N:=67; X:=u^22*(u - 1)^3*v^58 + u^20*(u - 1)^2*(2*u^5 + 7*u^4 + 6*u^3 - 4*u^2 - 7*u - 1)*v^57 + u^19*(u - 1)*(u^9 + 16*u^8 + 33*u^7 + 14*u^6 + 28*u^5 - 105*u^4 - 66*u^3 + 60*u^2 + 14*u + 8)*v^56 + u^18*(9*u^12 + 62*u^11 + 100*u^10 + 24*u^9 + 71*u^8 - 74*u^7 - 1115*u^6 + 564*u^5 + 585*u^4 - 61*u^3 - 103*u^2 - 40*u - 21)*v^55 + u^17*(36*u^14 + 202*u^13 + 328*u^12 + 531*u^11 + 690*u^10 + 390*u^9 - 2415*u^8 - 4156*u^7 + 2424*u^6 + 2751*u^5 + 12*u^4 - 378*u^3 - 237*u^2 - 128*u - 21)*v^54 + u^16*(91*u^16 + 499*u^15 + 855*u^14 + 1601*u^13 + 4893*u^12 + 3448*u^11 - 3372*u^10 - 10855*u^9 - 13063*u^8 + 8294*u^7 + 9673*u^6 + 746*u^5 - 851*u^4 - 902*u^3 - 539*u^2 - 113*u - 7)*v^53 + u^16*(189*u^17 + 903*u^16 + 1712*u^15 + 2843*u^14 + 13170*u^13 + 22722*u^12 + 986*u^11 - 18225*u^10 - 31787*u^9 - 35200*u^8 + 21821*u^7 + 24703*u^6 + 5203*u^5 - 899*u^4 - 2745*u^3 - 1596*u^2 - 401*u - 26)*v^52 + u^14*(378*u^20 + 1539*u^19 + 1992*u^18 + 3387*u^17 + 20375*u^16 + 56849*u^15 + 52029*u^14 - 18054*u^13 - 43603*u^12 - 68553*u^11 - 80689*u^10 + 28079*u^9 + 50429*u^8 + 25869*u^7 + 1940*u^6 - 7554*u^5 - 3610*u^4 - 1385*u^3 - 119*u^2 - 12*u + 1)*v^51 + u^12*(674*u^23 + 3227*u^22 + 2369*u^21 - 1470*u^20 + 21636*u^19 + 74814*u^18 + 118742*u^17 + 88964*u^16 - 33137*u^15 - 38650*u^14 - 86323*u^13 - 209460*u^12 - 48584*u^11 + 99381*u^10 + 105038*u^9 + 8695*u^8 - 16337*u^7 - 6897*u^6 - 5345*u^5 - 664*u^4 - 164*u^3 - 5*u^2 - 3*u + 1)*v^50 + u^11*(u^26 + 933*u^25 + 6367*u^24 + 9042*u^23 - 7114*u^22 + 3309*u^21 + 62543*u^20 + 67837*u^19 + 128146*u^18 + 196995*u^17 + 98553*u^16 + 202453*u^15 - 58205*u^14 - 656591*u^13 - 391836*u^12 + 263051*u^11 + 331048*u^10 + 2017*u^9 - 15943*u^8 - 13505*u^7 - 17096*u^6 - 3076*u^5 - 780*u^4 - 147*u^3 - 33*u^2 + 4*u + 1)*v^49 + u^11*(9*u^27 + 954*u^26 + 9137*u^25 + 24728*u^24 + 17171*u^23 - 6623*u^22 + 3837*u^21 - 107109*u^20 - 318052*u^19 + 4785*u^18 + 641968*u^17 + 963141*u^16 + 1054215*u^15 - 226903*u^14 - 1959800*u^13 - 1264678*u^12 + 870996*u^11 + 762500*u^10 - 70103*u^9 + 43313*u^8 - 29954*u^7 - 40837*u^6 - 8151*u^5 - 3027*u^4 - 1032*u^3 - 216*u^2 + 6)*v^48 + u^11*(36*u^28 + 800*u^27 + 9268*u^26 + 37600*u^25 + 77610*u^24 + 104656*u^23 + 28627*u^22 - 345434*u^21 - 1096959*u^20 - 1615890*u^19 - 306781*u^18 + 2479390*u^17 + 3804655*u^16 + 2537914*u^15 - 1342540*u^14 - 4960587*u^13 - 2720844*u^12 + 2599831*u^11 + 1145449*u^10 - 229995*u^9 + 245650*u^8 - 70580*u^7 - 68716*u^6 - 14869*u^5 - 8650*u^4 - 5060*u^3 - 864*u^2 - 71*u + 23)*v^47 + u^10*(84*u^30 + 808*u^29 + 7568*u^28 + 36757*u^27 + 116612*u^26 + 317272*u^25 + 461216*u^24 - 182311*u^23 - 1784991*u^22 - 3835519*u^21 - 4739069*u^20 - 69767*u^19 + 8095666*u^18 + 9819549*u^17 + 3535435*u^16 - 4403707*u^15 - 10484240*u^14 - 3954980*u^13 + 6063929*u^12 + 624876*u^11 - 303028*u^10 + 660073*u^9 - 148654*u^8 - 62879*u^7 - 27179*u^6 - 20760*u^5 - 16588*u^4 - 2499*u^3 - 326*u^2 + 69*u + 6)*v^46 + u^8*(126*u^33 + 1112*u^32 + 6783*u^31 + 29924*u^30 + 103533*u^29 + 407732*u^28 + 1086652*u^27 + 1124554*u^26 - 1067668*u^25 - 5254312*u^24 - 10002337*u^23 - 10037369*u^22 + 3113468*u^21 + 20236709*u^20 + 18697470*u^19 + 1587555*u^18 - 9703176*u^17 - 18328150*u^16 - 2974418*u^15 + 10677222*u^14 - 2042960*u^13 + 205974*u^12 + 1208057*u^11 - 163762*u^10 + 26931*u^9 - 51043*u^8 - 51374*u^7 - 40330*u^6 - 5391*u^5 - 751*u^4 + 134*u^3 + 57*u^2 - 3*u + 1)*v^45 + u^7*(126*u^35 + 1361*u^34 + 7346*u^33 + 28325*u^32 + 83701*u^31 + 336968*u^30 + 1229430*u^29 + 2612330*u^28 + 2379815*u^27 - 2773886*u^26 - 12783912*u^25 - 21018338*u^24 - 15604887*u^23 + 11382025*u^22 + 40537761*u^21 + 26612207*u^20 - 5890776*u^19 - 14743672*u^18 - 26353206*u^17 + 2317944*u^16 + 13759718*u^15 - 7846638*u^14 + 1962596*u^13 + 1580811*u^12 + 276025*u^11 + 214939*u^10 - 93783*u^9 - 120391*u^8 - 83543*u^7 - 11745*u^6 - 46*u^5 - 59*u^4 + 323*u^3 - 32*u^2 + 8*u + 1)*v^44 + u^7*(84*u^36 + 1178*u^35 + 7019*u^34 + 28836*u^33 + 84278*u^32 + 282480*u^31 + 993056*u^30 + 2681143*u^29 + 5467948*u^28 + 5401817*u^27 - 6571344*u^26 - 26605787*u^25 - 35213404*u^24 - 19764758*u^23 + 24884116*u^22 +67010767*u^21 + 24697811*u^20 - 17094208*u^19 - 12386523*u^18 - 31652841*u^17 + 12259476*u^16 + 10602483*u^15 - 16714820*u^14 + 5091922*u^13 + 1787657*u^12 + 1757968*u^11 + 430661*u^10 - 170565*u^9 - 268487*u^8 -148864*u^7 - 31789*u^6 + 6527*u^5 - 1359*u^4 + 1231*u^3 - 130*u^2 + 33*u + 10)*v^43 + u^7*(36*u^37 + 694*u^36 + 4720*u^35 + 23087*u^34 + 80029*u^33 + 267065*u^32 + 864465*u^31 + 2100822*u^30 + 5114919*u^29 + 11292866*u^28 + 10241917*u^27 - 13746964*u^26 - 45946637*u^25 - 49596982*u^24 - 23618149*u^23 + 41442577*u^22 + 88835767*u^21 + 3975932*u^20 - 18776991*u^19 + 5890204*u^18 - 33506223*u^17 + 24635039*u^16 - 5321370*u^15 - 26338195*u^14 + 8637992*u^13 + 3220339*u^12 + 4534307*u^11 + 517364*u^10 - 352727*u^9- 549889*u^8 - 235634*u^7 - 73551*u^6 + 30022*u^5 - 6498*u^4 + 3600*u^3 - 374*u^2 + 88*u + 51)*v^42 + u^6*(9*u^39 + 301*u^38 + 2113*u^37 + 12099*u^36 + 54824*u^35 + 208279*u^34 + 728386*u^33 + 1807061*u^32 + 3886690*u^31 + 9912623*u^30 + 20188538*u^29 + 17237084*u^28 - 22442484*u^27 - 69800191*u^26 - 61228607*u^25 - 29514768*u^24 + 50370103*u^23 + 89772741*u^22 - 31378913*u^21 + 13320988*u^20 + 40618868*u^19 - 35129146*u^18 + 33679707*u^17 - 40250852*u^16 - 31571064*u^15 + 11735211*u^14 + 8716384*u^13 + 7607030*u^12 + 582409*u^11 - 1020192*u^10 - 856749*u^9 - 385862*u^8 - 116230*u^7 + 87043*u^6 - 21667*u^5 + 8039*u^4 - 721*u^3 + 77*u^2 + 193*u - 1)*v^41 + u^6*(u^40 + 127*u^39 + 764*u^38 + 3615*u^37 + 23003*u^36 + 114921*u^35 + 462053*u^34 + 1250849*u^33 + 3055768*u^32 + 7383316*u^31 + 16807834*u^30 + 31904766*u^29 + 31127234*u^28 - 35759631*u^27 - 95134416*u^26 - 63849854*u^25 - 48396893*u^24 + 36871212*u^23 + 64133485*u^22 - 55375504*u^21 + 99230296*u^20 + 72703904*u^19 - 39204795*u^18 + 26077974*u^17 - 92584331*u^16 - 24916659*u^15 + 14305078*u^14 + 20995537*u^13 + 8093949*u^12 + 1292496*u^11 - 2866978*u^10 - 817363*u^9 - 703093*u^8 - 97648*u^7 + 178001*u^6 - 52877*u^5 + 13735*u^4 - 203*u^3 - 458*u^2 + 601*u - 7)*v^40 + u^5*(59*u^41 + 314*u^40 + 291*u^39 + 3187*u^38 + 32783*u^37 + 212919*u^36 + 569522*u^35 + 1472100*u^34 + 4926255*u^33 + 12048048*u^32 + 24772669*u^31 + 51576743*u^30 + 47637408*u^29 - 59571537*u^28 - 106555582*u^27 -58653177*u^26 - 95145473*u^25 + 3657990*u^24 + 27665994*u^23 - 30031055*u^22 + 227344181*u^21 + 66184476*u^20 - 43637866*u^19 - 16009063*u^18 - 144291571*u^17 + 427784*u^16 + 15719743*u^15 + 39772288*u^14 + 2675510*u^13 + 3412964*u^12 - 6352750*u^11 + 35976*u^10 - 1349679*u^9 + 77055*u^8 + 275135*u^7 - 106707*u^6 + 22612*u^5 + 2891*u^4 - 2352*u^3 + 1565*u^2 - 23*u - 8)*v^39 + u^5*(20*u^42 + 56*u^41 - 917*u^40 - 3835*u^39 - 11387*u^38 + 28665*u^37 + 163186*u^36 + 255776*u^35 + 1548226*u^34 + 6044407*u^33 + 17160351*u^32 + 37588029*u^31 + 76402881*u^30 + 52413472*u^29 - 80203523*u^28 - 90057084*u^27 - 52514061*u^26 - 161972732*u^25 - 25806958*u^24 + 16313790*u^23 + 59856030*u^22 + 336822304*u^21 + 1080449*u^20 - 49498583*u^19 - 95376722*u^18 - 160901098*u^17 + 39775853*u^16 + 16283380*u^15 + 59492959*u^14 - 9639477*u^13 + 7657259*u^12 - 11497763*u^11 + 2042662*u^10 - 2467021*u^9 + 468361*u^8 + 364239*u^7 - 193386*u^6 + 43911*u^5 + 8322*u^4 - 6413*u^3 + 3340*u^2 + u - 60)*v^38 + u^3*(3*u^45 - 52*u^44 - 1341*u^43 - 6113*u^42 - 22588*u^41 - 67656*u^40 - 125065*u^39 - 312185*u^38 + 131692*u^37 + 9632*u^36 + 5746070*u^35 + 25545490*u^34 + 52736158*u^33 + 93404168*u^32 + 52044878*u^31 - 81308507*u^30 - 32230957*u^29 - 39109360*u^28 - 232645159*u^27 - 4770941*u^26 + 46045276*u^25 + 173150660*u^24 + 357497356*u^23 - 109441300*u^22 - 55663148*u^21 - 186603135*u^20 - 110521346*u^19 + 70897859*u^18 +18244848*u^17 + 72414153*u^16 - 26554653*u^15 + 14470606*u^14 - 17785272*u^13 + 4989219*u^12 - 3912445*u^11 + 1030311*u^10 + 458155*u^9 - 314993*u^8 + 88348*u^7 + 11004*u^6 - 12961*u^5 + 5922*u^4 + 234*u^3 - 214*u^2 + 3*u - 1)*v^37 - u^2*(21*u^46 + 777*u^45 + 4759*u^44 + 20064*u^43 + 80398*u^42 + 226948*u^41 + 833429*u^40 + 725580*u^39 + 633138*u^38 + 4404541*u^37 - 7941506*u^36 - 30940407*u^35 - 64345355*u^34 - 109371643*u^33 - 49317299*u^32 + 43865318*u^31 - 91151159*u^30 + 54132126*u^29 + 273856697*u^28 - 104620994*u^27 - 53228470*u^26 - 253542669*u^25 - 263656498*u^24 + 229952785*u^23 + 43997795*u^22 + 245950311*u^21 - 268898*u^20 - 70098003*u^19 - 24060310*u^18 - 72341037*u^17 + 42357219*u^16 - 22515355*u^15 + 24199982*u^14 - 8284374*u^13 + 5368489*u^12 - 1666138*u^11 - 565040*u^10 + 472702*u^9 - 164590*u^8 - 1880*u^7 + 21215*u^6 - 9285*u^5 - 826*u^4 + 485*u^3 - 9*u^2 + 3*u + 1)*v^36 + u^2*(6*u^47 - 180*u^46 - 1407*u^45 - 8833*u^44 - 59605*u^43 - 157847*u^42 - 749019*u^41 - 1913133*u^40 - 931701*u^39 - 4972674*u^38 - 5456152*u^37 + 4919643*u^36 + 27290468*u^35 + 91522424*u^34 + 107709360*u^33 + 37609431*u^32 + 86000423*u^31 + 196980075*u^30 - 158478459*u^29 - 195736892*u^28 + 205840895*u^27 - 27632436*u^26 + 299711599*u^25 + 54718229*u^24 - 280042999*u^23 - 9088992*u^22 - 237187704*u^21 + 118949638*u^20+ 30979596*u^19 + 37729259*u^18 + 54905825*u^17 - 49673135*u^16 + 28786314*u^15 - 29811986*u^14 + 11661015*u^13 - 6652311*u^12 + 2258635*u^11 + 672560*u^10 - 648729*u^9 + 265261*u^8 - 21772*u^7 - 29785*u^6 + 13537*u^5 + 1793*u^4 - 820*u^3 - 11*u^2 - 3*u - 5)*v^35 + u^2*(3*u^48 - 65*u^47 - 192*u^46 + 785*u^45 - 21570*u^44 - 84941*u^43 - 277741*u^42 - 1607092*u^41 - 1653689*u^40 - 4511674*u^39 - 7912284*u^38 - 3310947*u^37 - 20069658*u^36 + 49100880*u^35 + 111584691*u^34 + 29301082*u^33 + 92976124*u^32 + 231755714*u^31 + 100168386*u^30 - 251265517*u^29 - 19836902*u^28 + 135979509*u^27 - 118149407*u^26 + 307056621*u^25 - 218498161*u^24 - 172264270*u^23 + 20955438*u^22 - 166405206*u^21 + 189803598*u^20 - 28370495*u^19 + 55867158*u^18 + 25261138*u^17 - 46000504*u^16 + 30785270*u^15 - 32948287*u^14 + 14471335*u^13 - 7471920*u^12 + 2653189*u^11 + 728091*u^10 - 761920*u^9 + 355111*u^8 - 51128*u^7 - 38924*u^6 + 18605*u^5 + 2919*u^4 - 1070*u^3 - 120*u^2 - 2*u - 12)*v^34 - u^2*(54*u^48 + 351*u^47 - 1021*u^46 - 3924*u^45 + 24806*u^44 - 18937*u^43 + 720770*u^42 + 641688*u^41 + 1804899*u^40 + 12396869*u^39 - 1998054*u^38 + 24469406*u^37 + 37992909*u^36 - 104197005*u^35 - 7705036*u^34 + 53913067*u^33 - 229402465*u^32 - 121378987*u^31 + 118561605*u^30 + 198229819*u^29 - 48849216*u^28 + 38354761*u^27 + 98472039*u^26 - 210039735*u^25 + 380660486*u^24 - 52568414*u^23 - 16517810*u^22 + 73595022*u^21 - 189009101*u^20 + 74918642*u^19 - 64647058*u^18 + 2270546*u^17 + 35038637*u^16 - 27961780*u^15 + 31737977*u^14 - 15697462*u^13 + 7614149*u^12 - 2769509*u^11 - 711716*u^10 + 758413*u^9 - 407773*u^8 + 80326*u^7 + 49285*u^6 - 23498*u^5 - 3927*u^4 + 1006*u^3 + 357*u^2 - 3*u + 22)*v^33 - u*(12*u^50 + 126*u^49 + 262*u^48 - 5524*u^47 + 6404*u^46 - 127911*u^45 + 109934*u^44 + 497846*u^43 - 2770148*u^42 + 10021091*u^41 + 7927016*u^40 - 5621797*u^39 + 77776414*u^38 - 10459787*u^37 - 66142815*u^36 + 206881687*u^35 - 27124260*u^34 - 188763313*u^33 + 221701692*u^32 + 134621751*u^31 + 144227953*u^30 - 12983370*u^29 + 115615248*u^28 + 2115256*u^27 - 26886447*u^26 + 289598213*u^25 - 236159522*u^24 + 33558769*u^23- 16732673*u^22 - 125876693*u^21 + 92227779*u^20 - 63064144*u^19 + 22313219*u^18 + 20366741*u^17 - 22117000*u^16 + 26896095*u^15 - 15074861*u^14 + 7117011*u^13 - 2528370*u^12 - 707914*u^11 + 672062*u^10 - 413392*u^9 + 106606*u^8 + 58189*u^7 - 25544*u^6 - 5447*u^5 + 675*u^4 + 643*u^3 - 11*u^2 + 32*u + 2)*v^32 + u*(u^51 + 43*u^50 + 30*u^49 + 4439*u^48 - 10720*u^47 + 52653*u^46 + 335986*u^45 - 700286*u^44 + 2804140*u^43 - 1148549*u^42 - 15957767*u^41 + 14985634*u^40 - 47057231*u^39 - 81853284*u^38 + 72991254*u^37 - 152392180*u^36 - 252895505*u^35 + 175917335*u^34 - 150963802*u^33 - 316729192*u^32 + 25268251*u^31 - 193867425*u^30 + 110162118*u^29 - 108604297*u^28 + 68118723*u^27 - 86241270*u^26 - 48863302*u^25 + 255874645*u^24 - 88342303*u^23 + 80584929*u^22 + 34933163*u^21 - 80505800*u^20 + 54417263*u^19 - 33246880*u^18 - 5855753*u^17 + 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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];