N:=85; X:=u^17*(u + 1)^8*(u^4 - u^3 + u^2 - u + 1)^2*v^72 + u^16*(u + 1)^8*(2*u^2 - 22*u + 1)*(u^4 - u^3 + u^2 - u + 1)^2*v^71 + u^8*(u + 1)^4*(u^4 - u^3 + u^2 - u + 1)*(5*u^20 + 18*u^19 - 20*u^18 + 118*u^17 + 515*u^16 + 602*u^15 + 201*u^14 + 8*u^13 + 150*u^12 + 553*u^11 + 604*u^10 + 205*u^9 + 18*u^8 + 30*u^7 + 21*u^6 + 28*u^5 + 27*u^4 + 10*u^3 + 3*u^2 + 3*u + 1)*v^70 + u^7*(u + 1)^2*(u^4 - u^3 + u^2 - u + 1)*(11*u^24 - 56*u^23 - 499*u^22 - 794*u^21 - 987*u^20 - 3680*u^19 - 9314*u^18 - 11496*u^17 - 7329*u^16 - 4020*u^15 - 6001*u^14 - 10886*u^13 - 11782*u^12 - 7028*u^11 - 2858*u^10 - 1573*u^9 - 1189*u^8 - 1372*u^7 - 1460*u^6 - 799*u^5 - 238*u^4 - 136*u^3 - 87*u^2 - 17*u + 1)*v^69 + u^7*(u^4 - u^3 + u^2 - u + 1)*(10*u^28 + 87*u^27 + 83*u^26 + 194*u^25 + 4496*u^24 + 16320*u^23 + 28839*u^22 + 39033*u^21 + 67342*u^20 + 123902*u^19 + 163747*u^18 + 154049*u^17 + 134135*u^16 + 141306*u^15 + 164161*u^14 + 166008*u^13 + 132411*u^12 + 88631*u^11 + 53978*u^10 + 33130*u^9 + 32110*u^8 + 36131*u^7 + 25249*u^6 + 9476*u^5 + 3200*u^4 + 2214*u^3 + 967*u^2 + 103*u - 19)*v^68 + u^6*(u^4 - u^3 + u^2 - u + 1)*(21*u^30 - 75*u^29 - 1453*u^28 - 3599*u^27 - 4470*u^26 - 23518*u^25 - 84042*u^24 - 159191*u^23 - 192318*u^22 - 210940*u^21 - 321420*u^20 - 475920*u^19 - 560419*u^18 - 613850*u^17 - 601686*u^16 - 500080*u^15 - 419495*u^14 - 416533*u^13 - 411729*u^12 - 299799*u^11 - 136354*u^10 - 97408*u^9 - 152758*u^8 - 126450*u^7 - 40545*u^6 - 5252*u^5 - 7266*u^4 - 4631*u^3 - 377*u^2 + 188*u + 3)*v^67 - u^6*(u^4 - u^3 + u^2 - u + 1)*(u^37 + 7*u^36 + 21*u^35 + 36*u^34 + 38*u^33 + 5*u^32 - 141*u^31 - 57*u^30 - 216*u^29 - 11422*u^28 - 36251*u^27 - 51960*u^26 - 107860*u^25 - 287422*u^24 - 559833*u^23 - 701924*u^22 - 626604*u^21 - 685040*u^20 - 962715*u^19 - 1278283*u^18 - 1860355*u^17 - 2057264*u^16 - 1261804*u^15 - 455876*u^14 - 682948*u^13 - 1355907*u^12 - 1288486*u^11 - 464153*u^10 - 54874*u^9 - 363076*u^8 - 451872*u^7 - 135171*u^6 + 30472*u^5 - 1068*u^4 - 13263*u^3 - 426*u^2 + 1243*u + 54)*v^66 - u^5*(2*u^43 - 10*u^42 - 101*u^41 - 282*u^40 - 413*u^39 - 368*u^38 + 119*u^37 + 2379*u^36 + 2731*u^35 + 1397*u^34 + 58798*u^33 + 143393*u^32 + 180764*u^31 + 277597*u^30 + 442740*u^29 + 881100*u^28 + 1048788*u^27 + 965321*u^26 + 1157629*u^25 + 1052828*u^24 + 1038491*u^23 + 3163070*u^22 + 3601471*u^21 + 1400573*u^20 - 786952*u^19 + 597280*u^18 + 4343130*u^17 + 4788425*u^16 + 86690*u^15 - 1803752*u^14 + 817310*u^13 + 2743534*u^12 + 1725276*u^11 - 403801*u^10 - 536663*u^9 + 582899*u^8 + 508813*u^7 - 104796*u^6 - 116091*u^5 + 12614*u^4 + 2560*u^3 - 5387*u^2 - 456*u - 3)*v^65 - u^5*(5*u^45 + 33*u^44 + 49*u^43 + 120*u^42 + 828*u^41 + 2368*u^40 + 3528*u^39 + 3402*u^38 - 121*u^37 - 21204*u^36 - 37538*u^35 - 24870*u^34 - 239695*u^33 - 515076*u^32 - 736034*u^31 - 880120*u^30 - 709568*u^29 - 1346225*u^28 - 1668800*u^27 - 2283179*u^26 - 3578782*u^25 - 1386872*u^24 + 4558945*u^23 + 657321*u^22 - 8329499*u^21 - 5593961*u^20 + 5612267*u^19 + 9909273*u^18 - 235404*u^17 - 12525161*u^16 - 1880529*u^15 + 9207697*u^14 + 4883899*u^13 - 3766414*u^12 - 5093062*u^11 + 971777*u^10 + 3436218*u^9 + 150617*u^8 - 1217056*u^7 + 177056*u^6 + 469577*u^5 + 48832*u^4 - 1006*u^3 + 16918*u^2 + 2279*u + 44)*v^64 - u^4*(11*u^47 - 41*u^46 - 531*u^45 - 1230*u^44 - 1794*u^43 - 4841*u^42 - 11582*u^41 - 16246*u^40 - 16124*u^39 - 3552*u^38 + 119670*u^37 + 239230*u^36 + 206728*u^35 + 842492*u^34 + 1273927*u^33 + 1926487*u^32 + 2198933*u^31 + 1557138*u^30 + 1780698*u^29 - 48427*u^28 - 618813*u^27 + 7718068*u^26 + 7880317*u^25 - 18841807*u^24 - 33440071*u^23 + 3347485*u^22 + 20238662*u^21 - 5264622*u^20 - 41444586*u^19 - 42550396*u^18 + 16301447*u^17 + 14828770*u^16 - 20017287*u^15 - 28486520*u^14 - 7786857*u^13 + 9261490*u^12 + 558453*u^11 - 9984664*u^10 - 5417445*u^9 + 1217499*u^8 + 207399*u^7 - 1076320*u^6 - 282497*u^5 - 517*u^4 - 31831*u^3 -6657*u^2 - 259*u - 1)*v^63 - u^4*(10*u^49 + 77*u^48 + 14*u^47 + 166*u^46 + 3982*u^45 + 10837*u^44 + 16083*u^43 + 24461*u^42 + 36552*u^41 + 36822*u^40 + 29316*u^39 + 18702*u^38 - 500985*u^37 - 964185*u^36 - 973516*u^35 - 2591073*u^34 - 2519436*u^33 - 3338587*u^32 - 3009389*u^31 - 4300260*u^30 - 5966683*u^29 + 3350442*u^28 + 26785701*u^27 + 8212337*u^26 - 34894568*u^25 + 7223873*u^24 + 126032238*u^23 + 72365707*u^22 - 30813085*u^21 - 32402657*u^20 + 59511458*u^19 + 184509371*u^18 + 36730356*u^17 - 43950969*u^16 + 5244366*u^15 + 75029671*u^14 + 61377620*u^13 + 247327*u^12 - 8241672*u^11 + 14351470*u^10 + 18926781*u^9 + 4203810*u^8 - 1278981*u^7 + 1127571*u^6 + 699994*u^5 - 14801*u^4 + 5772*u^3 + 6072*u^2 + 514*u + 8)*v^62 - u^4*(24*u^50 - 58*u^49 - 1180*u^48 - 1971*u^47 - 2100*u^46 - 19889*u^45 - 53580*u^44 - 85226*u^43 - 106412*u^42 - 81351*u^41 + 16346*u^40 + 111377*u^39 - 1331*u^38 + 1735205*u^37 + 2744145*u^36 + 2987393*u^35 + 6313040*u^34 + 5684030*u^33 + 4870741*u^32 - 1605966*u^31 + 1893407*u^30 + 19209679*u^29 + 17600598*u^28 - 84625869*u^27 - 133946271*u^26 + 54189927*u^25 + 150700733*u^24 - 197616339*u^23 - 342872035*u^22 - 75371774*u^21 + 106686390*u^20 + 128047799*u^19 - 411945940*u^18 - 270488075*u^17 + 26465409*u^16 + 102865742*u^15 - 86356322*u^14 - 179015064*u^13 - 61619570*u^12 + 16162849*u^11 + 4139092*u^10 - 30827446*u^9 - 22140595*u^8 + 260294*u^7 + 1371911*u^6 - 759017*u^5 + 26730*u^4 + 164276*u^3 + 39860*u^2 + 2586*u + 22)*v^61 + u^3*(u^55 + 6*u^54 + 5*u^53 - 78*u^52 + 143*u^51 + 221*u^50 - 8336*u^49 - 19099*u^48 - 23262*u^47 - 83295*u^46 - 169814*u^45 - 280511*u^44 - 354069*u^43 - 163470*u^42 + 421517*u^41 + 997041*u^40 + 413371*u^39 + 5292261*u^38 + 6047300*u^37 + 6426260*u^36 + 9354512*u^35 + 15697336*u^34 + 11562205*u^33 - 8733831*u^32 - 44507051*u^31 + 7137876*u^30 + 116352190*u^29 - 21193322*u^28 - 500061154*u^27 - 167723004*u^26 + 527233897*u^25 + 198880971*u^24 - 780311326*u^23 - 536888062*u^22 - 56250176*u^21 + 861383697*u^20 - 334151853*u^19 - 743098223*u^18 - 261808217*u^17 + 330376463*u^16 + 125477366*u^15 - 271821747*u^14 - 204200989*u^13 - 9050571*u^12 + 66561409*u^11 + 747746*u^10 - 45222986*u^9 - 10319136*u^8 + 7883638*u^7 + 1285265*u^6 - 157128*u^5 + 480331*u^4 + 212655*u^3 + 23317*u^2 + 597*u + 3)*v^60 + u^3*(2*u^56 - 10*u^55 - 126*u^54 - 256*u^53 + 1045*u^52 + 1055*u^51 - 2180*u^50 + 39303*u^49 + 93214*u^48 + 138492*u^47 + 325866*u^46 + 372946*u^45 + 561241*u^44 + 746821*u^43 + 396817*u^42 - 1655468*u^41 - 3649288*u^40 - 2486603*u^39 - 13997672*u^38 - 12197044*u^37 - 10488930*u^36 + 2240603*u^35 - 31179013*u^34 - 28136238*u^33 - 37618460*u^32 + 176947357*u^31 + 193162194*u^30 - 183934790*u^29 - 684840991*u^28 + 863554019*u^27 + 1158201643*u^26 - 562736735*u^25 - 1778127253*u^24 + 534296641*u^23 + 1344434990*u^22 + 1226928130*u^21 - 2003893065*u^20 - 1063625199*u^19 + 959356714*u^18 + 1100945667*u^17 - 447678636*u^16 - 788621288*u^15 + 8748298*u^14 + 329431545*u^13 + 100425813*u^12 - 150716288*u^11 - 129071161*u^10 + 24132540*u^9 + 31544600*u^8 - 15568654*u^7 - 8566371*u^6 + 605317*u^5 - 403521*u^4 - 505773*u^3 - 85850*u^2 - 3712*u - 42)*v^59 + u^3*(3*u^57 - 31*u^56 - 43*u^55 + 1020*u^54 + 3428*u^53 - 5788*u^52 - 14066*u^51 + 693*u^50 - 159332*u^49 - 280554*u^48 - 493092*u^47 - 1113074*u^46 - 662187*u^45 - 606283*u^44 - 360407*u^43 - 700103*u^42 + 4791610*u^41 + 7618776*u^40 + 8332216*u^39 + 28429156*u^38 + 27878234*u^37 + 12693481*u^36 - 44728304*u^35 - 1496936*u^34 + 7054037*u^33 + 235793555*u^32 - 175635868*u^31 - 807337277*u^30 - 544620198*u^29 + 2422322357*u^28 + 366769602*u^27 - 3093779018*u^26 - 1406087184*u^25 + 3869367078*u^24 + 2633261297*u^23 - 1256069864*u^22 - 3917018661*u^21 + 1601099035*u^20 + 4656951813*u^19 + 668416870*u^18 - 2203277090*u^17 - 136028141*u^16 + 1746910242*u^15 + 1077992749*u^14 - 99570649*u^13 - 185500645*u^12 + 189056895*u^11 + 328704672*u^10 + 115073907*u^9 - 32194440*u^8 + 17018072*u^7 + 23542211*u^6 + 462113*u^5 - 1175847*u^4 + 483558*u^3 + 166949*u^2 + 11518*u + 238)*v^58 + u^2*(u^60 + 9*u^59 - 47*u^58 + 142*u^57 + 1046*u^56 - 4172*u^55 - 23527*u^54 + 19657*u^53 + 63882*u^52 + 40599*u^51 + 625707*u^50 + 568144*u^49 + 1107681*u^48 + 2864239*u^47 + 1200633*u^46 + 476844*u^45 - 3219605*u^44 - 987788*u^43 - 15914201*u^42 - 6259502*u^41 - 16807263*u^40 - 28501595*u^39 - 69655937*u^38 + 13832378*u^37 + 52646430*u^36 + 250172531*u^35 + 191161572*u^34 - 285921528*u^33 - 894323206*u^32 + 1427731878*u^31 + 3450532472*u^30 - 3003796907*u^29 - 6424546688*u^28 + 4075522941*u^27 + 6240946938*u^26 - 1212544862*u^25 - 10569795407*u^24 - 2769167694*u^23 + 5850852038*u^22 + 4312763992*u^21 - 8561121707*u^20 - 6122825346*u^19 + 1854563811*u^18 + 1883854085*u^17 - 1941483689*u^16 - 2966319029*u^15 - 886796427*u^14 + 58331120*u^13 - 169984558*u^12 - 436262255*u^11 - 353427032*u^10 - 51463767*u^9 - 9787734*u^8 - 40881732*u^7 - 8267161*u^6 + 3983994*u^5 + 813932*u^4 - 53931*u^3 - 11902*u^2 - 515*u + 3)*v^57 + u^2*(2*u^61 - 7*u^60 - 170*u^59 + 303*u^58 + 395*u^57 - 6199*u^56 + 10294*u^55 + 106249*u^54 - 75711*u^53 - 147137*u^52 - 177708*u^51 - 2190443*u^50 - 868585*u^49 - 1711537*u^48 - 4536815*u^47 - 1483296*u^46 - 1157051*u^45 + 9047025*u^44 + 8914972*u^43 + 57953096*u^42 - 10944286*u^41 + 10245291*u^40 - 58641119*u^39 + 144683262*u^38 - 213043784*u^37 + 256714838*u^36 - 927402093*u^35 - 457900467*u^34 - 1580529120*u^33 + 4080253962*u^32 + 295332641*u^31 - 7855634418*u^30 - 5296474728*u^29 + 18293724518*u^28 + 824605965*u^27 - 8488968643*u^26 - 15514199112*u^25 + 18411823058*u^24 + 13284573841*u^23 - 65804985*u^22 - 17264425024*u^21 + 5512050833*u^20 + 14502529908*u^19 + 2753318102*u^18 - 4071126740*u^17 - 366197074*u^16 + 4284208794*u^15 + 2511122282*u^14 + 339049139*u^13 + 150206563*u^12 + 277776920*u^11 + 460038184*u^10 +231574668*u^9 + 8261408*u^8 + 37580154*u^7 + 25362145*u^6 - 3083940*u^5 - 3633173*u^4 - 699565*u^3 - 55449*u^2 - 1399*u - 48)*v^56 - u^2*(u^63 + 3*u^62 + 33*u^61 + 36*u^60 - 1671*u^59 + 648*u^58 + 7874*u^57 - 19666*u^56 + 29659*u^55 + 375383*u^54 - 433188*u^53 - 153297*u^52 - 386490*u^51 - 5947385*u^50 - 946248*u^49 - 3113702*u^48 - 1930265*u^47 +3335452*u^46 + 7957887*u^45 - 3309827*u^44 + 11821583*u^43 + 161622845*u^42 - 9175506*u^41 - 80882489*u^40 - 312572504*u^39 + 135230069*u^38 - 895331010*u^37 + 1107443900*u^36 - 1897721934*u^35 + 537333546*u^34 -8329851890*u^33 + 6344231595*u^32 + 8745593281*u^31 - 6132149063*u^30 - 30779880042*u^29 + 24440180081*u^28 + 16017063581*u^27 + 5931108372*u^26 - 46311232669*u^25 + 7892534138*u^24 + 26367339572*u^23 + 20216552059*u^22 - 27962826361*u^21 - 13823424291*u^20 + 17719068726*u^19 + 12614163597*u^18 - 4311133893*u^17 - 6062758311*u^16 + 2324183209*u^15 + 3603253304*u^14 + 587178656*u^13 - 79360956*u^12 - 166376360*u^11 + 111109777*u^10 + 343835323*u^9 + 31297942*u^8 - 22623165*u^7 + 33285126*u^6 + 8760081*u^5 - 5031085*u^4 - 2268599*u^3 - 306627*u^2 - 14349*u - 352)*v^55 - u*(2*u^65 - 8*u^64 - 43*u^63 - 319*u^62 - 1190*u^61 + 10375*u^60 + 2556*u^59 - 52002*u^58 + 59119*u^57 - 163096*u^56 - 1166372*u^55 + 2168399*u^54 - 13046*u^53 + 1046137*u^52 + 11167605*u^51 - 2377599*u^50 + 8674697*u^49 - 5047630*u^48 - 16234747*u^47 - 99908981*u^46 + 77708684*u^45 + 53707074*u^44 - 219708853*u^43 - 257532063*u^42 + 511862899*u^41 + 423309341*u^40 + 613755177*u^39 + 1806683978*u^38 - 1059170167*u^37+ 2093227168*u^36 - 5108710326*u^35 + 17070833984*u^34 + 6945883595*u^33 - 26507003482*u^32 - 13896047679*u^31 + 59870740155*u^30 + 6979747072*u^29 - 37070826041*u^28 - 45364944672*u^27 + 59517291066*u^26 + 44689783900*u^25 - 26703437628*u^24 - 48764192104*u^23 + 15239584478*u^22 + 47609889244*u^21 - 1564840646*u^20 - 22729144690*u^19 - 141477887*u^18 + 13236863701*u^17 + 5107134222*u^16 - 2200707496*u^15 - 166593927*u^14 + 1179698173*u^13 + 960229204*u^12 + 755617977*u^11 - 82261006*u^10 - 49342594*u^9 + 153497037*u^8 + 17370881*u^7 - 26142119*u^6 - 963773*u^5 + 3451574*u^4 + 774983*u^3 + 53035*u^2 + 1529*u - 1)*v^54 - u*(3*u^66 - 26*u^65 - 32*u^64 + 26*u^63 + 1428*u^62 + 11525*u^61 - 45256*u^60 - 19025*u^59 + 270018*u^58 - 324221*u^57 + 813210*u^56 + 3135817*u^55 - 7785880*u^54 + 500209*u^53 - 5811699*u^52 - 12867718*u^51 + 23111211*u^50 - 6657223*u^49 - 7541150*u^48 - 25435447*u^47 + 462058707*u^46 - 186280852*u^45 - 231079274*u^44 - 429621103*u^43 + 1524994189*u^42 - 2123828552*u^41 + 1270511341*u^40 - 4295839862*u^39 + 395688694*u^38 - 5264806317*u^37 + 486355558*u^36 + 10227358055*u^35 - 3686524502*u^34 - 61635181632*u^33 + 47413422088*u^32 + 47139436786*u^31 - 32019183984*u^30 - 108694458557*u^29 + 44484410153*u^28 + 85278329183*u^27 + 5044616064*u^26 - 133358946241*u^25 - 7308386899*u^24 + 59837294523*u^23 + 34966950937*u^22 - 69622792263*u^21 - 41395941577*u^20 + 21391275979*u^19 + 9967847359*u^18 - 16697372619*u^17 - 16724581408*u^16 - 3213692489*u^15 - 594046540*u^14 - 3249944794*u^13 - 2527191678*u^12 - 1810362046*u^11 - 670394797*u^10 - 54132625*u^9 - 309434258*u^8 - 169905457*u^7 + 15769862*u^6 + 15619941*u^5 - 1394811*u^4 - 1095413*u^3 - 112393*u^2 - 4111*u + 17)*v^53 - u*(u^68 + 9*u^67 - 49*u^66 + 27*u^65 + 154*u^64 + 1689*u^63 + 520*u^62 - 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1039*u^5 - 113*u^4 + 63*u^3 - 4*u^2 + 2*u - 1)*v^16 - u^14*(u^4 - u^3 + u^2 - u + 1)*(21*u^70 - 3288*u^69 + 49740*u^68 - 179947*u^67 + 517043*u^66 - 2039786*u^65 + 27785052*u^64 - 213429855*u^63 + 843762183*u^62 - 2260499823*u^61 + 3618916496*u^60 - 4886805275*u^59 + 5511716737*u^58 - 7460748254*u^57 + 10749544026*u^56 - 19381104407*u^55 + 31548778351*u^54 - 45089336798*u^53 + 50407875122*u^52 - 49788808940*u^51 + 40833115696*u^50 - 21943557111*u^49 + 15119818749*u^48 - 24468886721*u^47 + 66528690178*u^46 - 93813143120*u^45 + 129921964555*u^44 - 131181192322*u^43 + 140806016636*u^42 - 74922959925*u^41 + 43070392806*u^40 + 21187451546*u^39 - 6694040509*u^38 + 49204198862*u^37 - 19396839371*u^36 + 32238685309*u^35 + 29954840390*u^34 - 13785475962*u^33 + 44836084362*u^32 - 19799399180*u^31 + 40776923293*u^30 - 9495831447*u^29 + 9367900898*u^28 + 11137706627*u^27 + 3747639085*u^26 + 2679921154*u^25 + 1534094135*u^24 + 5828220594*u^23 - 542153014*u^22 + 650641177*u^21 + 1278977178*u^20 + 284039832*u^19 + 125945476*u^18 + 73142448*u^17 + 113660058*u^16 + 14932300*u^15 + 2140523*u^14 + 7988726*u^13 + 3196668*u^12 + 1982902*u^11 + 99286*u^10 + 408020*u^9 + 375312*u^8 + 14562*u^7 + 1512*u^6 + 20753*u^5 - 1404*u^4 - 55*u^3 + 70*u^2 - 5*u + 2)*v^15 + u^16*(u^4 - u^3 + u^2 - u + 1)*(u^68 - 493*u^67 + 11992*u^66 - 42185*u^65 + 122103*u^64 - 458072*u^63 + 8395119*u^62 - 78625414*u^61 + 317387577*u^60 - 899118683*u^59 + 1323486122*u^58 - 1689282252*u^57 + 1699349235*u^56 - 2570250622*u^55 + 4152019829*u^54 - 8275524393*u^53 + 13962272547*u^52 - 19634567012*u^51 + 20955905416*u^50 - 17860459836*u^49 + 12151788891*u^48 - 1627520738*u^47 + 1005696194*u^46 - 6799572153*u^45 + 32328377690*u^44 - 45776898756*u^43 + 64356977339*u^42 - 57548857697*u^41 + 58019308116*u^40 - 16758304831*u^39 + 1654181428*u^38 + 31578711924*u^37 - 17040136013*u^36 + 36211567470*u^35 - 11904271180*u^34 + 18070968659*u^33 + 15405571386*u^32 - 4251489439*u^31 + 21636285540*u^30 - 7758062300*u^29 + 18739553914*u^28 - 3424543299*u^27 + 4022998108*u^26 + 4665618127*u^25 + 1558812791*u^24 + 968285578*u^23 + 438526933*u^22 + 2002276369*u^21 - 158189628*u^20 + 192391596*u^19 + 369092274*u^18 + 89992381*u^17 + 51484227*u^16 + 14841390*u^15 + 29747032*u^14 + 6850463*u^13 + 564477*u^12 + 1178630*u^11 + 692947*u^10 + 469830*u^9 - 70047*u^8 + 39569*u^7 + 76416*u^6 + 3968*u^5 - 1639*u^4 + 3629*u^3 - 109*u^2 - 3*u + 2)*v^14 + u^18*(u^4 - u^3 + u^2 - u + 1)*(46*u^65 - 2224*u^64 + 7541*u^63 - 22070*u^62 + 78221*u^61 - 2066930*u^60 + 24897634*u^59 - 101232241*u^58 + 308695760*u^57 - 391723968*u^56 + 438357560*u^55 - 317546428*u^54 + 629629170*u^53 - 1314272603*u^52 + 2941767481*u^51 - 5180038315*u^50 + 6847220053*u^49 - 6608204525*u^48 + 3501273185*u^47 - 273982718*u^46 - 5119773876*u^45 + 3934424677*u^44 - 930103459*u^43 - 12529070905*u^42 + 17835747005*u^41 - 25828707131*u^40 + 18342292522*u^39 - 16341562326*u^38 - 6326112407*u^37 + 11808198542*u^36 - 27069031478*u^35 + 15753072382*u^34 - 22974206262*u^33 + 6965814967*u^32 - 9888343049*u^31 - 7077543447*u^30 + 609497389*u^29 - 9581265725*u^28 + 2595558221*u^27 - 8010417676*u^26 + 1088753842*u^25 - 1653545369*u^24 - 1795100261*u^23 - 603338744*u^22 - 330187111*u^21 - 108628780*u^20 - 611561484*u^19 + 47609115*u^18 - 53365368*u^17 - 88336801*u^16 - 22537941*u^15 - 17789932*u^14 - 1465044*u^13 - 6450852*u^12 - 2306412*u^11 - 199482*u^10 - 65243*u^9 - 129951*u^8 - 99860*u^7 + 25134*u^6 + 466*u^5 - 11560*u^4 - 763*u^3 + 413*u^2 - 422*u + 4)*v^13 - u^19*(u^4 - u^3 + u^2 - u + 1)*(2*u^64 - 296*u^63 + 963*u^62 - 2851*u^61 + 9529*u^60 - 403344*u^59 + 6673896*u^58 - 26925120*u^57 + 90425097*u^56 - 86892781*u^55 + 63110589*u^54 + 25617321*u^53 + 57476203*u^52 - 324910306*u^51 + 820371838*u^50- 1519109115*u^49 + 1675228532*u^48 - 1129614917*u^47 - 978778666*u^46 + 2586137679*u^45 - 5051755685*u^44 + 3931917215*u^43 - 2619330946*u^42 - 3465134038*u^41 + 4911431074*u^40 - 7609603819*u^39 + 2245947611*u^38 - 400899751*u^37 - 10488905693*u^36 + 11676695268*u^35 - 17684950789*u^34 + 10462459898*u^33 - 12454683160*u^32 + 3604397598*u^31 - 4829730596*u^30 - 3001589130*u^29 - 185500312*u^28 - 3904661575*u^27 + 797456972*u^26 - 3175111316*u^25 + 327977417*u^24 - 642193318*u^23 - 629745831*u^22 - 209824044*u^21 - 115525194*u^20 - 21072846*u^19 - 167808306*u^18 + 14095612*u^17 - 14719735*u^16 - 16897606*u^15 - 4200932*u^14 - 5334098*u^13 + 339308*u^12 - 1110585*u^11 - 592023*u^10 - 61891*u^9 + 20930*u^8 - 20046*u^7 - 17281*u^6 + 4854*u^5 + 753*u^4 - 1246*u^3 - 84*u^2 + 45*u - 30)*v^12 - u^19*(u^4 - u^3 + u^2 - u + 1)*(25*u^63 - 78*u^62 + 233*u^61 - 736*u^60 + 59962*u^59 - 1482408*u^58 + 5845693*u^57 - 22246335*u^56 + 11026624*u^55 + 9664547*u^54 - 50971110*u^53 + 38425182*u^52 + 55234398*u^51 - 149551488*u^50 + 294294067*u^49- 113987362*u^48 - 291533811*u^47 + 1403565417*u^46 - 2108589660*u^45 + 3093540227*u^44 - 2458890660*u^43 + 1988121308*u^42 + 331153934*u^41 - 409862157*u^40 + 985572729*u^39 + 2042351825*u^38 - 3164260494*u^37 +7709955919*u^36 - 7579541394*u^35 + 9491970805*u^34 - 5637004601*u^33 + 5806798846*u^32 - 1641809695*u^31 + 2024730058*u^30 + 1177282540*u^29 + 146831408*u^28 + 1452922196*u^27 - 255733673*u^26 + 1149543402*u^25 - 104423132*u^24 + 228305958*u^23 + 198395594*u^22 + 62570119*u^21 + 41631314*u^20 + 1801597*u^19 + 41286488*u^18 - 3640220*u^17 + 3951505*u^16 + 2420743*u^15 + 476902*u^14 + 1353100*u^13 - 204287*u^12 + 142116*u^11 + 116406*u^10 + 13678*u^9 - 7102*u^8 + 2530*u^7 + 2195*u^6 - 617*u^5 - 101*u^4 + 87*u^3 + 4*u^2 - 2*u + 1)*v^11 + u^22*(u^4 - u^3 + u^2 - u + 1)*(u^60 - 3*u^59 + 9*u^58 - 27*u^57 + 6377*u^56 - 264863*u^55 + 1006868*u^54 - 4499966*u^53 - 1006437*u^52 + 10109654*u^51 - 24599138*u^50 + 25951103*u^49 + 2974352*u^48 + 1229465*u^47 - 844365*u^46 + 145764479*u^45 - 358024071*u^44 + 834513076*u^43 - 1105766494*u^42 + 1445105822*u^41 - 1174463012*u^40 + 1045376669*u^39 - 318983737*u^38 + 512756923*u^37 - 550813405*u^36 + 1968773203*u^35 - 2516381907*u^34 + 4153562479*u^33 - 3878459300*u^32 + 4308832474*u^31 - 2569383908*u^30 + 2345881217*u^29 - 665694276*u^28 + 719055072*u^27 + 420073206*u^26 + 41653236*u^25 + 485170496*u^24 - 89890184*u^23 + 371330916*u^22 - 35458394*u^21 + 72109556*u^20 + 54804920*u^19 + 15417121*u^18 + 14161294*u^17 - 741510*u^16 + 8918991*u^15 - 715220*u^14 + 944255*u^13 + 216797*u^12 - 2749*u^11 + 276051*u^10 - 53098*u^9 + 11870*u^8 + 17205*u^7 +1999*u^6 - 1118*u^5 + 267*u^4 + 179*u^3 - 50*u^2 - 5*u + 3)*v^10 - u^24*(u^4 - u^3 + u^2 - u + 1)^2*(432*u^50 - 36039*u^49 + 95626*u^48 - 594714*u^47 - 1739817*u^46 + 2828172*u^45 - 3967960*u^44 + 1497649*u^43 + 8277417*u^42 + 14097676*u^41 - 18714570*u^40 + 70909819*u^39 - 88451352*u^38 + 160261884*u^37 - 104712845*u^36 + 118537906*u^35 + 21056936*u^34 + 67195241*u^33 + 17678523*u^32 + 247410234*u^31 - 228688269*u^30 + 539453148*u^29 - 292477003*u^28 + 487670537*u^27 - 92077831*u^26 + 259951796*u^25 + 127837525*u^24 + 113055081*u^23 + 95435618*u^22 + 66357875*u^21 + 89076428*u^20 + 7289507*u^19 + 31207712*u^18 + 15814940*u^17 + 7027497*u^16 + 3724719*u^15 + 1172864*u^14 + 1509269*u^13 + 105038*u^12 + 181939*u^11 - 14601*u^10 + 29726*u^9 + 33960*u^8 - 8402*u^7 + 2230*u^6 + 1995*u^5 + 76*u^4 - 77*u^3 + 29*u^2 + 5*u - 2)*v^9 + u^26*(u^4 - u^3 + u^2 - u + 1)^2*(14*u^48 - 3607*u^47 + 8762*u^46 - 77471*u^45 - 401092*u^44 + 659795*u^43 - 874433*u^42 + 561393*u^41 + 1777750*u^40 + 6325803*u^39 - 9028882*u^38 + 23631583*u^37 - 29184414*u^36 + 47562713*u^35 - 32211852*u^34 +33845100*u^33 + 1714874*u^32 + 30839269*u^31 - 17593039*u^30 + 96623217*u^29 - 97108775*u^28 + 185951282*u^27 - 109627932*u^26 + 150429320*u^25 - 37292677*u^24 + 70807644*u^23 + 31708641*u^22 + 25615653*u^21 + 23670468*u^20 + 14311689*u^19 + 20761647*u^18 + 1494558*u^17 + 6939518*u^16 + 2920688*u^15 + 1444464*u^14 + 860927*u^13 + 118054*u^12 + 235853*u^11 + 26744*u^10 + 23581*u^9 - 6203*u^8 + 2143*u^7 + 3686*u^6 - 981*u^5 + 102*u^4 + 130*u^3 + 3*u^2 - 3*u + 1)*v^8 + u^29*(u^4 - u^3 + u^2 - u + 1)^2*(230*u^44 - 508*u^43 + 7220*u^42 + 68803*u^41 - 116053*u^40 + 150523*u^39 - 128920*u^38 - 309044*u^37 - 1904293*u^36 + 2865215*u^35 - 6171289*u^34 + 7711566*u^33 - 11571228*u^32 + 8110991*u^31 - 8009597*u^30 + 502324*u^29 - 10404232*u^28 + 10022121*u^27 - 29869529*u^26 + 32136523*u^25 - 53458735*u^24 + 33663312*u^23 - 39563997*u^22 + 12553681*u^21 - 16493276*u^20 - 6548480*u^19 - 4726661*u^18 - 4941966*u^17 - 2545443*u^16 - 3994918*u^15 - 269697*u^14 - 1286170*u^13 - 424005*u^12 - 239972*u^11 - 156032*u^10 - 5032*u^9 - 28773*u^8 - 4595*u^7 - 2244*u^6 + 853*u^5 - 84*u^4 - 251*u^3 + 66*u^2 - 2*u - 4)*v^7 - u^31*(u^4 - u^3 + u^2 - u + 1)^2*(7*u^42 - 14*u^41 + 427*u^40 + 8613*u^39 - 15021*u^38 + 19600*u^37 - 20153*u^36 - 41373*u^35 - 424675*u^34 + 669810*u^33 - 1272217*u^32 + 1618655*u^31 - 2277930*u^30 + 1646420*u^29 - 1542311*u^28 + 255073*u^27 - 2719354*u^26 + 3259872*u^25 - 7410058*u^24 + 8446566*u^23 - 12703791*u^22 + 8434084*u^21 - 8775305*u^20 + 3411210*u^19 - 3277301*u^18 - 1107882*u^17 - 709640*u^16 - 856740*u^15 - 378380*u^14 - 615981*u^13 - 44073*u^12 - 194035*u^11 - 45925*u^10 - 30893*u^9 - 21085*u^8 + 484*u^7 - 2546*u^6 - 515*u^5 - 137*u^4 + 62*u^3 - u^2 - 8*u + 2)*v^6 + u^34*(u^4 - u^3 + u^2 - u + 1)^2*(12*u^37 + 746*u^36 - 1354*u^35 + 1818*u^34 - 2112*u^33 - 3972*u^32 - 71123*u^31 + 117370*u^30 - 204322*u^29 + 264396*u^28 - 354550*u^27 + 263107*u^26 - 235161*u^25 + 61442*u^24 - 554495*u^23 + 756311*u^22 - 1468300*u^21 + 1755652*u^20 - 2454873*u^19 + 1701192*u^18 - 1611214*u^17 + 733558*u^16 - 550833*u^15 - 149172*u^14 - 86791*u^13 - 119948*u^12 - 48160*u^11 - 72986*u^10 - 6047*u^9 - 22916*u^8 - 3431*u^7 - 2883*u^6- 1979*u^5 + 85*u^4 - 145*u^3 - 34*u^2 - 4*u + 2)*v^5 - u^36*(u^4 - u^3 + u^2 - u + 1)^2*(40*u^34 - 76*u^33 + 107*u^32 - 135*u^31 - 242*u^30 - 8754*u^29 + 15116*u^28 - 24751*u^27 + 32437*u^26 - 42031*u^25 + 31903*u^24 - 27276*u^23 + 9685*u^22 - 86921*u^21 + 130016*u^20 - 228076*u^19 + 283169*u^18 - 376085*u^17 + 270044*u^16 - 238054*u^15 + 122122*u^14 - 76739*u^13 - 15252*u^12 - 8601*u^11 - 12927*u^10 - 5313*u^9 - 6230*u^8 - 605*u^7 - 1982*u^6 - 154*u^5 - 173*u^4 - 114*u^3 + 4*u^2 - 4*u - 1)*v^4 + u^39*(u^4 - u^3 + u^2 - u + 1)^2*(u^31 - 2*u^30 + 3*u^29 - 4*u^28 - 7*u^27 - 750*u^26 + 1357*u^25 - 2130*u^24 + 2814*u^23 - 3567*u^22 + 2761*u^21 - 2259*u^20 + 1020*u^19 - 10129*u^18 + 16348*u^17 - 26814*u^16 + 34231*u^15 - 43939*u^14 + 32528*u^13 - 27135*u^12 + 15226*u^11 - 8519*u^10 - 1099*u^9 - 666*u^8 - 991*u^7 - 483*u^6 - 341*u^5 - 37*u^4 - 111*u^3 - 3*u^2 - 5*u - 3)*v^3 + u^42*(u^4 - u^3 + u^2 - u + 1)^3*(40*u^19 - 36*u^18 + 40*u^17 - 38*u^16 + 39*u^15 + u^14 + 3*u^13 + 13*u^12 + 798*u^11 - 643*u^10 + 813*u^9 - 680*u^8 + 742*u^7 + 81*u^6 + 80*u^5 + 78*u^4 + 40*u^3 + 10*u^2 + 4*u + 3)*v^2 - u^45*(u^4 - u^3 + u^2 - u + 1)^4*(u^12 + 41*u^4 + 4*u^3 + 4*u^2 + 3*u + 1)*v + u^49*(u^4 - u^3 + u^2 - u + 1)^4; x:=1/v; G:=-1/u; 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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];