u^11*(15*u^57 + 57*u^56 - 245*u^55 - 3512*u^54 + 15808*u^53 - 2349*u^52 - 90721*u^51 + 184081*u^50 - 73584*u^49 - 369318*u^48 + 133104*u^47 + 2776287*u^46- 2321632*u^45 - 9309217*u^44 + 8242719*u^43 + 19097348*u^42 - 17842373*u^41 - 31657263*u^40 + 40341383*u^39 + 57623941*u^38 - 50676171*u^37 - 120127917*u^36 - 34200369*u^35 + 134049641*u^34 + 174263598*u^33 + 13144606*u^32 - 159932640*u^31 - 143609159*u^30 - 2937227*u^29 + 92747970*u^28 + 71253420*u^27 + 1734637*u^26 - 23844947*u^25 - 43003*u^24 + 16598072*u^23 + 5347896*u^22 - 14234745*u^21 - 18361272*u^20 - 7382334*u^19 + 3817433*u^18 + 6586322*u^17 + 3328794*u^16 + 136273*u^15 - 922160*u^14 - 571942*u^13 - 101199*u^12 + 45547*u^11 + 53145*u^10 + 19646*u^9 + 13106*u^8 + 873*u^7 - 2552*u^6 - 3497*u^5 - 1354*u^4 - 180*u^3 + 132*u^2 + 65*u + 11)*v^53 - u^9*(6*u^61 + 72*u^60 - 108*u^59 - 2511*u^58 + 4499*u^57 + 30494*u^56 - 106688*u^55 + 60796*u^54 + 192365*u^53 - 365860*u^52 - 340535*u^51 + 2026387*u^50+ 2520579*u^49 - 13563516*u^48 - 4713192*u^47 + 35163925*u^46 + 20205054*u^45 - 68644127*u^44 - 27598795*u^43 + 95305406*u^42 + 6238485*u^41 - 160649895*u^40 - 42727931*u^39 + 245206727*u^38 + 279140700*u^37 - 72942575*u^36 - 449062003*u^35 - 336856017*u^34 + 152025662*u^33 + 426540246*u^32 + 246542273*u^31 - 91733902*u^30 - 233850513*u^29 - 120683648*u^28 + 26944063*u^27 + 45062336*u^26 - 8919419*u^25 - 26866494*u^24 + 8034258*u^23 + 42999007*u^22 + 38161683*u^21 + 7976164*u^20 - 14503544*u^19 - 16184783*u^18 - 7217740*u^17 + 197632*u^16 + 2430102*u^15 + 1468346*u^14 + 423883*u^13- 82747*u^12 - 137680*u^11 - 98280*u^10 - 40929*u^9 + 3564*u^8 + 15348*u^7 + 12434*u^6 + 3459*u^5 + 58*u^4 - 667*u^3 - 230*u^2 - 51*u - 1)*v^52 + u^8*(u^64 + 80*u^63 - 152*u^62 - 1182*u^61 - 2032*u^60 + 33042*u^59 - 46617*u^58 - 116460*u^57 + 336700*u^56 - 177887*u^55 - 448226*u^54 + 405142*u^53 + 5209213*u^52 - 8801286*u^51 - 20636572*u^50 + 29195423*u^49 + 73988003*u^48 - 53551006*u^47 - 174901906*u^46 + 49074973*u^45 + 224320977*u^44 - 42821130*u^43 - 167200366*u^42 + 182520357*u^41 + 294357265*u^40 - 222221161*u^39 - 709653168*u^38 - 416237347*u^37 + 599343246*u^36 + 1085798322*u^35 + 368810650*u^34 - 659629569*u^33 - 891057145*u^32 - 286515074*u^31 + 369315773*u^30 + 468693213*u^29 + 145027310*u^28 - 97602044*u^27 - 76849170*u^26 + 20392673*u^25 + 24560047*u^24 - 52159505*u^23 - 97349284*u^22 - 60906809*u^21 + 6522908*u^20 + 42173493*u^19 + 35615429*u^18 + 12862876*u^17 - 3048009*u^16 - 6360460*u^15 - 3800565*u^14 - 1060413*u^13 + 251055*u^12 + 439323*u^11 + 308968*u^10 + 71273*u^9 - 35023*u^8 - 60538*u^7 - 29893*u^6 - 6709*u^5 + 2272*u^4 + 2111*u^3 + 752*u^2 + 145*u + 9)*v^51 - u^7*(48*u^66 - 36*u^65 - 799*u^64 - 2316*u^63 + 17832*u^62 + 16671*u^61 - 186220*u^60 + 200265*u^59 + 236863*u^58 - 503930*u^57 - 393302*u^56 + 3821817*u^55 + 154704*u^54 - 27182253*u^53 + 4658906*u^52 + 98242193*u^51 + 37270210*u^50 - 285456329*u^49 - 180534604*u^48 + 458175623*u^47 + 456864920*u^46 - 354480327*u^45 - 461221495*u^44 + 88251574*u^43 - 42851337*u^42 - 464956746*u^41 - 50364481*u^40 + 1072451730*u^39 + 1440243728*u^38- 43663443*u^37 - 1981576460*u^36 - 1849511655*u^35 + 133324427*u^34 + 1728832866*u^33 + 1467917270*u^32 + 47988091*u^31 - 925252734*u^30 - 748009213*u^29 - 81417097*u^28 + 225965600*u^27 + 120760498*u^26 - 28443419*u^25 + 10943343*u^24 + 144176551*u^23 + 170983262*u^22 + 61831866*u^21 - 59116831*u^20 - 99605076*u^19 - 65668406*u^18 - 14533300*u^17 + 13452732*u^16 + 15638525*u^15 + 8368809*u^14 + 1700975*u^13 - 958245*u^12 - 1297899*u^11 - 643159*u^10 - 60900*u^9 + 169925*u^8 + 152078*u^7 + 56165*u^6 + 3941*u^5 - 9885*u^4 - 5606*u^3 - 1921*u^2 - 328*u - 36)*v^50 + u^6*(15*u^69 + 105*u^68 - 766*u^67 - 1229*u^66 + 5721*u^65 + 36815*u^64 - 126215*u^63 - 61029*u^62 + 528235*u^61 - 314761*u^60 - 627641*u^59 + 1167359*u^58 + 5513087*u^57 - 20502576*u^56 - 19792530*u^55 + 79923814*u^54 + 133253484*u^53 - 234713604*u^52 - 503452723*u^51 + 370026313*u^50 + 1232646346*u^49 - 64590448*u^48 - 1781647742*u^47 - 881436794*u^46 + 988100007*u^45 + 1134742407*u^44 + 665029439*u^43 + 503625570*u^42 + 48967498*u^41 - 1386722683*u^40 - 2696860527*u^39 - 1523447236*u^38 + 2221162096*u^37 + 4159237018*u^36 + 2009280191*u^35 - 1746247782*u^34 - 3364302556*u^33 - 1783162497*u^32 + 745651025*u^31 + 1736254588*u^30 + 928713112*u^29 - 118320231*u^28 - 413089716*u^27 - 157752285*u^26 + 25796117*u^25 - 105503777*u^24 - 284862320*u^23 - 224283743*u^22 + 3599166*u^21 + 178629106*u^20 + 189646097*u^19 + 92700240*u^18 - 2561326*u^17 - 39341492*u^16 - 33239029*u^15 - 14322765*u^14 - 1218717*u^13 + 3282156*u^12 + 2892582*u^11 + 981943*u^10 - 162692*u^9 - 480745*u^8 - 276381*u^7 - 72980*u^6 + 20524*u^5 + 26300*u^4 + 12784*u^3 + 3776*u^2 + 686*u + 84)*v^49 - u^5*(2*u^72 + 116*u^71 - 490*u^70 - 1129*u^69 + 2066*u^68 + 26793*u^67 - 36401*u^66 - 204795*u^65 + 427712*u^64 + 193128*u^63 - 753809*u^62 - 349698*u^61+ 5091088*u^60 - 7226226*u^59 - 32539019*u^58 + 43075105*u^57 + 162061838*u^56 - 62302254*u^55 - 674763720*u^54 - 107064280*u^53 + 1689095643*u^52 + 1147993581*u^51 - 2763658768*u^50 - 3317458652*u^49 + 1913649082*u^48 + 5066538489*u^47 + 1838321293*u^46 - 2692985727*u^45 - 4338218577*u^44 - 2819706076*u^43 + 332309287*u^42 + 2993290031*u^41 + 4722441960*u^40 + 3791621488*u^39 - 1425739903*u^38 - 6573359013*u^37 - 5860015039*u^36 - 308001396*u^35 + 4805154016*u^34 + 4969372870*u^33 + 1220745133*u^32 - 2203859465*u^31 - 2541338962*u^30 - 866794298*u^29 + 466642264*u^28 + 602286132*u^27 + 152299378*u^26 + 11386220*u^25 + 289532924*u^24 + 430893906*u^23 + 187493342*u^22 - 188856278*u^21 - 372379930*u^20 - 282829553*u^19- 80359414*u^18 + 57905017*u^17 + 87690043*u^16 + 56996836*u^15 + 17943184*u^14 - 3257329*u^13 - 8292616*u^12 - 4861355*u^11 - 992795*u^10 + 847330*u^9 + 902485*u^8 + 379580*u^7 + 25848*u^6 - 79293*u^5 - 55712*u^4 - 23549*u^3 - 6281*u^2 - 1246*u - 126)*v^48 + u^4*(54*u^74 - 99*u^73 - 1295*u^72 + 1497*u^71 + 13752*u^70 + 9430*u^69 - 180802*u^68 + 112223*u^67 + 616429*u^66 - 588964*u^65 - 766652*u^64 + 1833761*u^63 + 2944178*u^62 - 30006979*u^61 + 7571533*u^60 + 135132128*u^59 + 89714498*u^58 - 574317543*u^57 - 631909727*u^56 + 1408624407*u^55 + 2629809133*u^54 - 2008477381*u^53 - 6545232477*u^52 + 106198007*u^51 + 10440931832*u^50 + 6132132266*u^49 - 8115635832*u^48 - 13037720609*u^47 - 3224533814*u^46 + 9724783628*u^45 + 13219130039*u^44 + 4215408375*u^43 - 6463055411*u^42 - 10965216769*u^41 - 8399291208*u^40 + 3790363*u^39 + 9299569281*u^38 + 11020159615*u^37 + 4550309867*u^36 - 4419845516*u^35 - 8468995068*u^34 - 5341095476*u^33 + 681713798*u^32 + 3954573563*u^31 + 2965039933*u^30 + 477611627*u^29 - 898088681*u^28 - 680848421*u^27 - 94593463*u^26 - 172448083*u^25 - 559050227*u^24 - 495040751*u^23 + 24301754*u^22+ 515156147*u^21 + 585934255*u^20 + 305046364*u^19 - 14724985*u^18 - 163118433*u^17 - 152899269*u^16 - 75475209*u^15 - 11707307*u^14 + 15305078*u^13 + 15245946*u^12 + 6325075*u^11 + 95165*u^10 - 1892428*u^9 - 1237925*u^8 - 328932*u^7 + 136620*u^6 + 174408*u^5 + 97036*u^4 + 35478*u^3 + 9333*u^2 + 1730*u + 126)*v^47 - u^3*(12*u^77 + 90*u^76 - 970*u^75 + 294*u^74 + 7698*u^73 + 14754*u^72 - 92595*u^71 - 104744*u^70 + 606865*u^69 - 30392*u^68 - 987937*u^67 - 316351*u^66 +4529983*u^65 - 14186296*u^64 - 19637640*u^63 + 95253226*u^62 + 143176922*u^61 - 314507591*u^60 - 898191995*u^59 + 654843582*u^58 + 3209065607*u^57 + 357907205*u^56 - 8169144899*u^55 - 5151002609*u^54 + 12846233223*u^53 + 16069828597*u^52 - 10319077313*u^51 - 27899207990*u^50 - 7339455226*u^49 + 25729705881*u^48 + 29788753295*u^47 - 371923700*u^46 - 30785169208*u^45 - 27343826169*u^44 + 1890266330*u^43 + 23875081758*u^42 + 23117938614*u^41 + 5427579920*u^40 - 13714836594*u^39 - 19293370635*u^38 - 10716892206*u^37 + 2527919003*u^36 + 11231058748*u^35 + 10521041981*u^34 + 3304437298*u^33 - 3600971858*u^32 - 5228366289*u^31 - 2699391904*u^30 + 270145954*u^29 + 1207399456*u^28 + 530553698*u^27 + 121848846*u^26 + 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9*u^4 + 8*u^3 + 4*u^2 + 2*u + 1)*(81*u^44 + 729*u^43 + 843*u^42 - 7305*u^41 - 44086*u^40 - 183531*u^39 + 89173*u^38 - 198346*u^37 - 1261460*u^36 + 854890*u^35 + 7104754*u^34 + 14416503*u^33 - 48968959*u^32 + 28692287*u^31 + 23576508*u^30 - 37649005*u^29 + 11452678*u^28 + 6943827*u^27 - 3978772*u^26 - 1962759*u^25 +970250*u^24 + 187073*u^23 - 1387818*u^22 + 1892010*u^21 - 652116*u^20 - 726397*u^19 + 905847*u^18 + 91716*u^17 - 381306*u^16 + 52426*u^15 + 201624*u^14 - 100867*u^13 - 4296*u^12 + 40643*u^11 - 34383*u^10 + 14760*u^9 - 5989*u^8 + 2315*u^7 - 411*u^6 - 516*u^5 + 254*u^4 - 54*u^3 - 14*u^2 + 6*u - 1)*v^9 + u^28*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 + 4*u^5 + 9*u^4 + 8*u^3 + 4*u^2 + 2*u + 1)*(3*u^41 + 69*u^40 + 151*u^39 - 917*u^38 - 7832*u^37 - 45734*u^36 - 7358*u^35 - 10049*u^34 - 366306*u^33 + 422197*u^32 + 2464272*u^31 + 6061200*u^30 -13984238*u^29 + 4030503*u^28 + 9115149*u^27 - 9409434*u^26 + 834225*u^25 + 2432295*u^24 - 776626*u^23 - 576179*u^22 + 127165*u^21 + 86091*u^20 - 462749*u^19 + 450977*u^18 - 30307*u^17 - 213855*u^16 + 164969*u^15 + 74583*u^14 - 77026*u^13 - 2734*u^12 + 37903*u^11 - 13139*u^10 - 1968*u^9 + 6574*u^8 - 4935*u^7 + 1635*u^6 - 489*u^5 + 167*u^4 - 42*u^3 - 22*u^2 + 11*u - 3)*v^8 + u^31*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 + 4*u^5 + 9*u^4 + 8*u^3 + 4*u^2 + 2*u + 1)*(3*u^37 + 18*u^36 - 84*u^35 - 962*u^34 - 8307*u^33 - 6573*u^32 + 5607*u^31 - 81892*u^30 + 149660*u^29 + 807649*u^28 + 2134904*u^27 - 3276151*u^26 + 24247*u^25 + 2465351*u^24 - 1848362*u^23 - 278791*u^22 + 560974*u^21 - 93154*u^20 - 136165*u^19 + 10099*u^18 + 15214*u^17 - 120445*u^16 + 80200*u^15 + 15521*u^14 - 42795*u^13 + 23321*u^12 + 19597*u^11 - 10196*u^10 - 2357*u^9 + 5309*u^8 - 1491*u^7 - 17*u^6 + 607*u^5 - 468*u^4 + 130*u^3 - 26*u^2 + 5*u - 2)*v^7 + u^33*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 + 4*u^5 + 9*u^4 + 8*u^3 + 4*u^2 + 2*u + 1)*(u^34 - 4*u^33 - 76*u^32 - 1040*u^31 - 1728*u^30 + 2194*u^29 - 13917*u^28 + 39484*u^27 + 227232*u^26 + 629818*u^25 - 605903*u^24 - 171893*u^23 + 502344*u^22 - 288751*u^21 - 123416*u^20 + 86018*u^19 - 835*u^18 - 26040*u^17 + 1226*u^16 + 71*u^15 - 23947*u^14 + 9955*u^13 + 4891*u^12 - 6097*u^11 +2653*u^10 + 3086*u^9 - 716*u^8 - 477*u^7 + 514*u^6 - 133*u^5 + 43*u^4 + 18*u^3 - 22*u^2 + 6*u - 1)*v^6 - u^36*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 + 4*u^5 + 9*u^4 + 8*u^3 + 4*u^2 + 2*u + 1)*(3*u^29 + 81*u^28 + 266*u^27 - 413*u^26 + 1694*u^25 - 7540*u^24 - 51332*u^23 - 151839*u^22 + 82618*u^21 + 54366*u^20 - 78395*u^19 + 36340*u^18 + 26351*u^17 - 7542*u^16 - 2227*u^15 + 3836*u^14 - 396*u^13 + 551*u^12 + 3489*u^11 - 714*u^10 - 748*u^9 + 592*u^8 - 225*u^7 - 320*u^6 - 2*u^5 + 54*u^4 - 31*u^3 + 6*u^2 - 4*u + 1)*v^5 - u^39*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 + 4*u^5 + 9*u^4 + 8*u^3 + 4*u^2 + 2*u + 1)*(3*u^25 + 24*u^24 - 43*u^23 + 132*u^22 - 989*u^21 - 8795*u^20 - 29017*u^19 + 7237*u^18 + 9915*u^17 - 9204*u^16 + 3652*u^15 + 3686*u^14 - 60*u^13 - 492*u^12 + 400*u^11 - 67*u^10 + 107*u^9 + 358*u^8 - 8*u^7 - 67*u^6 + 35*u^5 - 10*u^4 - 23*u^3 - 3*u^2 + 3*u - 1)*v^4 - u^42*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 + 4*u^5 + 9*u^4 + 8*u^3 + 4*u^2 + 2*u + 1)*(u^21 - 2*u^20 + 5*u^19 - 80*u^18 - 1068*u^17 - 4228*u^16 + 239*u^15 + 1170*u^14 - 766*u^13 + 265*u^12 + 361*u^11 + 63*u^10 - 56*u^9 + 27*u^8 - 4*u^7+ 7*u^6 + 25*u^5 + 2*u^4 - 3*u^3 + u^2 - 1)*v^3 + u^47*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 + 4*u^5 + 9*u^4 + 8*u^3 + 4*u^2 + 2*u + 1)*(3*u^13 + 82*u^12 + 443*u^11 + 21*u^10 - 85*u^9 + 40*u^8 - 10*u^7 - 25*u^6 - 5*u^5 + 3*u^4 - u^3 - 1)*v^2 + u^53*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 + 4*u^5 + 9*u^4 + 8*u^3 + 4*u^2 + 2*u + 1)*(3*u^6 + 30*u^5 + 2*u^4 - 3*u^3 + u^2 - 1)*v + u^58*(u^6 - 3*u^5 + 2*u^4 + u^3 + 4*u^2 + 2*u + 1)*(u^6 + 4*u^5 + 9*u^4 + 8*u^3 + 4*u^2 + 2*u + 1); G:=-u; x:=-1/v; 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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];