N:=96; X :=u^14*(u - 1)^2*(u^4 + 1)*(u^4 - 2*u^3 + 2*u^2 + 2*u + 1)*(u^4 + 2*u^3 + 2*u^2 - 2*u + 1)*v^56 - u^13*(u - 1)^2*(u^4 + 1)*(u^4 - 2*u^3 + 2*u^2 + 2*u + 1)*(u^4 + 2*u^3 + 2*u^2 - 2*u + 1)*(4*u^4 + 9*u^2 + 28*u + 5)*v^55 + u^12*(u - 1)^2*(u^4 + 1)*(u^4 - 2*u^3 + 2*u^2 + 2*u + 1)*(u^4 + 2*u^3 + 2*u^2 - 2*u + 1)*(7*u^8 - u^7 + 36*u^6 + 112*u^5 + 57*u^4 + 237*u^3 + 409*u^2 + 134*u + 10)*v^54 + u^11*(u - 1)^2*(u^4 + 1)*(u^4 - 2*u^3 + 2*u^2 + 2*u + 1)*(u^4 + 2*u^3 + 2*u^2 - 2*u + 1)*(u^14 - 7*u^12 + 4*u^11 - 62*u^10 - 186*u^9 - 158*u^8 - 943*u^7 - 1740*u^6 - 1453*u^5 - 3109*u^4 - 4057*u^3 - 1761*u^2 - 255*u - 10)*v^53 - u^10*(u - 1)^2*(u^4 - 2*u^3 + 2*u^2 + 2*u + 1)*(u^4 + 2*u^3 + 2*u^2 - 2*u + 1)*(4*u^22 - 3*u^20 + 32*u^19 - 50*u^18 - 158*u^17 - 188*u^16 - 1533*u^15 - 3089*u^14 - 4426*u^13 - 12663*u^12 - 20245*u^11 - 21062*u^10 - 31241*u^9 - 42409*u^8 - 33748*u^7 - 21158*u^6 - 27209*u^5 - 29936*u^4 - 15072*u^3 - 3131*u^2 - 240*u - 5)*v^52 + u^7*(u - 1)^2*(u^4 - 2*u^3 + 2*u^2 + 2*u + 1)*(u^4 + 2*u^3 + 2*u^2 - 2*u + 1)*(7*u^28 - u^27 + 3*u^26 + 107*u^25 + 2*u^24 - 33*u^23 + 228*u^22 - 1119*u^21 - 2627*u^20 - 5669*u^19 - 20367*u^18 - 36437*u^17 - 56257*u^16 - 115606*u^15 - 168088*u^14 - 180315*u^13 - 226448*u^12 - 281600*u^11 - 241448*u^10 - 169726*u^9 - 175487*u^8 - 171773*u^7 - 94049*u^6 - 24662*u^5 - 2769*u^4 - 110*u^3 - u^2 + 1)*v^51 - u^6*(u - 1)^2*(u^4 - 2*u^3 + 2*u^2 + 2*u + 1)*(u^4 + 2*u^3 + 2*u^2 - 2*u + 1)*(7*u^32 - 4*u^31 + 6*u^30 + 177*u^29 + 34*u^28 + 92*u^27 + 1272*u^26 + 284*u^25 - 518*u^24 - 967*u^23 - 14289*u^22 - 32751*u^21 - 73080*u^20 - 185402*u^19 - 312757*u^18 - 467642*u^17 - 788773*u^16 - 1072955*u^15 - 1148699*u^14 - 1299876*u^13 - 1503245*u^12 - 1341577*u^11 - 990837*u^10 - 884677*u^9 - 788928*u^8 - 454239*u^7 - 140211*u^6 - 20502*u^5 - 1180*u^4 - 18*u^3 + 9*u^2 + 23*u + 5)*v^50 + u^5*(u - 1)^2*(u^4 - 2*u^3 + 2*u^2 + 2*u + 1)*(u^4 + 2*u^3 + 2*u^2 - 2*u + 1)*(4*u^36 - 7*u^35 + 3*u^34 + 170*u^33 - 18*u^32 + 97*u^31 + 2169*u^30 + 1340*u^29 + 1324*u^28 + 9636*u^27 + 4240*u^26 - 7969*u^25 - 30836*u^24 - 132086*u^23 - 293975*u^22 - 605700*u^21 - 1263818*u^20 - 2026558*u^19 - 2866856*u^18 - 4231506*u^17 - 5445922*u^16 - 5763980*u^15 - 6072276*u^14 - 6585723*u^13 - 5965752*u^12 - 4485168*u^11 - 3607172*u^10 - 2967601*u^9 - 1762844*u^8 - 614463*u^7 - 109854*u^6 - 8266*u^5- 112*u^4 + 193*u^3 + 289*u^2 + 109*u + 10)*v^49 - u^4*(u - 1)*(u^49 - 8*u^48 + 4*u^47 + 97*u^46 - 187*u^45 - 38*u^44 + 2116*u^43 + 176*u^42 - 2628*u^41 + 17552*u^40 + 29834*u^39 - 20368*u^38 + 41749*u^37 + 206231*u^36 - 93979*u^35 - 281387*u^34 - 74641*u^33 - 1363368*u^32 -3258648*u^31 - 6226593*u^30 - 12272878*u^29 - 17903986*u^28 - 28857489*u^27 - 47317898*u^26 - 51312573*u^25 - 49946263*u^24 - 67384161*u^23 - 58782349*u^22 - 11987229*u^21 + 929090*u^20 - 9109614*u^19 + 32345733*u^18 + 77446877*u^17 + 60435951*u^16 + 40011826*u^15 + 53933005*u^14 + 54074047*u^13 + 28148949*u^12 + 8651535*u^11 + 4275467*u^10 + 3508967*u^9 + 1716306*u^8 + 394977*u^7 + 28760*u^6 - 638*u^5 + 234*u^4- 1313*u^3 - 979*u^2 - 195*u - 10)*v^48 - u^3*(u - 1)*(4*u^52 + 2*u^51 - 30*u^50 + 162*u^49 + 94*u^48 - 1233*u^47 + 1165*u^46 + 2874*u^45 - 16099*u^44 - 17603*u^43 + 24845*u^42 - 85779*u^41 - 279997*u^40 + 25509*u^39 - 77225*u^38 - 1175426*u^37 + 6192*u^36 + 1772217*u^35 + 1524871*u^34 + 6935139*u^33 + 16879415*u^32 + 31340223*u^31 + 57274260*u^30 + 81696420*u^29 + 116675908*u^28 + 175391962*u^27 + 191049274*u^26 + 166010716*u^25 + 184861813*u^24 + 162242217*u^23 + 27211816*u^22 - 49006110*u^21 - 33148361*u^20 - 115701078*u^19 - 238441974*u^18 - 215832724*u^17 - 142797496*u^16 - 144538438*u^15 - 141332879*u^14 - 82198000*u^13 - 28960459*u^12 - 12147647*u^11 - 9049961*u^10 -4814811*u^9 - 1255602*u^8 - 84606*u^7 + 15671*u^6 + 2330*u^5 + 7575*u^4 + 6411*u^3 + 1831*u^2 + 185*u + 5)*v^47 + u^2*(u - 1)*(u^56 + 3*u^55 - 8*u^54 + 95*u^53 + 129*u^52 - 451*u^51 + 1401*u^50 + 3030*u^49 - 8822*u^48 - 1790*u^47 + 32227*u^46 - 70583*u^45 - 202599*u^44 + 75786*u^43 - 246626*u^42 - 1690127*u^41 - 748374*u^40 - 38087*u^39- 4701642*u^38 - 2006655*u^37 + 7221025*u^36 + 11419265*u^35 + 31985286*u^34 + 70795544*u^33 + 127463737*u^32 + 222023481*u^31 + 305385600*u^30 + 390294141*u^29 + 539799354*u^28 + 586935798*u^27 + 462489062*u^26 + 411911681*u^25 + 353090465*u^24 + 32163050*u^23 - 242767165*u^22 - 251389112*u^21 - 374242132*u^20 - 633245990*u^19 - 617288734*u^18 - 414850870*u^17 - 342358087*u^16 - 318888058*u^15 - 202748559*u^14 - 80367960*u^13 - 30624242*u^12 - 20099519*u^11 - 11370228*u^10 - 3255814*u^9 - 150337*u^8 + 119785*u^7 + 30107*u^6 + 35570*u^5 + 30921*u^4 + 10999*u^3 + 1615*u^2 + 84*u + 1)*v^46 - u^2*(u - 1)*(u^58 - 7*u^57 + 34*u^56 + 92*u^55 - 194*u^54 + 931*u^53 + 2493*u^52 - 3345*u^51 + 4703*u^50 + 34216*u^49 - 29239*u^48 - 82957*u^47 + 171599*u^46 - 115345*u^45 - 1312100*u^44 - 432962*u^43 - 419562*u^42 - 7215921*u^41 - 7383760*u^40 - 1609598*u^39 - 13737175*u^38 - 11799718*u^37 + 20396047*u^36 + 55431845*u^35 + 130669229*u^34 + 250582456*u^33 + 427076009*u^32 + 719800067*u^31 + 959164773*u^30 + 1106352404*u^29 + 1396903524*u^28 + 1511980030*u^27 + 1102748763*u^26 + 736935224*u^25 + 568977626*u^24 - 59405654*u^23 - 801898816*u^22 - 951770692*u^21 - 1059818549*u^20 - 1467484268*u^19 - 1472741322*u^18 - 1016114245*u^17 - 727074315*u^16 - 631114308*u^15 - 430126163*u^14 - 189513450*u^13 - 68963452*u^12 - 38896002*u^11 - 22770667*u^10 - 6953027*u^9 - 1544*u^8 + 580286*u^7 + 183568*u^6 + 137318*u^5 + 115533*u^4 + 47270*u^3 + 8831*u^2 + 656*u + 13)*v^45 - u*(u - 1)*(4*u^61 - 6*u^60 - 26*u^59 + 155*u^58 - 392*u^57 - 1406*u^56 + 1932*u^55 - 4109*u^54 - 25863*u^53 + 7533*u^52 + 17576*u^51 - 216693*u^50 - 60861*u^49 + 667090*u^48 - 342877*u^47 - 548128*u^46 + 5641431*u^45 + 6052140*u^44 + 1740051*u^43 + 23090609*u^42 + 39408718*u^41 + 19789631*u^40 + 31482257*u^39 + 36571994*u^38 - 42131495*u^37 - 196915954*u^36 - 457136513*u^35 - 770071335*u^34 - 1203569842*u^33 - 1968859570*u^32 -2576787553*u^31 - 2714774482*u^30 - 3075201036*u^29 - 3295128951*u^28 - 2281414255*u^27 - 1017092377*u^26 - 510570131*u^25 + 501180827*u^24 + 2086486428*u^23 + 2651240363*u^22 + 2606680391*u^21 + 3008878520*u^20 + 3009115067*u^19 + 2144687624*u^18 + 1399042688*u^17 + 1111677176*u^16 + 794969104*u^15 + 385616019*u^14 + 138827815*u^13 + 65915156*u^12 + 38500046*u^11 + 12167562*u^10 - 1041745*u^9 - 2046261*u^8 - 750955*u^7 - 436369*u^6 - 343511*u^5 - 153814*u^4 - 33850*u^3 - 3153*u^2 - 75*u + 1)*v^44 + u*(u - 1)*(u^64 - u^63 + 2*u^62 + 85*u^61 - 94*u^60 - 394*u^59 + 1628*u^58 - 1952*u^57 - 13400*u^56 + 8814*u^55 + 867*u^54 - 168832*u^53 - 83402*u^52 + 270800*u^51 - 831003*u^50 - 1232983*u^49 + 2995652*u^48 + 1595893*u^47- 4061551*u^46 + 17017189*u^45 + 35522866*u^44 + 17672324*u^43 + 59669241*u^42 + 145444613*u^41 + 118515338*u^40 + 70216259*u^39 + 59560010*u^38 - 76294802*u^37 - 541364295*u^36 - 1342088642*u^35 - 2085739066*u^34 - 2920660361*u^33 - 4588931664*u^32 - 5987444316*u^31 - 5871691257*u^30 - 5829158259*u^29 - 6092993787*u^28 - 4116457577*u^27 - 938815853*u^26 + 492106875*u^25 + 1837254162*u^24 + 4551349559*u^23 + 5970628767*u^22 + 5587141863*u^21 + 5535282825*u^20 + 5368844210*u^19 + 3957107358*u^18 + 2452368581*u^17 + 1764216538*u^16 + 1290479359*u^15 + 682476385*u^14 + 248875141*u^13 + 97531197*u^12 + 53832402*u^11 + 16975239*u^10 - 4177264*u^9 - 5554342*u^8 - 2271607*u^7 - 1139679*u^6 - 825465*u^5 - 391238*u^4 - 96459*u^3 - 10432*u^2 - 253*u + 11)*v^43 - (u - 1)*(u^66 + 23*u^65 - 14*u^64 + 12*u^63 + 880*u^62 - 530*u^61 - 3873*u^60 + 10160*u^59 - 577*u^58 - 86155*u^57 - 2724*u^56 + 115575*u^55 - 737441*u^54 - 971374*u^53 + 1400227*u^52 - 1667810*u^51 - 7153246*u^50 + 8183444*u^49 + 16249140*u^48 - 9849976*u^47 + 37215724*u^46 + 138295504*u^45 + 113086516*u^44 + 143569153*u^43 + 404051344*u^42 + 468621026*u^41 + 204341820*u^40 - 9504936*u^39 - 188061584*u^38 - 1199900992*u^37 - 3286991439*u^36 - 4999132178*u^35 - 6256322233*u^34 - 9213824093*u^33 - 12103852654*u^32 - 11342494875*u^31 - 9658740911*u^30 - 9535647415*u^29 - 6441580857*u^28 - 104170167*u^27 + 3403543977*u^26 + 4940112678*u^25 + 8625465267*u^24 + 11344014720*u^23 + 10508871630*u^22 + 9247240779*u^21 + 8494626331*u^20 + 6441875521*u^19 + 3917537547*u^18 + 2545300352*u^17 + 1846465598*u^16 + 1052252270*u^15 + 394730523*u^14 + 124798981*u^13 + 59121541*u^12 + 17379155*u^11 - 10506294*u^10 - 11940159*u^9 - 5317872*u^8 - 2444790*u^7 - 1618893*u^6 - 793025*u^5 - 211710*u^4 - 25306*u^3 - 591*u^2 + 44*u - 1)*v^42 + (u - 1)*(u^68 + 3*u^67 + 15*u^66 + 257*u^65 - 59*u^64 - 114*u^63 + 5722*u^62 + 4*u^61 - 25718*u^60 + 37888*u^59 + 51566*u^58 - 389581*u^57 - 298123*u^56 + 704471*u^55 - 2170270*u^54 - 5468041*u^53 + 3829633*u^52 + 884611*u^51 - 25192735*u^50 + 11019073*u^49 + 73238285*u^48 + 9584989*u^47 + 65549972*u^46 + 400119756*u^45 + 478537486*u^44 + 381592874*u^43 + 894528954*u^42 + 1367152490*u^41 + 695657241*u^40 - 329969869*u^39 -641203786*u^38 - 2246797003*u^37 - 6737648006*u^36 - 10576550562*u^35 - 12094836857*u^34 - 16142792018*u^33 - 21338590720*u^32 - 19705259715*u^31 - 14287520357*u^30 - 12527082754*u^29 - 8563705129*u^28 + 1769236455*u^27 + 9032815006*u^26 + 10783314646*u^25 + 14555300931*u^24 + 18656091944*u^23 + 17468992962*u^22 + 14147598439*u^21 + 12069663039*u^20 + 9305230719*u^19 + 5683959397*u^18 + 3356997149*u^17 + 2326679989*u^16 + 1406898425*u^15 + 549265805*u^14 + 136446812*u^13 + 43847136*u^12 + 8965148*u^11 - 19753378*u^10 - 20661555*u^9 - 9887962*u^8 - 4314347*u^7 - 2609624*u^6 - 1297885*u^5 - 367034*u^4 - 47384*u^3 -1336*u^2 + 19*u - 14)*v^41 - (u^71 - u^70 + 24*u^69 + 33*u^68 + 62*u^67 + 1667*u^66 - 1438*u^65 - 2102*u^64 + 27149*u^63 - 7097*u^62 - 138074*u^61 + 178330*u^60 + 290189*u^59 - 1614634*u^58 - 855858*u^57 + 4331715*u^56 - 6206993*u^55 - 16594883*u^54 + 23731952*u^53 + 15634767*u^52 - 76613192*u^51 + 47839095*u^50 + 233447802*u^49 - 58079207*u^48 - 28988734*u^47 + 779232819*u^46 + 570559405*u^45 - 369568664*u^44 + 572752124*u^43 + 1424569138*u^42- 1002952303*u^41 - 3032131909*u^40 - 1079009728*u^39 - 1801100162*u^38 - 7868211912*u^37 - 7987113117*u^36 - 1745515386*u^35 - 3686731882*u^34 - 7757324966*u^33 + 2034648846*u^32 + 11413549429*u^31 + 5804441774*u^30 + 4384971632*u^29 + 13901139120*u^28 + 12637335473*u^27 + 2524180894*u^26 + 2383238372*u^25 + 4793772407*u^24 - 1218041170*u^23 - 5909122349*u^22 - 4336747388*u^21 - 3602167682*u^20 - 4516833269*u^19 - 3391360401*u^18 - 1487840526*u^17 - 956986909*u^16 - 949012897*u^15 - 536299955*u^14 - 121053846*u^13 - 15116245*u^12 - 19965989*u^11 + 370595*u^10 + 14229868*u^9 + 8551492*u^8 + 2803063*u^7 + 1745734*u^6 + 1220759*u^5 + 441962*u^4 + 69036*u^3 + 3504*u^2 + 481*u + 91)*v^40 + (u^72 + 20*u^71 - 19*u^70 + 246*u^69 + 303*u^68 + 199*u^67 + 7743*u^66 - 2545*u^65 - 15807*u^64 + 88071*u^63 + 50742*u^62 - 532014*u^61 + 193495*u^60 + 1462270*u^59 - 4229913*u^58 - 6031196*u^57 + 12084198*u^56 -5913946*u^55 - 53602724*u^54 + 36603454*u^53 + 91720791*u^52 - 145315374*u^51 - 9312607*u^50 + 597667574*u^49 + 194635737*u^48 - 269643213*u^47 + 1321037479*u^46 + 1849232160*u^45 - 512693024*u^44 - 100361000*u^43 + 2758274836*u^42 - 558151876*u^41 - 6447195465*u^40 - 3660854370*u^39 - 1383394586*u^38 - 11067593622*u^37 - 14591711568*u^36 - 2816784666*u^35 - 571380127*u^34 - 8926857067*u^33 + 1068522270*u^32+ 18324944861*u^31 + 13038919667*u^30 + 4885171033*u^29 + 15384720455*u^28 + 18477545750*u^27 + 4512077813*u^26 - 386404571*u^25 + 3910655606*u^24 - 913531403*u^23 - 8276799466*u^22 - 7346008217*u^21 - 4686092941*u^20 - 4971958524*u^19 - 4264976778*u^18 - 2024042001*u^17 - 917754892*u^16 - 864561887*u^15 - 580114514*u^14 - 144165039*u^13 + 9440808*u^12 - 2907398*u^11 + 2401918*u^10 + 15313919*u^9 + 10535924*u^8+ 3703867*u^7 + 1950701*u^6 + 1323487*u^5 + 503057*u^4 + 88983*u^3 + 10027*u^2 + 2611*u + 364)*v^39 - (u^74 - 2*u^73 + 20*u^72 + 190*u^71 - 156*u^70 + 1421*u^69 + 2065*u^68 + 909*u^67 + 24597*u^66 + 8559*u^65 - 66284*u^64 + 188096*u^63 + 339338*u^62 - 1508903*u^61 - 757125*u^60 + 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2167147*u^13 + 1257717*u^12 - 432425*u^11 - 288254*u^10 + 97642*u^9 + 59134*u^8 - 18034*u^7 - 8542*u^6 + 3512*u^5 + 1411*u^4 - 275*u^3 - 118*u^2 + 3*u + 2)*v^16 + u^9*(u + 1)*(3*u^70 - 6*u^69 - 363*u^68 - 1137*u^67 + 1686*u^66 + 8407*u^65 - 6409*u^64 - 53414*u^63 - 29632*u^62 + 152319*u^61 + 146121*u^60 - 408483*u^59 - 406184*u^58 + 1046686*u^57 + 943416*u^56 - 1854772*u^55 - 716404*u^54 + 4204292*u^53 + 879913*u^52 - 5313201*u^51 + 2876974*u^50 + 12727747*u^49 + 9019640*u^48 + 8074754*u^47 + 11252822*u^46 + 9696294*u^45 + 31712305*u^44 + 69959058*u^43 + 34744757*u^42 - 66787536*u^41 - 57574860*u^40 + 54721695*u^39 + 54893533*u^38 - 37622557*u^37 - 95978433*u^36 - 128302534*u^35 - 66067996*u^34 + 107933362*u^33 + 147408715*u^32 - 21540835*u^31 - 121007938*u^30 - 45741139*u^29 + 37725594*u^28 + 66812165*u^27 + 53454296*u^26 - 18063762*u^25 - 71431420*u^24 - 38931531*u^23 + 19507483*u^22 + 38558141*u^21 + 21819072*u^20 - 4763047*u^19 - 16296932*u^18 - 6512290*u^17 + 4327579*u^16 + 3145753*u^15 - 1258064*u^14 - 1298268*u^13 + 201676*u^12 + 338982*u^11 - 29947*u^10 - 65934*u^9 + 11786*u^8 + 11790*u^7 - 3019*u^6 - 1508*u^5 + 595*u^4 + 181*u^3 - 46*u^2 - 8*u + 1)*v^15 + u^11*(u + 1)*(7*u^67 + 146*u^66 + 629*u^65 - 315*u^64 - 4587*u^63 + 2100*u^62 + 30653*u^61 + 15249*u^60 - 105807*u^59 - 116824*u^58 + 258216*u^57 + 378206*u^56 - 691983*u^55 - 1208009*u^54 + 1059707*u^53 + 2154433*u^52 - 1984653*u^51 - 4006192*u^50 + 1313590*u^49 + 3070309*u^48 - 2666105*u^47 - 7362432*u^46 - 11410076*u^45 - 10028257*u^44 + 4015265*u^43 + 1742311*u^42 - 35940986*u^41 - 47512886*u^40 + 13260611*u^39 + 56554120*u^38 + 12060950*u^37 - 34278963*u^36 - 29686673*u^35 + 5169081*u^34 + 74644448*u^33 + 102320890*u^32 + 3551935*u^31 - 95805580*u^30 - 50712961*u^29 + 44308588*u^28 + 60100477*u^27 + 19542172*u^26 - 29880895*u^25 - 57475448*u^24 - 24715590*u^23 + 32099072*u^22 + 39195631*u^21 + 3203236*u^20 - 20203124*u^19 - 13416375*u^18 + 1639773*u^17 + 6021843*u^16 + 1633492*u^15 - 1382921*u^14 - 688436*u^13 + 343978*u^12+ 275864*u^11 - 27588*u^10 - 51909*u^9 + 6420*u^8 + 8067*u^7 - 3286*u^6 - 1044*u^5 + 808*u^4 + 100*u^3 - 115*u^2 - 10*u + 5)*v^14 - u^13*(u + 1)*(u^65 + 32*u^64 + 222*u^63 + 129*u^62 - 1919*u^61 - 504*u^60 + 15196*u^59 + 11148*u^58 - 65701*u^57 - 93449*u^56 + 140280*u^55 + 306704*u^54 - 331156*u^53 - 1002245*u^52 + 301780*u^51 + 2065906*u^50 + 71047*u^49 - 3378961*u^48 - 1353190*u^47 + 3369103*u^46 + 3122174*u^45 - 1716364*u^44 - 8350179*u^43 - 8991338*u^42 + 5687647*u^41 + 16193416*u^40 - 6155134*u^39 - 32507913*u^38 - 10194644*u^37 + 33330127*u^36 + 32287668*u^35 - 3207842*u^34 - 32647160*u^33 - 34465068*u^32 + 15444759*u^31 + 70863640*u^30 + 40762156*u^29 - 38103771*u^28 - 49278268*u^27 + 3552061*u^26 + 38139690*u^25 + 32307048*u^24 + 295769*u^23 - 33892069*u^22 - 29844470*u^21 + 6417635*u^20 + 22334395*u^19 + 6141645*u^18 - 8301146*u^17 - 5664427*u^16 + 847500*u^15 + 1798771*u^14 + 185455*u^13 - 333269*u^12 - 97700*u^11 + 45880*u^10 + 38894*u^9 + 6219*u^8 - 4046*u^7 + 43*u^6 + 220*u^5 - 569*u^4 + 36*u^3 + 132*u^2 - 10)*v^13 + u^15*(u + 1)*(3*u^62 + 45*u^61 + 106*u^60 - 509*u^59 - 844*u^58 + 5702*u^57 + 8109*u^56 - 32135*u^55 - 65576*u^54 + 59792*u^53 + 214197*u^52 - 95125*u^51 - 640938*u^50 - 77486*u^49 + 1383046*u^48 + 902056*u^47 - 1807488*u^46 - 2020285*u^45 + 1790882*u^44 + 4198590*u^43 + 1616791*u^42 - 4391216*u^41 - 6809338*u^40 + 3044638*u^39 + 15712560*u^38 + 7628568*u^37 - 14071965*u^36 - 12417907*u^35 + 14348606*u^34 + 28030615*u^33 + 13721009*u^32 - 13784608*u^31 - 31859266*u^30 - 11639032*u^29 + 30977168*u^28 + 33254992*u^27 - 8081477*u^26 - 28753179*u^25 - 9111972*u^24 + 15067808*u^23 + 23004514*u^22 + 11141109*u^21 - 11868828*u^20 - 18150545*u^19 - 1973487*u^18 + 8826508*u^17 + 3252140*u^16 - 2835490*u^15 - 1788756*u^14 + 359456*u^13 + 393557*u^12 - 8471*u^11 - 30081*u^10 - 11021*u^9 - 9412*u^8 + 5339*u^7 + 5177*u^6 - 293*u^5 - 421*u^4 - 89*u^3 - 58*u^2 + 13*u + 10)*v^12 - u^17*(u + 1)^2*(4*u^58 + 25*u^57 - 88*u^56 - 290*u^55 + 1740*u^54 + 2586*u^53 - 13920*u^52 - 23009*u^51 + 38962*u^50 + 86723*u^49 - 75657*u^48 - 259146*u^47 + 90754*u^46 + 646502*u^45 + 217514*u^44 - 909439*u^43 - 677441*u^42 +1141038*u^41 + 1834998*u^40 + 312281*u^39 - 2208893*u^38 - 2268351*u^37 + 2677865*u^36 + 6818800*u^35 + 2033225*u^34 - 5405892*u^33 - 2650735*u^32 + 6574957*u^31 + 10028112*u^30 + 5194077*u^29 - 4889684*u^28 - 11075062*u^27 - 1930624*u^26 + 10596202*u^25 + 6727401*u^24 - 5262162*u^23 - 7201883*u^22 - 1575445*u^21 + 3871214*u^20 + 6608355*u^19 + 2480867*u^18 - 3958976*u^17 - 3244804*u^16 + 1177306*u^15 + 1423446*u^14 - 331186*u^13 - 476909*u^12 + 27776*u^11 + 53261*u^10 - 9124*u^9 + 9736*u^8 + 2126*u^7 - 6332*u^6 + 273*u^5 + 1536*u^4 - 61*u^3 - 94*u^2 - 4*u - 3)*v^11 + u^18*(u + 1)^2*(3*u^56 - u^55 - 80*u^54 + 297*u^53 + 1254*u^52 - 3844*u^51 - 12045*u^50 + 11653*u^49 + 48316*u^48 - 13691*u^47 - 130745*u^46 - 3553*u^45 + 328114*u^44 + 216651*u^43 - 409045*u^42 - 527799*u^41 + 412971*u^40 + 1087854*u^39 + 347082*u^38 - 1113554*u^37 - 1508860*u^36 + 672344*u^35 + 3313871*u^34 + 2100479*u^33 - 1937181*u^32 - 2310318*u^31 + 1819698*u^30 + 5084167*u^29 + 4373350*u^28 - 221039*u^27 - 4509894*u^26 - 2280010*u^25 + 3487735*u^24 + 3671859*u^23 - 804679*u^22 - 2958423*u^21 - 1894409*u^20 + 436313*u^19 + 2506133*u^18 + 1691940*u^17 - 858405*u^16 - 1079534*u^15 + 238826*u^14 + 378102*u^13 - 74427*u^12 - 100501*u^11 + 2208*u^10 - 1919*u^9 - 1328*u^8 + 4839*u^7 - 510*u^6 - 1580*u^5 + 354*u^4 + 236*u^3 - 36*u^2 - 8*u + 1)*v^10 - u^20*(u + 1)^2*(u^53 - 8*u^52 + 22*u^51 + 334*u^50 - 618*u^49 - 4402*u^48 + 1631*u^47 + 20852*u^46 + 4032*u^45 - 54630*u^44 - 21951*u^43 + 138197*u^42 + 128660*u^41 - 166014*u^40 - 293199*u^39 + 89112*u^38 + 483251*u^37 + 193109*u^36 - 510069*u^35 - 839247*u^34 - 95045*u^33 + 1183502*u^32 + 1138759*u^31 - 591767*u^30 - 1459142*u^29 - 79319*u^28 + 1690650*u^27 + 2084039*u^26 + 648942*u^25 - 1301120*u^24 - 1187807*u^23 + 878533*u^22+ 1645109*u^21 + 387901*u^20 - 779488*u^19 - 913980*u^18 - 286256*u^17 + 589385*u^16 + 647077*u^15 - 82571*u^14 - 272926*u^13 + 32217*u^12 + 96234*u^11 - 4862*u^10 - 18282*u^9 - 2490*u^8 - 1589*u^7 + 449*u^6 + 739*u^5 - 414*u^4 - 190*u^3 + 95*u^2 + 15*u - 5)*v^9 + u^22*(u + 1)^2*(48*u^48 - 29*u^47 - 1074*u^46 - 340*u^45 + 6703*u^44 + 4669*u^43 - 18529*u^42 - 15582*u^41 + 47291*u^40 + 58796*u^39 - 62447*u^38 - 132164*u^37 + 795*u^36 + 166806*u^35 + 76760*u^34 - 203937*u^33 - 382751*u^32 -197647*u^31 + 309754*u^30 + 461729*u^29 - 150610*u^28 - 716005*u^27 - 416599*u^26 + 252889*u^25 + 577276*u^24 + 312867*u^23 - 340546*u^22 - 538549*u^21 + 75148*u^20 + 580580*u^19 + 360194*u^18 - 56236*u^17 - 228511*u^16 - 175546*u^15 + 58583*u^14 + 171000*u^13 + 16879*u^12 - 66686*u^11 - 1315*u^10 + 25428*u^9 + 1773*u^8 - 3609*u^7 - 526*u^6 + 60*u^5 + 173*u^4 + 28*u^3 - 95*u^2 - 10*u + 10)*v^8 - u^24*(u + 1)^3*(u^2 + 1)*(3*u^43 + 4*u^42 - 166*u^41 - 68*u^40 + 1738*u^39 + 593*u^38 - 7147*u^37 - 2224*u^36 + 21360*u^35 + 9698*u^34 - 49306*u^33 - 32619*u^32 + 64521*u^31 + 64091*u^30 - 72030*u^29 - 122997*u^28 - 8055*u^27 + 91769*u^26 + 99900*u^25 - 13900*u^24 - 187787*u^23 - 155116*u^22 + 113757*u^21 + 159006*u^20 - 68925*u^19 - 155431*u^18 - 60931*u^17 + 29033*u^16 + 89022*u^15 + 67754*u^14 - 54001*u^13 - 57511*u^12 + 34941*u^11 +29388*u^10 - 18095*u^9 - 6960*u^8 + 6078*u^7 + 578*u^6 - 791*u^5 + 10*u^4 + 32*u^3 + 32*u^2 + 10*u - 10)*v^7 + u^26*(u + 1)^3*(u^2 + 1)*(u^40 - 12*u^39 - 37*u^38 + 260*u^37 + 350*u^36 - 1501*u^35 - 1353*u^34 + 4923*u^33 + 4313*u^32 - 13128*u^31 - 12707*u^30 + 18040*u^29 + 19817*u^28 - 18707*u^27 - 35165*u^26 - 4277*u^25 + 19745*u^24 + 32590*u^23 + 17482*u^22 - 44549*u^21 - 60225*u^20 + 15884*u^19 + 41119*u^18 - 20913*u^17 - 43086*u^16 - 27266*u^15 - 16755*u^14 + 12300*u^13 + 28017*u^12 - 6922*u^11 - 16738*u^10 + 8819*u^9 + 6836*u^8 - 5066*u^7 - 377*u^6 +1227*u^5 - 217*u^4 - 108*u^3 + 23*u^2 - 2*u + 5)*v^6 + u^28*(u + 1)^3*(u^2 + 1)^2*(4*u^34 - 18*u^33 - 77*u^32 + 216*u^31 + 461*u^30 - 1013*u^29 - 1685*u^28 + 3565*u^27 + 5497*u^26 - 7690*u^25 - 11118*u^24 + 11810*u^23 + 19134*u^22 - 11102*u^21 - 23693*u^20 + 1311*u^19 + 11521*u^18 + 3835*u^17 + 3079*u^16 - 7582*u^15 - 13434*u^14 + 12012*u^13 + 21886*u^12 - 3811*u^11 - 11248*u^10 + 4890*u^9 + 4312*u^8 - 3663*u^7 - 408*u^6 + 1128*u^5 - 311*u^4 - 124*u^3 + 51*u^2 + 1)*v^5 + u^32*(u + 1)^3*(u^2 + 1)^2*(6*u^28 - 12*u^27 - 66*u^26 + 90*u^25 + 291*u^24 - 412*u^23 - 1107*u^22 + 1098*u^21 + 2527*u^20 - 1788*u^19 - 4019*u^18 + 1939*u^17 + 5324*u^16 + 852*u^15 - 583*u^14 + 475*u^13 - 1168*u^12 + 1668*u^11 + 4304*u^10- 1447*u^9 - 4786*u^8 + 35*u^7 + 1765*u^6 - 1086*u^5 - 486*u^4 + 615*u^3 - 136*u^2 - 95*u + 50)*v^4 + u^34*(u + 1)^4*(u^2 + 1)^2*(u^4 + 1)*(4*u^19 - 7*u^18 - 21*u^17 + 44*u^16 + 90*u^15 - 180*u^14 - 208*u^13 + 338*u^12 + 180*u^11 - 354*u^10 - 289*u^9 - 279*u^8 - 496*u^7 + 240*u^6 + 455*u^5 - 333*u^4 + 100*u^3 + 80*u^2 - 75*u + 25)*v^3 + u^36*(u + 1)^4*(u^2 + 1)^3*(u^4 + 1)*(u^13 - u^12 - 8*u^11 + 11*u^10 + 40*u^9 - 43*u^8 - 72*u^7 + 96*u^6 + 139*u^5 - 55*u^4 - 24*u^3 + 30*u^2 - 20*u + 5)*v^2 - u^40*(u + 1)^4*(u^2 + 1)^3*(u^4 + 1)*(2*u^5 - u^4 - 5*u^3 + 5*u^2 + 17*u - 3)*v + u^41*(u + 1)^4*(u^2 + 1)^3*(u^4 + 1); G:=u; x:=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];