N:=86; X86:= u^26*v^64 - u^25*(2*u^10 + 9*u^9 + 28*u^8 + 37*u^7 + 24*u^6 + 12*u^5 + 6*u^4 - 5*u^3 + 13*u^2 - 27*u + 7)*v^63 + u^19*(u^25 + 9*u^24 + 28*u^23 + 37*u^22 + 24*u^21 + 12*u^20 + 6*u^19 - 4*u^18 - 47*u^17 - 173*u^16 - 201*u^15 - 456*u^14 - 626*u^13 - 313*u^12 - 110*u^11 - 162*u^10 + 238*u^9 - 397*u^8 + 428*u^7 - 189*u^6 + 12*u^5 - 2*u^4 - u^2 + 1)*v^62 - u^19*(u^27 + 21*u^26 + 106*u^25 + 134*u^24 - 212*u^23 - 481*u^22 - 235*u^21 - 71*u^20 + 16*u^19 - 92*u^18 - 296*u^17 + 1901*u^16 + 887*u^15 + 1765*u^14 + 4273*u^13 + 874*u^12 - 1265*u^11 + 2744*u^10 - 5084*u^9 + 6075*u^8 - 5191*u^7 + 2550*u^6 - 325*u^5 + 71*u^4 - 21*u^3 + 20*u^2 + 6*u - 26)*v^61 + u^14*(10*u^33 + 127*u^32 + 290*u^31 - 846*u^30 - 3177*u^29 - 369*u^28 + 3177*u^27 + 232*u^26 + 168*u^25 - 74*u^24 + 286*u^23 + 14355*u^22 - 9892*u^21 + 1258*u^20 + 11522*u^19 - 18914*u^18 + 3033*u^17 + 32358*u^16 - 38618*u^15 + 65168*u^14 - 63868*u^13 + 48974*u^12 - 23544*u^11 + 4272*u^10 - 1311*u^9 + 482*u^8 - 212*u^7 - 173*u^6 + 301*u^5 + 9*u^4 - 2*u^2 - 1)*v^60 - u^12*(45*u^36 + 338*u^35 - 568*u^34 - 6437*u^33 - 4331*u^32 + 23667*u^31 + 8430*u^30 - 24812*u^29 + 8176*u^28 + 949*u^27 - 7864*u^26 + 40648*u^25 - 137738*u^24 + 55133*u^23 + 40543*u^22 - 156176*u^21 + 101561*u^20 + 39867*u^19 - 350031*u^18 + 424006*u^17 - 582314*u^16 + 515659*u^15 - 359953*u^14 + 168619*u^13 - 37170*u^12 + 15910*u^11 - 5408*u^10 + 1776*u^9 + 2051*u^8 - 1943*u^7 - 220*u^6 + u^5 + 53*u^4 - 13*u^3 + 24*u^2 + 1)*v^59 + u^11*(118*u^38 + 281*u^37 - 4887*u^36 - 11898*u^35 + 34354*u^34 + 84669*u^33 - 119087*u^32 - 58600*u^31 + 212014*u^30 - 70778*u^29 - 61775*u^28 + 167392*u^27 - 609785*u^26 + 747474*u^25 - 259012*u^24 - 899619*u^23 + 979182*u^22 - 496862*u^21 - 1036540*u^20 + 2782210*u^19 - 3467105*u^18 + 3992312*u^17 - 3318080*u^16 + 2118163*u^15 - 983902*u^14 + 250849*u^13 - 136621*u^12 + 43149*u^11 - 14336*u^10 - 12133*u^9 + 6406*u^8 + 2757*u^7 + 119*u^6 - 673*u^5 + 314*u^4 - 271*u^3 + 7*u^2 - 24*u + 2)*v^58 + u^7*(u^44 - 179*u^43 + 847*u^42 + 11211*u^41 - 11955*u^40 - 135002*u^39 + 14969*u^38 + 572875*u^37 - 579973*u^36 - 523763*u^35 + 1339028*u^34 - 253530*u^33 - 887970*u^32 + 2056500*u^31 - 4274632*u^30 + 3044047*u^29 +692410*u^28 - 7182663*u^27 + 5146611*u^26 - 150975*u^25 - 9566795*u^24 + 18263491*u^23 - 21633259*u^22 + 22185063*u^21 - 17324779*u^20 + 10305060*u^19 - 4779165*u^18 + 1440196*u^17 - 884289*u^16 + 296614*u^15 - 114144*u^14 - 20618*u^13 - 5003*u^12 + 23565*u^11 + 2938*u^10 - 5456*u^9 + 3563*u^8 - 1884*u^7 + 201*u^6 - 272*u^5 + 44*u^4 + 2*u^2 + 1)*v^57 - u^7*(10*u^45 - 76*u^44 + 3106*u^43 + 8323*u^42 - 85409*u^41 - 132971*u^40 + 603989*u^39 + 683740*u^38 - 2896537*u^37 + 2377090*u^36 + 3886365*u^35 - 6052924*u^34 - 728208*u^33 + 7758377*u^32 - 15776380*u^31 + 18875058*u^30 - 8239116*u^29 - 18533584*u^28 + 37148896*u^27 - 22121335*u^26 - 17364126*u^25 + 60329439*u^24 - 98958150*u^23 + 108096102*u^22 - 102210511*u^21 + 74935804*u^20 - 42319765*u^19 + 19812607*u^18 - 7236750*u^17 + 4634790*u^16 - 1839489*u^15 + 828983*u^14 - 256985*u^13 + 198963*u^12 - 149693*u^11 - 30182*u^10 + 31560*u^9 - 24766*u^8 + 9106*u^7 - 2390*u^6 + 1998*u^5 - 440*u^4 + 18*u^3 - 49*u^2 + 14*u - 22)*v^56 + u^4*(45*u^49 + 288*u^48 + 4018*u^47 - 15357*u^46 - 139496*u^45 + 246513*u^44 + 1197253*u^43 - 1284791*u^42 - 4750337*u^41 + 12865624*u^40 - 5924524*u^39 - 19352596*u^38 + 19516037*u^37 + 15811286*u^36 - 50611359*u^35+ 79112003*u^34 - 59151556*u^33 - 9130213*u^32 + 129990007*u^31 - 154370646*u^30 + 57086493*u^29 + 142617593*u^28 - 306094993*u^27 + 438523393*u^26 - 450244331*u^25 + 393874125*u^24 - 274417848*u^23 + 148439543*u^22 - 72347199*u^21 + 31738758*u^20 - 20919948*u^19 + 9930520*u^18 - 5095624*u^17 + 2684961*u^16 - 1425802*u^15 + 734529*u^14 + 174188*u^13 - 135298*u^12 + 113574*u^11 - 33546*u^10 + 15806*u^9 - 11046*u^8 + 2617*u^7 - 534*u^6 + 590*u^5 - 317*u^4 + 222*u^3 - u^2 - 2)*v^55 - u^4*(120*u^50 + 571*u^49 - 421*u^48 - 46190*u^47 - 38319*u^46 + 827339*u^45 + 200617*u^44 - 4734917*u^43 + 26886*u^42 + 22725538*u^41 - 46865875*u^40 + 4471009*u^39 + 67954836*u^38 - 35080857*u^37 - 115573780*u^36 + 251788454*u^35 - 275272635*u^34 + 116572835*u^33 + 244364604*u^32 - 582197972*u^31 + 538601873*u^30 + 4852055*u^29 - 722250142*u^28 + 1291656636*u^27 - 1615046257*u^26 + 1591375066*u^25 - 1284967755*u^24 + 862208200*u^23 - 452126742*u^22 + 237395504*u^21 - 122310528*u^20 + 83371347*u^19 - 45525414*u^18 + 25475669*u^17 - 15051393*u^16 + 6970216*u^15 - 2946691*u^14 - 580227*u^13 + 398534*u^12 - 333248*u^11 + 95799*u^10 - 64075*u^9 + 49214*u^8 - 10876*u^7 + 6624*u^6 - 4848*u^5 + 3290*u^4 - 1387*u^3 + 30*u^2 - 26*u + 40)*v^54 + u*(210*u^54 + 35*u^53 - 9310*u^52 - 38906*u^51 + 222127*u^50 + 792225*u^49 - 2661999*u^48 - 3933384*u^47 + 11705995*u^46 + 11565514*u^45 - 90390398*u^44 + 132911211*u^43 + 19132344*u^42 - 170093394*u^41 - 49389442*u^40 + 576456143*u^39 - 940762404*u^38 + 692547270*u^37 + 80193187*u^36 - 1427757159*u^35 + 2041468630*u^34 - 1456513109*u^33 - 751317724*u^32 + 2878942228*u^31 - 4511668578*u^30 + 5087327795*u^29 - 4781343873*u^28 + 3614910938*u^27 - 2331128366*u^26 + 1228099552*u^25 - 700130163*u^24 + 420303704*u^23 - 291292116*u^22 + 176913176*u^21 - 102902513*u^20 + 62142828*u^19 - 27084639*u^18 + 10566583*u^17 + 615973*u^16 - 407334*u^15 + 414306*u^14 - 149420*u^13 + 153605*u^12 - 177013*u^11 + 39289*u^10 - 48204*u^9 + 30570*u^8 - 20920*u^7 + 6357*u^6 - 486*u^5 + 542*u^4 - 366*u^3 + 1)*v^53 - u*(252*u^55 - 1443*u^54 - 12772*u^53 + 31134*u^52 + 374742*u^51 - 336721*u^50 - 4321226*u^49 + 4890668*u^48 + 14951689*u^47 - 21177132*u^46 - 65445245*u^45 + 293182884*u^44 - 312841926*u^43 - 61102474*u^42 + 235414079*u^41 + 683214970*u^40 - 2200605327*u^39 + 2649359082*u^38 - 1159992193*u^37 - 1912557788*u^36 + 5379379019*u^35 - 6015902767*u^34 + 2668663943*u^33 + 3937138964*u^32 - 9663058157*u^31 + 13151252438*u^30- 13954818090*u^29 + 12254547508*u^28 - 8889488390*u^27 + 5446403145*u^26 - 3032906326*u^25 + 1854107618*u^24 - 1282860995*u^23 + 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43456827*u^16 + 26370266*u^15 - 14835571*u^14 + 4759235*u^13 - 1360033*u^12 - 959984*u^11 + 478691*u^10 - 901514*u^9 + 599075*u^8 - 323041*u^7 +100200*u^6 - 37643*u^5 + 30552*u^4 - 8008*u^3 + 151*u^2 - 245*u + 148)*v^51 - u*(120*u^57 - 2535*u^56 + 13186*u^55 + 85794*u^54 - 370314*u^53 - 1491105*u^52 + 3713730*u^51 + 11345945*u^50 - 32263066*u^49 + 2479695*u^48 + 73635239*u^47 + 9095542*u^46 - 840853075*u^45 + 1833522980*u^44 - 1691016737*u^43 + 911987947*u^42 - 3116395025*u^41 + 10226850122*u^40 - 15714095194*u^39 + 9245187502*u^38 + 7828133297*u^37 - 29746035203*u^36 + 39135330352*u^35 - 28094796116*u^34 - 5217142953*u^33 + 40505206720*u^32 - 65222541376*u^31 + 72433143777*u^30 - 68673637714*u^29 + 53263828175*u^28 - 35303962079*u^27 + 20652160009*u^26 - 13242741201*u^25 + 9757836671*u^24 - 7599534561*u^23 + 5500641080*u^22 - 3742310159*u^21 + 2401691143*u^20 - 1415713804*u^19 + 730904333*u^18 - 362275281*u^17 + 193062101*u^16 - 112831540*u^15 + 64845032*u^14 - 23194024*u^13 + 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1328751335*u^15 + 702682475*u^14 - 324679247*u^13 + 126046373*u^12 - 11701931*u^11 - 23937483*u^10 + 25400586*u^9 - 16792766*u^8 + 11237326*u^7 - 5512802*u^6 + 2179524*u^5 - 591564*u^4 + 255870*u^3 - 115908*u^2 +12142*u - 13)*v^47 - (297*u^61 - 4411*u^60 - 22482*u^59 + 364585*u^58 + 149028*u^57 - 5501610*u^56 - 923018*u^55 + 24636925*u^54 + 9459784*u^53 - 121098569*u^52 + 276876957*u^51 - 606887633*u^50 + 293650287*u^49 - 843843666*u^48 + 9052384093*u^47 - 20814166935*u^46 + 27962332264*u^45 - 42174617680*u^44 + 69952016706*u^43 - 118730916173*u^42 + 137472338961*u^41 - 36976998490*u^40 - 199150074086*u^39 + 416488309017*u^38 - 464838594904*u^37 +257367013323*u^36 + 90549882405*u^35 - 431692167737*u^34 + 595374973803*u^33 - 607738831030*u^32 + 502538672986*u^31 - 355050951719*u^30 + 178715933724*u^29 - 68702577119*u^28 + 25020363388*u^27 - 28633094826*u^26 + 28723076527*u^25 - 30784411314*u^24 + 28715573692*u^23 - 28512294828*u^22 + 24019560266*u^21 - 19105942365*u^20 + 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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];