N:=100; X:=u^37*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)^2*v^60 + 30*u^37*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)^2*v^59 + u^33*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)^2*(u^10 - 3*u^9 + 6*u^8 - 7*u^7 + 9*u^6 - 6*u^5 + 419*u^4 + 4*u^3 + u^2 + u + 1)*v^58 + 2*u^33*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)^2*(14*u^10 - 43*u^9 + 86*u^8 - 101*u^7 + 130*u^6 - 89*u^5 + 1814*u^4 + 59*u^3 + 14*u^2 + 14*u + 15)*v^57 + u^26*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)^2*(u^21 - 2*u^20 + u^19 + 3*u^18 + 358*u^17 - 1132*u^16 + 2278*u^15 - 2713*u^14 + 3523*u^13 - 2494*u^12 + 21942*u^11 + 1606*u^10 + 341*u^9 + 398*u^8 + 432*u^7 - 8*u^6 + 12*u^5 + u^4 - 4*u^3 - u^2 - 1)*v^56 + 2*u^26*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)^2*(u^22 + 9*u^21 - 17*u^20 - 5*u^19 + 71*u^18 + 1344*u^17 - 4503*u^16 + 9234*u^15 - 11276*u^14 + 14926*u^13 - 10988*u^12 + 49747*u^11 + 6701*u^10 + 1165*u^9 + 1905*u^8 + 1986*u^7 - 103*u^6 + 157*u^5 + 14*u^4 - 52*u^3 - 13*u^2 - 13)*v^55 + u^22*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)^2*(u^32 - 7*u^31 + 28*u^30 - 84*u^29 + 211*u^28 - 445*u^27 + 854*u^26 - 1140*u^25 + 1509*u^24 - 2486*u^23 + 4284*u^22 + 11281*u^21 - 47539*u^20 + 102848*u^19 - 131090*u^18 + 178690*u^17 - 136860*u^16 + 356673*u^15 + 77394*u^14 + 9147*u^13 + 26686*u^12 + 26394*u^11 - 2480*u^10 + 3753*u^9 + 449*u^8 - 1232*u^7 - 337*u^6 + 9*u^5 - 318*u^4 - 9*u^3 - 2*u^2 - u - 1)*v^54 + 2*u^22*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)^2*(14*u^32 - 99*u^31 + 397*u^30 - 1188*u^29 + 2968*u^28 - 6231*u^27 + 11478*u^26 - 17302*u^25 + 23363*u^24 - 29829*u^23 + 36106*u^22 + 86*u^21 - 84217*u^20 + 211989*u^19 - 289760*u^18 + 407553*u^17 - 321006*u^16 + 527250*u^15 + 167784*u^14 + 6777*u^13 + 69365*u^12 + 68716*u^11 - 9322*u^10 + 13510*u^9 + 2563*u^8 - 4386*u^7 - 1478*u^6 + 121*u^5 - 1222*u^4 - 115*u^3 - 25*u^2 - 12*u - 13)*v^53 - u^17*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)^2*(u^42 - 9*u^41 + 43*u^40 - 148*u^39 + 415*u^38 - 1353*u^37 + 4636*u^36 - 14134*u^35 + 37124*u^34 - 86046*u^33 + 172957*u^32 - 305872*u^31 + 461389*u^30 - 612072*u^29 + 721289*u^28 - 754100*u^27 + 389180*u^26 + 358364*u^25 - 1406886*u^24 + 2121525*u^23 - 3012093*u^22 + 2358611*u^21 - 2623665*u^20 - 1185586*u^19 + 68129*u^18 - 525453*u^17 - 597208*u^16 + 98780*u^15 - 129152*u^14 - 43097*u^13 + 41457*u^12 + 19849*u^11 - 3191*u^10 + 13270*u^9 + 2809*u^8 + 577*u^7 + 264*u^6 + 342*u^5 + 3*u^4 - 3*u^3 + u^2 - 1)*v^52 - 2*u^17*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)^2*(14*u^42 - 125*u^41 + 595*u^40 - 2040*u^39 + 5696*u^38 - 14972*u^37 + 38217*u^36 - 92226*u^35 + 205953*u^34 - 425883*u^33 + 794221*u^32 - 1327235*u^31 + 1941070*u^30 - 2498690*u^29 + 2801119*u^28 - 2689353*u^27 +1662728*u^26 + 57898*u^25 - 2126380*u^24 + 3519624*u^23 - 4757943*u^22 + 3469058*u^21 - 2657083*u^20 - 1871042*u^19 + 279645*u^18 - 676856*u^17 - 1131016*u^16 + 197688*u^15 - 209175*u^14 - 135535*u^13 + 66797*u^12 + 53716*u^11 - 13591*u^10 + 27028*u^9 + 10899*u^8 + 2044*u^7 + 890*u^6 + 1489*u^5 + 35*u^4 - 32*u^3 + 12*u^2 - 11)*v^51 - u^13*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)*(3*u^53 - 24*u^52 + 113*u^51 - 47*u^50 - 1243*u^49 + 7029*u^48 - 25992*u^47 + 77472*u^46 - 207467*u^45 + 494015*u^44 - 1081113*u^43 + 2201423*u^42 - 4211783*u^41 + 7321875*u^40 - 11892470*u^39 + 17336912*u^38 - 23290419*u^37 + 27172004*u^36 - 28274165*u^35 + 22151941*u^34 - 15332812*u^33 - 1210809*u^32 + 10948075*u^31 - 24182704*u^30 + 10552197*u^29 - 27439640*u^28 - 18063263*u^27 - 27196366*u^26 - 48102717*u^25 - 43564415*u^24 - 25587329*u^23 - 31662533*u^22 - 22461716*u^21 - 9535452*u^20 - 5450556*u^19 - 2858480*u^18 + 1266539*u^17 + 1504350*u^16 + 921174*u^15 + 872780*u^14 + 646414*u^13 + 252221*u^12 + 120867*u^11 + 66995*u^10 + 19545*u^9 - 119*u^8 - 235*u^7 - 604*u^6 - 693*u^5 - 258*u^4 - 17*u^3 - 8*u^2 - 4*u - 1)*v^50 - 2*u^13*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)*(u^54 + 31*u^53 - 273*u^52 + 1324*u^51 - 3425*u^50 + 5136*u^49 + 1285*u^48 - 41400*u^47 + 179516*u^46 - 553658*u^45 + 1397847*u^44 - 3098288*u^43 + 6198982*u^42 - 11398068*u^41 + 19010754*u^40 - 29382179*u^39 + 41126145*u^38 - 52713420*u^37 + 59197377*u^36 - 59016580*u^35 + 45906464*u^34 - 29140454*u^33 + 367848*u^32 + 16247854*u^31 - 31187020*u^30 + 13783470*u^29 - 24566882*u^28 - 22729321*u^27 - 17248871*u^26 - 42034514*u^25 - 45501203*u^24 - 22319404*u^23 - 34049647*u^22 - 28414566*u^21 - 12030730*u^20 - 7652250*u^19 - 5767223*u^18 + 758210*u^17 + 1874443*u^16 + 1101540*u^15 + 1312488*u^14 + 1176228*u^13 + 512161*u^12 + 259880*u^11 + 158674*u^10 + 51526*u^9 + 1487*u^8 - 159*u^7 - 1620*u^6 - 2330*u^5 - 1068*u^4 - 179*u^3 - 84*u^2 - 43*u - 11)*v^49 - u^10*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)*(u^62 - 11*u^61 + 68*u^60 - 307*u^59 + 1129*u^58 - 3501*u^57 + 10339*u^56 - 29692*u^55 + 81783*u^54 - 198150*u^53 + 421989*u^52 - 767247*u^51 + 1103804*u^50 - 917133*u^49 - 976898*u^48 + 6768620*u^47 - 19941271*u^46 + 45006486*u^45 - 86699886*u^44 + 146518207*u^43 - 223684953*u^42 + 306371746*u^41 - 379485122*u^40 + 411765008*u^39 - 393384303*u^38 + 297275607*u^37 - 173164595*u^36 + 3384361*u^35 + 87947156*u^34- 144838724*u^33 + 56005904*u^32 - 63637551*u^31 - 117661653*u^30 - 28336042*u^29 - 127456565*u^28 - 181149825*u^27 - 61556500*u^26 - 121595328*u^25 - 125762157*u^24 - 51678573*u^23 - 34659733*u^22 - 35823277*u^21 - 1858054*u^20 + 7505395*u^19 + 3698110*u^18 + 6157379*u^17 + 6929080*u^16 + 3304752*u^15 + 1743551*u^14 + 1189679*u^13 + 451502*u^12 + 35991*u^11 + 5267*u^10 - 9875*u^9 - 22574*u^8 - 13358*u^7 - 3503*u^6 - 1676*u^5 - 895*u^4 - 243*u^3 - 9*u^2 - 4*u - 1)*v^48 - 2*u^10*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)*(12*u^62 - 131*u^61 + 808*u^60 - 3644*u^59 + 13395*u^58 - 41829*u^57 + 117406*u^56 - 302832*u^55 + 726062*u^54 - 1601109*u^53 + 3261537*u^52 - 6080049*u^51 + 10223707*u^50 - 15083627*u^49 + 18660922*u^48 - 16563025*u^47 + 1694767*u^46 + 34957685*u^45 - 101642658*u^44 + 200673321*u^43 - 326267686*u^42 + 455951911*u^41 - 559787217*u^40 + 593950289*u^39 - 545271082*u^38 + 394644837*u^37 - 208037793*u^36 - 4388437*u^35+ 104257033*u^34 - 142224889*u^33 + 32301720*u^32 - 8371470*u^31 - 142387520*u^30 - 483227*u^29 - 77145717*u^28 - 173317217*u^27 - 35339819*u^26 - 87726162*u^25 - 123728393*u^24 - 48975906*u^23 - 30389701*u^22 - 44697392*u^21 - 8479799*u^20 + 6391417*u^19 + 1575766*u^18 + 5168510*u^17 + 8350787*u^16 + 4368871*u^15 + 2285948*u^14 + 1792748*u^13 + 825062*u^12 + 105692*u^11 + 22224*u^10 - 4040*u^9 - 41751*u^8 - 31971*u^7 - 10623*u^6 - 5324*u^5 - 3014*u^4 - 890*u^3 - 89*u^2 - 40*u - 10)*v^47 - u^9*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)*(u^67 - 10*u^66 + 58*u^65 - 251*u^64 + 1166*u^63 - 5660*u^62 + 25301*u^61 - 98381*u^60 + 334554*u^59 - 1001674*u^58 + 2703669*u^57 - 6661275*u^56 + 15121964*u^55 - 31680042*u^54 + 61608972*u^53 - 110986522*u^52 +184432978*u^51 - 280090387*u^50 + 384273815*u^49 - 462554841*u^48 + 459351925*u^47 - 304824654*u^46 - 60693636*u^45 + 654959345*u^44 - 1420976295*u^43 + 2202792868*u^42 - 2790823184*u^41 + 2950936564*u^40 - 2616164316*u^39 + 1787554767*u^38 - 819523074*u^37 - 102394248*u^36 + 437693734*u^35 - 434467069*u^34 - 87381539*u^33 + 243647600*u^32 - 628322193*u^31 + 25237150*u^30 - 90258721*u^29 - 634360343*u^28 - 91511970*u^27 - 175383009*u^26 - 443753464*u^25 - 175210571*u^24 - 70261285*u^23 - 185238047*u^22 - 60535523*u^21 + 21993396*u^20 - 3698844*u^19 + 8225991*u^18 + 33361924*u^17 + 19332861*u^16 + 9144156*u^15 + 8736105*u^14 + 4973762*u^13 + 791765*u^12 + 192063*u^11 + 79917*u^10 - 243543*u^9 - 236949*u^8 - 90027*u^7 - 48483*u^6 - 29418*u^5 - 9528*u^4 - 1622*u^3 - 738*u^2 - 188*u - 1)*v^46- 2*u^8*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)*(11*u^68 - 110*u^67 + 639*u^66 - 2769*u^65 + 10845*u^64 - 40456*u^63 + 143571*u^62 - 474089*u^61 + 1443766*u^60 - 4020151*u^59 + 10280302*u^58 - 24213791*u^57 + 52743415*u^56 - 106396663*u^55 + 199514334*u^54 - 347575608*u^53 + 561711620*u^52 - 838326250*u^51 + 1148684263*u^50 - 1424289563*u^49 + 1561027535*u^48 - 1434897692*u^47 + 948553940*u^46 - 80146592*u^45 - 1055172811*u^44 + 2204271927*u^43 - 3038578363*u^42 + 3259704453*u^41 - 2795690474*u^40 + 1767439870*u^39 - 644295223*u^38 - 238499054*u^37 + 416000924*u^36 - 196046121*u^35 - 390223336*u^34 + 527382065*u^33 - 632916695*u^32 - 26232058*u^31 + 117664918*u^30 - 548504492*u^29 - 104164793*u^28 + 896148*u^27 - 371513714*u^26 - 160801126*u^25 - 1640332*u^24 - 162985254*u^23 - 81107177*u^22 + 23234032*u^21 - 9745910*u^20 - 8419365*u^19 + 27943399*u^18 + 18168619*u^17 + 6359703*u^16 + 8508661*u^15 + 6103915*u^14 + 1003174*u^13 + 254415*u^12 + 235595*u^11 - 286769*u^10 - 348070*u^9 - 143080*u^8 - 83739*u^7 - 54921*u^6 - 19427*u^5 - 4466*u^4 - 2066*u^3 - 547*u^2 - 3*u + 2)*v^45 - u^5*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)*(u^74 - 11*u^73 + 66*u^72 - 69*u^71 - 1170*u^70 + 9686*u^69 - 47390*u^68 + 189409*u^67 - 670820*u^66 + 2177761*u^65 - 6540846*u^64 + 18285970*u^63 - 47476199*u^62 + 114641937*u^61 - 257455299*u^60 + 538308150*u^59 - 1047704738*u^58 + 1900791101*u^57 - 3211156932*u^56 + 5044755459*u^55 - 7344996050*u^54 + 9866255601*u^53 - 12104050351*u^52 + 13359177912*u^51 - 12872132359*u^50 + 10131399349*u^49 - 5144737096*u^48 - 1245831209*u^47 + 7526321607*u^46 - 11890299729*u^45 + 12985404773*u^44 - 10659944956*u^43 + 6007520084*u^42 - 1350206553*u^41 - 1555525930*u^40 + 1375205519*u^39 + 379460359*u^38 - 2760383531*u^37 + 2949840884*u^36 - 2272182128*u^35 - 491029263*u^34 + 1091325610*u^33 - 1727222664*u^32 - 628342264*u^31 + 558945314*u^30 - 1154734817*u^29 - 631372116*u^28 + 228456661*u^27 - 484372019*u^26 - 367853367*u^25 + 108595923*u^24 - 34400594*u^23 - 89551741*u^22 + 78195768*u^21 + 59653057*u^20 + 7162831*u^19 + 25024446*u^18 + 24261059*u^17 + 3253383*u^16 + 522154*u^15 + 1448931*u^14 - 1128898*u^13 - 1698485*u^12 - 723523*u^11 - 449441*u^10 - 323287*u^9 - 123047*u^8 - 32255*u^7 - 15333*u^6 - 4260*u^5 + 127*u^4 + 94*u^3 + 8*u^2 + 4*u + 1)*v^44 - 2*u^5*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)*(10*u^74 - 109*u^73 + 652*u^72 - 2186*u^71 + 3503*u^70 + 8078*u^69 - 88139*u^68 + 436651*u^67 - 1663253*u^66 + 5443958*u^65 - 15952684*u^64 + 42829371*u^63 - 106283633*u^62 + 245341395*u^61 - 528144251*u^60 + 1062237152*u^59 - 1995883444*u^58 + 3505072830*u^57 - 5745030464*u^56 + 8773764570*u^55 - 12441736396*u^54 + 16309504264*u^53 - 19592379096*u^52 + 21300941881*u^51 - 20473854750*u^50 + 16610016500*u^49 - 9979360941*u^48 + 1907425266*u^47 + 5613686779*u^46 - 10472987189*u^45 + 11427082778*u^44 - 8695448538*u^43 + 3986833711*u^42 + 151405159*u^41 - 1946857566*u^40 + 794247119*u^39 + 1525844761*u^38 - 3546504557*u^37 + 3168067059*u^36 - 1670731967*u^35 - 899741642*u^34 + 1338279527*u^33 - 1114420657*u^32 - 884348267*u^31 + 847588260*u^30 - 773883840*u^29 - 644134751*u^28 + 339386952*u^27 - 276938792*u^26 - 373070338*u^25 + 110269020*u^24 - 2085526*u^23 - 117098105*u^22 + 42066252*u^21 + 46517940*u^20 - 10239568*u^19 + 10461813*u^18 + 19692539*u^17 + 951767*u^16 - 1261878*u^15 + 1388864*u^14 - 1004610*u^13 - 1864835*u^12 - 779528*u^11 - 469914*u^10 - 383437*u^9 - 152269*u^8 - 37138*u^7 - 18600*u^6 - 5243*u^5 + 1111*u^4 + 525*u^3 + 83*u^2 + 40*u + 10)*v^43 - u^3*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)*(u^4 + 2*u^3 + 4*u^2 + 3*u + 1)*(u^80 - 10*u^79 + 58*u^78 - 254*u^77 + 1108*u^76 - 4877*u^75 + 19804*u^74 - 65860*u^73 + 172988*u^72 - 324531*u^71 + 225555*u^70 + 1484971*u^69 - 9256544*u^68 + 35382403*u^67 - 109664384*u^66 + 297941567*u^65 - 731495554*u^64 + 1650490395*u^63 - 3452033623*u^62 + 6728674330*u^61 - 12247579911*u^60 + 20844811965*u^59 - 33144488032*u^58 + 49161090686*u^57 - 67786209050*u^56 + 86496237375*u^55 - 101302357418*u^54 + 107634844165*u^53 - 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640588974*u^41 + 830200226*u^40 - 1008199155*u^39 + 1125644306*u^38 - 1144077480*u^37 + 1061966403*u^36 - 917048172*u^35 + 777100208*u^34 - 670250026*u^33 + 581551990*u^32 - 473745753*u^31 + 362927519*u^30 - 250910774*u^29 + 183586171*u^28 - 125265938*u^27 + 93744172*u^26 - 67023715*u^25 + 39844717*u^24 - 28013405*u^23 + 7706673*u^22 - 11372617*u^21 + 1088009*u^20 - 6397632*u^19 - 987649*u^18 - 2083953*u^17 - 1303748*u^16 - 863900*u^15 - 528282*u^14 - 391115*u^13 - 255514*u^12 - 115065*u^11 - 99762*u^10 - 40049*u^9 - 25294*u^8 - 10693*u^7 - 5991*u^6 - 1588*u^5 - 991*u^4 - 215*u^3 - 66*u^2 - 21*u - 1)*v^14 + 2*u^8*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^2*(3*u^69 - 14*u^68 + 70*u^67 - 197*u^66 + 382*u^65 - 327*u^64 - 1075*u^63 + 8054*u^62 - 28786*u^61 + 81507*u^60 - 200583*u^59 + 442199*u^58 - 878921*u^57 + 1625295*u^56 - 2762076*u^55 + 4275972*u^54 - 6001182*u^53+ 7468748*u^52 - 7586275*u^51 + 5265673*u^50 + 380258*u^49 - 10054021*u^48 + 22786770*u^47 - 35285209*u^46 + 45259279*u^45 - 51973285*u^44 + 54710629*u^43 - 58454960*u^42 + 70276856*u^41 - 93611042*u^40 + 125227618*u^39 - 160385109*u^38 + 186996059*u^37 - 199052734*u^36 + 190380621*u^35 - 164983507*u^34 + 135028069*u^33 - 112721754*u^32 + 96986215*u^31 - 84148608*u^30 + 65079107*u^29 - 47216271*u^28 + 27835182*u^27 - 21152435*u^26 + 11799325*u^25 - 13985767*u^24 + 4021334*u^23 - 5941638*u^22 - 1494736*u^21 - 2617356*u^20 - 1016528*u^19 - 1560996*u^18 - 750158*u^17 - 459838*u^16 - 442321*u^15 - 193932*u^14 - 144497*u^13 - 75192*u^12 - 58984*u^11 - 18852*u^10 - 18510*u^9 - 6209*u^8 - 4001*u^7 - 1307*u^6 - 847*u^5 - 145*u^4 - 110*u^3 - 16*u^2 - 6*u - 1)*v^13 + u^9*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^2*(u^67 + 26*u^65 - 165*u^64 + 784*u^63 - 3029*u^62 + 9982*u^61 - 27971*u^60 + 71727*u^59 - 165866*u^58 + 347370*u^57 - 668143*u^56 + 1185034*u^55 - 1877285*u^54 + 2623696*u^53 - 3095328*u^52 + 2537202*u^51 + 206698*u^50 - 6158841*u^49 + 16252137*u^48 - 30626042*u^47 + 47150308*u^46 - 62478791*u^45 + 73781897*u^44 - 78655780*u^43 + 76830286*u^42 - 73813717*u^41 + 73125732*u^40 - 77583786*u^39 + 86484717*u^38 - 96998069*u^37 + 101230806*u^36 - 101933957*u^35 + 96394161*u^34 - 87156670*u^33 + 74088000*u^32 - 63132054*u^31 + 52355762*u^30 - 50735037*u^29 + 40437016*u^28 - 36413492*u^27 + 16797440*u^26 - 17405194*u^25 + 4944666*u^24 - 12823837*u^23 + 1217874*u^22 - 5818736*u^21 - 2041912*u^20 - 2330462*u^19 - 921986*u^18 - 1166908*u^17 - 493295*u^16 - 248065*u^15 - 248825*u^14 - 86280*u^13 - 62126*u^12 - 29772*u^11 - 26186*u^10 - 5279*u^9 - 7620*u^8 - 2214*u^7 - 1398*u^6 - 386*u^5 - 295*u^4 - 22*u^3 - 30*u^2 - 2*u - 1)*v^12 + 2*u^11*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^2*(2*u^63 - 11*u^62 + 64*u^61 - 284*u^60 + 1000*u^59 - 3090*u^58 + 8700*u^57 - 21601*u^56 + 48394*u^55 - 99230*u^54 + 182580*u^53 - 294239*u^52 + 404781*u^51 - 417866*u^50 + 130377*u^49 + 748370*u^48 - 2575627*u^47+ 5705282*u^46 - 10173947*u^45 + 15542718*u^44 - 21112405*u^43 + 25821902*u^42 - 28604303*u^41 + 29422899*u^40 - 29107521*u^39 + 27969925*u^38 - 26603586*u^37 + 24864055*u^36 - 21787241*u^35 + 16300739*u^34 - 10079256*u^33 + 4438021*u^32 - 2521163*u^31 + 2515143*u^30 - 3837854*u^29 + 3100924*u^28 - 4654515*u^27 + 3242901*u^26 - 4925923*u^25 + 1408336*u^24 - 3141890*u^23 + 282134*u^22 - 2277525*u^21 + 4327*u^20 - 957802*u^19 - 232832*u^18 - 309173*u^17 - 31629*u^16 - 97000*u^15 - 5078*u^14 + 6895*u^13 - 3381*u^12 + 4340*u^11 + 2268*u^10 + 1032*u^9 - 612*u^8 + 453*u^7 - 287*u^6 - 80*u^5 - 44*u^4 - 16*u^3 - 14*u^2 - 1)*v^11 + u^13*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^2*(6*u^59 - 39*u^58 + 177*u^57 - 714*u^56 + 2389*u^55 - 6884*u^54 + 17889*u^53 - 41450*u^52 + 84060*u^51 - 150019*u^50 + 225509*u^49 - 244944*u^48 + 65574*u^47 + 557790*u^46 - 2015714*u^45 + 4740243*u^44 - 8966113*u^43 + 14667674*u^42 - 21399244*u^41 + 28082179*u^40 - 33480005*u^39 + 37005022*u^38 - 38388903*u^37 + 37865576*u^36 - 36012396*u^35 + 32618374*u^34 - 27023765*u^33 + 18691999*u^32 - 8459554*u^31 - 2064925*u^30 + 7422046*u^29 - 8570552*u^28 + 5377620*u^27 - 3830707*u^26 + 915344*u^25 - 1678624*u^24 - 373677*u^23 - 1083130*u^22 - 1062201*u^21 - 111299*u^20 - 838202*u^19 - 24065*u^18 - 114973*u^17 + 54252*u^16 + 42378*u^15 + 124555*u^14 + 70637*u^13 + 55764*u^12 + 49691*u^11 + 21378*u^10 + 14912*u^9 + 6884*u^8 + 3726*u^7 + 876*u^6 + 708*u^5 + 104*u^4 + 29*u^3 + 12*u^2 - u - 1)*v^10 + 2*u^15*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^3*(2*u^51 - 11*u^50 + 34*u^49 - 143*u^48 + 389*u^47 - 890*u^46 + 1931*u^45 - 3384*u^44 + 3810*u^43 - 1517*u^42 - 8965*u^41 + 39524*u^40 - 97429*u^39 + 193824*u^38 - 336507*u^37 + 513873*u^36 - 683436*u^35 + 853345*u^34 - 951958*u^33 + 968476*u^32 - 943953*u^31 + 879964*u^30 - 732630*u^29 + 526484*u^28 - 401480*u^27 - 10507*u^26 + 115828*u^25 - 373334*u^24 + 162226*u^23 - 206312*u^22 - 52460*u^21 - 101101*u^20 + 25644*u^19 - 52512*u^18 + 45964*u^17 + 77625*u^16 + 76812*u^15 + 72428*u^14 + 73552*u^13 + 52329*u^12 + 36624*u^11 + 24862*u^10 + 15232*u^9 + 7563*u^8 + 4284*u^7 + 1920*u^6 + 809*u^5 + 277*u^4 + 120*u^3 + 24*u^2 + 7*u + 1)*v^9 + u^16*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^3*(u^48 - 15*u^47 + 46*u^46 - 158*u^45 + 469*u^44 - 930*u^43 + 1538*u^42 - 1722*u^41 - 1292*u^40 + 12130*u^39 - 36126*u^38 + 87724*u^37 - 175472*u^36 + 297769*u^35 - 451760*u^34 + 632036*u^33 - 773269*u^32 + 857346*u^31 - 881348*u^30 + 823389*u^29 - 677468*u^28 + 515992*u^27 - 350530*u^26 + 137175*u^25 - 30820*u^24 - 148003*u^23 + 219066*u^22 - 72254*u^21 + 69640*u^20 + 80215*u^19 + 151522*u^18 + 90207*u^17 + 145219*u^16 + 133069*u^15 + 107535*u^14 + 82678*u^13 + 66363*u^12 + 41066*u^11 + 25346*u^10 + 15225*u^9 + 8396*u^8 + 3626*u^7 + 1860*u^6 + 747*u^5 + 281*u^4 + 72*u^3 + 33*u^2 + 4*u + 1)*v^8 - 2*u^18*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^3*(3*u^43 - 13*u^42 + 31*u^41 - 93*u^40 + 157*u^39 - 63*u^38 - 416*u^37 + 2051*u^36 - 6536*u^35 + 15441*u^34 - 30421*u^33 + 53920*u^32 - 84434*u^31 + 117019*u^30 - 147150*u^29 + 162829*u^28 - 161269*u^27 + 137805*u^26 - 111011*u^25 + 55296*u^24 - 37191*u^23 + 7852*u^22 - 8002*u^21 - 40379*u^20 - 10655*u^19 - 29753*u^18 - 34704*u^17 - 37097*u^16 - 31627*u^15 - 31318*u^14 - 25743*u^13 - 18324*u^12 - 13057*u^11 - 8731*u^10 - 5073*u^9 - 2688*u^8 - 1467*u^7 - 707*u^6 - 273*u^5 - 116*u^4 - 41*u^3 - 13*u^2 - 2*u - 1)*v^7 - u^20*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^3*(u^39 - 10*u^38 + 21*u^37 - 33*u^36 + 29*u^35 + 239*u^34 - 1096*u^33 + 3286*u^32 - 8184*u^31 + 17312*u^30 - 30939*u^29 + 50012*u^28 - 73353*u^27 + 90085*u^26 - 100105*u^25 + 93706*u^24 - 82757*u^23 + 36452*u^22 -25443*u^21 - 10694*u^20 - 11045*u^19 - 21669*u^18 - 18713*u^17 - 22292*u^16 - 23741*u^15 - 22945*u^14 - 20734*u^13 - 15942*u^12 - 12664*u^11 - 8050*u^10 - 5159*u^9 - 2917*u^8 - 1662*u^7 - 699*u^6 - 338*u^5 - 138*u^4 - 49*u^3 - 13*u^2 - 4*u - 1)*v^6 + 2*u^23*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^3*(u^33 - 3*u^32 - 2*u^31 + 15*u^30 - 82*u^29 + 314*u^28 - 822*u^27 + 1781*u^26 - 3468*u^25 + 6102*u^24 - 8657*u^23 + 11265*u^22 - 12012*u^21 + 11876*u^20 - 6860*u^19 + 4296*u^18 + 3921*u^17 - 669*u^16 + 2704*u^15 + 2901*u^14 + 2184*u^13 + 2407*u^12 + 2511*u^11 + 1962*u^10 + 1292*u^9 + 1031*u^8 + 583*u^7 + 301*u^6 + 147*u^5 + 84*u^4 + 24*u^3 + 9*u^2 + 3*u + 1)*v^5 - u^26*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^3*(u^27 + u^26 - 19*u^25 + 68*u^24 - 215*u^23 + 536*u^22 - 1188*u^21 + 2068*u^20 - 3309*u^19 + 4141*u^18 - 4555*u^17 + 4055*u^16 - 2627*u^15 - 1948*u^14 + 1983*u^13 - 1356*u^12 - 788*u^11 - 220*u^10 - 630*u^9 - 747*u^8 - 391*u^7 - 254*u^6 - 208*u^5 - 102*u^4 - 32*u^3 - 14*u^2 - 8*u - 1)*v^4 + 2*u^30*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^3*(2*u^19 - 8*u^18 + 25*u^17 - 62*u^16 + 136*u^15 - 206*u^14 + 246*u^13 - 364*u^12 + 253*u^11 + 85*u^10 - 314*u^9 + 136*u^8 - 13*u^7 - 49*u^6 + 28*u^5 + 32*u^4 + 5*u^3 + 6*u^2 + 5*u + 2)*v^3 - u^33*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^3*(2*u^13 - 9*u^12 + 17*u^11 - 21*u^10 + 66*u^9 - 42*u^8 + 10*u^7 + 113*u^6 - 34*u^5 + 22*u^4 + 24*u^3 - 3*u^2 - 2*u + 1)*v^2 - 2*u^36*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^3*(u^6 + u^4 + 7*u^3 - u^2 + u + 1)*v - u^39*(u^4 - 3*u^3 + 4*u^2 - 2*u + 1)^3; 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];