N:=72; X := u^6*(u + 1)^3*(u^2 + u + 1)^2*(u^3 + 3*u^2 - 1)^4*v^32 + 16*u^6*(u + 1)^3*(u^2 + u + 1)^2*(u^3 + 3*u^2 - 1)^4*v^31 + 112*u^6*(u + 1)^3*(u^2 + u + 1)^2*(u^3 + 3*u^2 - 1)^4*v^30 + 456*u^6*(u + 1)^3*(u^2 + u + 1)^2*(u^3 + 3*u^2 - 1)^4*v^29 + u*(u + 1)*(u^2 + u + 1)*(u^3 + 3*u^2 - 1)^3*(u^19 + 13*u^18 + 76*u^17 + 267*u^16 + 626*u^15 + 1030*u^14 + 1224*u^13 + 2271*u^12 + 7955*u^11 + 16122*u^10 + 17148*u^9 + 8534*u^8 - 1244*u^7 - 3690*u^6 - 1252*u^5 - 20*u^4 - 7*u^3 + u^2 + 3*u + 1)*v^28 + 4*u*(u + 1)*(u^2 + u + 1)*(u^3 + 3*u^2 - 1)^3*(3*u^19 + 39*u^18 + 228*u^17 + 801*u^16 + 1878*u^15 + 3095*u^14 + 3698*u^13 + 3799*u^12 + 5499*u^11 + 8465*u^10 + 8437*u^9 + 4095*u^8 - 649*u^7 - 1841*u^6 - 680*u^5 - 60*u^4 - 21*u^3 + 3*u^2 + 9*u + 3)*v^27 + 2*u*(u + 1)*(u^2 + u + 1)*(u^3 + 3*u^2 - 1)^3*(31*u^19 + 403*u^18 + 2356*u^17 + 8277*u^16 + 19406*u^15 + 32065*u^14 + 38646*u^13 + 36005*u^12 + 32615*u^11 + 33221*u^10 + 28147*u^9 + 12739*u^8 - 2305*u^7 - 6153*u^6 - 2742*u^5 - 620*u^4 - 217*u^3 + 31*u^2 + 93*u + 31)*v^26 + 8*u*(u + 1)*(u^2 + u + 1)*(u^3 + 3*u^2 - 1)^3*(23*u^19 + 299*u^18 + 1748*u^17 + 6141*u^16 + 14398*u^15 + 23880*u^14 + 29140*u^13 + 27091*u^12 + 21397*u^11 + 16638*u^10 + 11598*u^9 + 4746*u^8 - 848*u^7 - 2338*u^6 - 1298*u^5 - 460*u^4 - 161*u^3 + 23*u^2 + 69*u+ 23)*v^25 + (u^3 + 3*u^2 - 1)^2*(u^30 + 18*u^29 + 158*u^28 + 905*u^27 + 4139*u^26 + 18608*u^25 + 84456*u^24 + 335756*u^23 + 1059725*u^22 + 2588505*u^21 + 4916495*u^20 + 7340433*u^19 + 8693950*u^18 + 8243744*u^17 + 6339538*u^16 + 3986262*u^15 + 1925192*u^14 + 378135*u^13 - 571407*u^12 - 843016*u^11 - 600778*u^10 - 234167*u^9 - 14194*u^8 + 47601*u^7 + 41529*u^6 + 21563*u^5 + 4768*u^4 - 2203*u^3 - 1786*u^2 - 358*u - 1)*v^24 + 4*(u^3 + 3*u^2 - 1)^2*(2*u^30 + 36*u^29 + 321*u^28 + 1896*u^27 + 8384*u^26 + 30143*u^25 + 93802*u^24 + 259703*u^23 + 631319*u^22 + 1306446*u^21 + 2246486*u^20 + 3170265*u^19 + 3650210*u^18 + 3418328*u^17 + 2593426*u^16 + 1561000*u^15 + 661493*u^14 + 43695*u^13 - 269250*u^12 - 316516*u^11 - 206515*u^10 - 76221*u^9 - 2113*u^8 + 18492*u^7 + 15346*u^6 + 7352*u^5 + 1342*u^4 - 869*u^3 - 631*u^2 - 128*u - 2)*v^23 + 2*(u^3 + 3*u^2 - 1)^2*(14*u^30 + 250*u^29 + 2265*u^28 + 13892*u^27 + 63913*u^26 + 231801*u^25 + 684771*u^24 + 1687928*u^23 + 3523281*u^22 + 6256263*u^21 + 9427421*u^20 + 11986652*u^19 + 12758660*u^18 + 11243690*u^17 + 8042944*u^16 + 4425293*u^15 + 1480348*u^14 - 324366*u^13 - 1033269*u^12 - 963898*u^11 - 551044*u^10 - 169697*u^9 + 22911*u^8 + 63794*u^7 + 43150*u^6 + 16653*u^5 + 1602*u^4 - 2441*u^3 - 1460*u^2 - 307*u - 14)*v^22 + 4*(u^3 + 3*u^2 - 1)^2*(14*u^30 + 248*u^29 + 2308*u^28 + 14942*u^27 + 73057*u^26 + 278220*u^25 + 842104*u^24 + 2063148*u^23 + 4157281*u^22 + 6971737*u^21 + 9801471*u^20 + 11588366*u^19 + 11504788*u^18 + 9509541*u^17 + 6392564*u^16 + 3255823*u^15 + 898651*u^14 - 419618*u^13 - 845830*u^12 - 714516*u^11 - 383428*u^10 - 107218*u^9 + 25322*u^8 + 48934*u^7 + 29848*u^6 + 9701*u^5 + 286*u^4 - 1448*u^3 - 743*u^2 - 167*u - 14)*v^21 + (u^3 + 3*u^2 - 1)*(4*u^35 + 77*u^34 + 778*u^33 + 5624*u^32 + 33733*u^31 + 181286*u^30 + 868646*u^29 + 3543434*u^28 + 11888317*u^27 + 32425230*u^26 + 72031234*u^25 + 131151010*u^24 + 196813204*u^23 + 243954407*u^22 + 248909399*u^21+ 206188456*u^20 + 133319698*u^19 + 58846376*u^18 + 4690685*u^17 - 22528633*u^16 - 28055727*u^15 - 21281754*u^14 - 10765855*u^13 - 2288244*u^12 + 1862145*u^11 + 2415030*u^10 + 1393958*u^9 + 380538*u^8 - 84260*u^7- 138263*u^6 - 63291*u^5 - 10655*u^4 + 3104*u^3 + 2334*u^2 + 621*u + 70)*v^20 + 4*(u^3 + 3*u^2 - 1)*(7*u^35 + 132*u^34 + 1202*u^33 + 7143*u^32 + 32108*u^31 + 123063*u^30 + 440697*u^29 + 1496602*u^28 + 4579733*u^27 + 11972331*u^26 + 26010208*u^25 + 46551533*u^24 + 68542379*u^23 + 82941606*u^22 + 82061879*u^21 + 65378735*u^20 + 40186333*u^19 + 16358067*u^18 + 308821*u^17 - 6964328*u^16 - 7889968*u^15 - 5634237*u^14 - 2696944*u^13 - 526698*u^12 + 462165*u^11 + 573011*u^10 + 327977*u^9 + 92356*u^8 - 15860*u^7 - 29667*u^6 -13718*u^5 - 2518*u^4 + 409*u^3 + 379*u^2 + 110*u + 14)*v^19 + 2*(u^3 + 3*u^2 - 1)*(39*u^35 + 688*u^34 + 5760*u^33 + 30816*u^32 + 121090*u^31 + 393488*u^30 + 1202214*u^29 + 3712130*u^28 + 11060194*u^27 + 29118031*u^26 + 64213764*u^25 + 116355996*u^24 + 172419107*u^23 + 208403236*u^22 + 203915981*u^21 + 158064388*u^20 + 91171039*u^19 + 30197639*u^18 - 7998322*u^17 - 22021408*u^16 - 20121146*u^15 - 12041417*u^14 - 4447987*u^13 - 46645*u^12 + 1354177*u^11 + 1139386*u^10 + 534727*u^9 + 115884*u^8 -39840*u^7 - 47878*u^6 - 20229*u^5 - 3721*u^4 + 360*u^3 + 400*u^2 + 113*u + 14)*v^18 + 4*(u^3 + 3*u^2 - 1)*(25*u^35 + 352*u^34 + 2049*u^33 + 5331*u^32 - 3039*u^31 - 72042*u^30 - 229583*u^29 - 81505*u^28 + 2146271*u^27 + 10462260*u^26 + 29887654*u^25 + 61819473*u^24 + 98777513*u^23 + 124998504*u^22 + 125767943*u^21 + 98740897*u^20 + 56346438*u^19 + 16717879*u^18 - 7999947*u^17 - 16278747*u^16 - 13808011*u^15 - 7624824*u^14 - 2399965*u^13 + 294483*u^12 + 946941*u^11 + 670448*u^10 + 271048*u^9 + 43709*u^8 - 23885*u^7 - 21404*u^6 - 8057*u^5 - 1424*u^4 + 79*u^3 + 103*u^2 + 23*u + 2)*v^17 - (u^42 + 26*u^41 + 320*u^40 + 2500*u^39 + 13957*u^38 + 60188*u^37 + 218800*u^36 + 744180*u^35 + 2513165*u^34 + 8093820*u^33 + 22783573*u^32 + 51905767*u^31 + 87845827*u^30 + 86921967*u^29 - 41095411*u^28 - 390020795*u^27 - 954185215*u^26 - 1547136019*u^25 - 1863213580*u^24 - 1688199486*u^23 - 1083212372*u^22 - 351904266*u^21 + 185347979*u^20 + 393735308*u^19 + 343251472*u^18 + 188806450*u^17 + 51954053*u^16 - 20263290*u^15 - 36285633*u^14 - 24782173*u^13 - 9492503*u^12 - 616056*u^11 + 1854618*u^10 + 1359137*u^9 + 474555*u^8 + 40842*u^7 - 45114*u^6 - 25041*u^5 - 5850*u^4 - 267*u^3 + 186*u^2 + 36*u + 1)*v^16 - 4*u*(u + 1)*(2*u^40 + 50*u^39 + 591*u^38 + 4428*u^37 + 23738*u^36 + 97581*u^35 + 323813*u^34 + 909662*u^33 + 2263345*u^32 + 5145820*u^31 + 10696966*u^30 + 19636218*u^29 + 29763677*u^28 + 32612088*u^27 + 13817126*u^26 - 37447009*u^25 - 113161331*u^24 - 181043770*u^23 - 202408220*u^22 - 162712435*u^21 - 84916857*u^20 - 10671716*u^19 + 31129115*u^18 + 38457588*u^17 + 26554562*u^16 + 11397909*u^15 + 1249737*u^14 - 2755576*u^13 - 2834248*u^12 - 1547462*u^11 - 438560*u^10 + 63164*u^9 + 138880*u^8 + 73032*u^7 + 18147*u^6 - 639*u^5 - 2238*u^4 - 805*u^3 - 109*u^2 + 8*u + 3)*v^15 - 2*u*(u + 1)*(14*u^40 + 348*u^39 + 4101*u^38 + 30712*u^37 + 164896*u^36 + 677868*u^35 + 2225157*u^34 + 6015964*u^33 + 13747661*u^32 + 27167779*u^31 + 47258184*u^30 + 72760758*u^29 + 97292571*u^28 + 105747586*u^27 + 75508273*u^26 - 9726591*u^25 - 136906724*u^24 - 254598743*u^23 - 300074362*u^22 - 247931618*u^21 - 132904428*u^20 - 20932234*u^19 + 41627711*u^18 + 51626179*u^17 + 33672410*u^16 + 12682307*u^15 + 143633*u^14 - 3823599*u^13 - 3263178*u^12 - 1607299*u^11 - 419179*u^10 + 67120*u^9 + 132640*u^8 + 70438*u^7 + 19937*u^6 + 1672*u^5 - 1097*u^4 - 517*u^3 - 92*u^2 - 2*u + 1)*v^14 - 4*u^3*(u + 1)^3*(14*u^36 + 317*u^35 + 3398*u^34 + 23175*u^33 + 113560*u^32 + 426596*u^31 + 1278598*u^30 + 3144414*u^29 + 6486299*u^28 + 11428455*u^27 + 17425400*u^26 + 23033102*u^25 + 25758141*u^24 + 22288623*u^23 + 10107160*u^22 - 9316622*u^21 - 28640714*u^20 - 38059759*u^19 - 32839739*u^18 - 17583162*u^17 - 2206540*u^16 + 6111559*u^15 + 6886105*u^14 + 3934906*u^13 + 990542*u^12 - 444463*u^11 - 641080*u^10 - 366078*u^9 - 109648*u^8 + 4158*u^7 + 23519*u^6 + 13084*u^5 + 3743*u^4 + 374*u^3 - 126*u^2 - 51*u - 6)*v^13 - u^2*(u + 1)^2*(u^40 + 21*u^39 + 282*u^38 + 3030*u^37 + 25088*u^36 + 157833*u^35 + 770390*u^34 + 2997937*u^33 + 9524253*u^32 + 25188011*u^31 + 56356049*u^30 + 108103941*u^29 + 179503348*u^28 + 258885882*u^27 + 321629507*u^26 + 333535077*u^25 + 263969726*u^24 + 109210511*u^23 - 88092629*u^22 - 248929956*u^21 - 304546320*u^20 - 245363118*u^19 - 125321039*u^18 - 16984722*u^17 + 38305027*u^16 + 43790454*u^15 + 25916785*u^14 + 7873058*u^13 - 1312135*u^12 - 3117717*u^11 - 1932021*u^10 - 633097*u^9 - 29510*u^8 + 88242*u^7 + 51282*u^6 + 14376*u^5 + 1407*u^4 - 397*u^3 - 132*u^2 - 7*u + 1)*v^12 - 4*u^3*(u + 1)^3*(u^2 + u + 1)*(2*u^36 + 39*u^35 + 377*u^34 + 2474*u^33 + 12580*u^32 + 52890*u^31 + 189190*u^30 + 580191*u^29 + 1523418*u^28 + 3418581*u^27 + 6561208*u^26 + 10794011*u^25 + 15216458*u^24 + 18201168*u^23 + 17851611*u^22 + 12931744*u^21 + 4086523*u^20 - 5563561*u^19 - 11786864*u^18 - 12207623*u^17 - 8078344*u^16 - 2884031*u^15 + 576821*u^14 + 1674619*u^13 + 1309962*u^12 + 591362*u^11 + 106669*u^10 - 67526*u^9 - 69863*u^8 - 31113*u^7 - 6368*u^6 + 1020*u^5 + 1187*u^4 + 361*u^3 + 33*u^2 - 6*u - 1)*v^11 - 2*u^4*(u + 1)^4*(u^2 + u + 1)*(14*u^34 + 261*u^33 + 2334*u^32 + 13526*u^31 + 57805*u^30 + 196377*u^29 + 557207*u^28 + 1361992*u^27 + 2909108*u^26 + 5439461*u^25 + 8865036*u^24 + 12514432*u^23 + 15168992*u^22 + 15499953*u^21 + 12698434*u^20 + 7025540*u^19 + 94305*u^18 - 5539293*u^17 - 7786416*u^16 - 6508418*u^15 - 3477411*u^14 - 787619*u^13 + 568271*u^12 + 789958*u^11 + 514997*u^10 + 209544*u^9 + 37588*u^8 - 17182*u^7 - 17863*u^6 - 7840*u^5 - 1832*u^4- 39*u^3 + 115*u^2 + 30*u + 2)*v^10 - 4*u^5*(u + 1)^5*(u^2 + u + 1)*(14*u^32 + 245*u^31 + 2045*u^30 + 10963*u^29 + 42752*u^28 + 130019*u^27 + 322764*u^26 + 674976*u^25 + 1212724*u^24 + 1888602*u^23 + 2550067*u^22 + 2967600*u^21 + 2936990*u^20 + 2392283*u^19 + 1442826*u^18 + 335170*u^17 - 607107*u^16 - 1091950*u^15 - 1031765*u^14 - 622872*u^13 - 191772*u^12 + 52383*u^11 + 106827*u^10 + 72476*u^9 + 30305*u^8 + 7257*u^7 - 126*u^6 - 969*u^5 - 483*u^4 - 146*u^3 - 33*u^2 - 7*u - 1)*v^9 + u^5*(u + 1)^5*(u^2 + u + 1)*(u^33 - 55*u^32 - 1090*u^31 - 9301*u^30 - 49814*u^29 - 191783*u^28 - 569588*u^27 - 1364570*u^26 - 2722712*u^25 - 4632520*u^24 - 6831780*u^23 - 8816151*u^22 - 9980400*u^21 - 9841684*u^20 - 8230926*u^19 - 5382634*u^18 - 1950085*u^17 + 1088798*u^16 + 2802905*u^15 + 2876842*u^14 + 1846106*u^13 + 651583*u^12 - 68801*u^11 - 257996*u^10 - 179668*u^9 - 68427*u^8 - 9732*u^7 + 5041*u^6 + 3576*u^5 + 863*u^4 - 54*u^3 - 79*u^2 - 11*u + 1)*v^8 + 4*u^6*(u + 1)^6*(u^2 + u + 1)^2*(u^29 - u^28 - 124*u^27 - 1101*u^26 - 5389*u^25 - 18118*u^24 - 45809*u^23 - 92296*u^22 - 155708*u^21 - 229741*u^20 - 305313*u^19 - 367587*u^18 - 392471*u^17 - 353739*u^16 - 244302*u^15 - 94879*u^14 + 34846*u^13 +95960*u^12 + 86881*u^11 + 46029*u^10 + 11546*u^9 - 3622*u^8 - 5357*u^7 - 2777*u^6 - 693*u^5 + 63*u^4 + 117*u^3 + 35*u^2 + u - 1)*v^7 + 2*u^7*(u + 1)^7*(u^2 + u + 1)^2*(3*u^27 + 22*u^26 + 16*u^25 - 497*u^24 - 3352*u^23 - 12443*u^22 - 32457*u^21 - 66049*u^20 - 113182*u^19 - 172484*u^18 - 238505*u^17 - 294389*u^16 - 311824*u^15 - 268945*u^14 - 173541*u^13 - 64652*u^12 + 13837*u^11 + 43645*u^10 + 37553*u^9 + 19768*u^8 + 6154*u^7 + 123*u^6 - 1135*u^5 - 727*u^4 - 223*u^3 - 15*u^2 + 12*u + 3)*v^6 + 4*u^8*(u + 1)^8*(u^2 + u + 1)^3*(u^23 + 8*u^22 + 14*u^21 - 108*u^20 - 806*u^19 - 2766*u^18 - 6202*u^17 - 10348*u^16 - 14018*u^15 - 16307*u^14 - 16644*u^13 - 14617*u^12 - 10374*u^11 - 5247*u^10 - 1097*u^9 + 984*u^8 + 1247*u^7 + 755*u^6 + 321*u^5+ 98*u^4 + 5*u^3 - 13*u^2 - 6*u - 1)*v^5 + u^9*(u + 1)^9*(u^2 + u + 1)^3*(u^21 + 9*u^20 - 31*u^19 - 601*u^18 - 3045*u^17 - 8752*u^16 - 16862*u^15 - 23543*u^14 - 24835*u^13 - 20434*u^12 - 13792*u^11 - 8235*u^10 - 4523*u^9 - 1922*u^8 - 196*u^7 + 450*u^6 + 339*u^5 + 146*u^4 + 73*u^3 + 32*u^2 + 8*u + 1)*v^4 + 4*u^13*(u + 1)^10*(u^2 + u + 1)^4*(u^13 - 8*u^12 - 89*u^11 - 318*u^10 - 623*u^9 - 767*u^8 - 609*u^7 - 294*u^6 - 83*u^5 - 34*u^4 - 31*u^3 - 6*u^2 + 6*u + 2)*v^3 + 2*u^14*(u + 1)^11*(u^2 + u + 1)^5*(3*u^9 - 2*u^8 - 47*u^7 - 107*u^6 - 109*u^5 - 51*u^4 - 4*u - 1)*v^2 + 4*u^17*(u + 1)^12*(u^2 + u + 1)^6*(u^3 - 3*u - 1)*v + u^19*(u + 1)^13*(u^2 + u + 1)^6; G:=-1/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];