N:=91; X:=u^33*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)^2*v^84 + u^31*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(u^13 - u^12 + u^11 - 5*u^10 + 8*u^9 - 39*u^8 + 32*u^7 - 32*u^6 + 25*u^5 - 25*u^4 + 21*u^3 - 18*u^2 - 6*u - 1)*v^83 - u^30*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(4*u^16 - 7*u^15 + 38*u^14 - 33*u^13 + 43*u^12 - 178*u^11 + 257*u^10 - 692*u^9 + 451*u^8 - 450*u^7 + 249*u^6 - 288*u^5 + 167*u^4 - 116*u^3 - 141*u^2 - 20*u - 17)*v^82 + u^23*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(2*u^25 - 11*u^24 + 153*u^23 - 232*u^22 + 665*u^21 - 510*u^20 + 849*u^19 - 2993*u^18 + 3984*u^17 - 7684*u^16 + 3829*u^15 - 3858*u^14 + 1105*u^13 - 2151*u^12 + 402*u^11 - 190*u^10 - 1651*u^9 - 87*u^8 - 399*u^7 - 25*u^6 - 9*u^5 - 25*u^3 - 25*u^2 - 9*u - 1)*v^81 - u^21*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(u^29 + 5*u^28 + 78*u^27 - 393*u^26 + 2739*u^25 - 3660*u^24 + 7299*u^23 - 5163*u^22 + 10775*u^21 - 32403*u^20 + 40701*u^19 - 62237*u^18 + 23827*u^17 - 24440*u^16 - 191*u^15 - 12838*u^14 - 3350*u^13 + 1133*u^12 - 12898*u^11 + 424*u^10 - 4423*u^9 - 492*u^8 - 429*u^7 - 69*u^6 - 338*u^5 - 474*u^4 - 306*u^3 - 99*u^2 - 16*u - 1)*v^80 - u^20*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(u^35 - u^34 + u^33 - 3*u^31 - 5*u^30 - 180*u^29 - 1486*u^28 + 6761*u^27 - 31014*u^26 + 37212*u^25 - 58254*u^24 + 41510*u^23 - 101445*u^22 + 259309*u^21 - 314270*u^20 + 404296*u^19 - 134010*u^18 + 135102*u^17 + 29726*u^16 + 71314*u^15 + 37390*u^14 - 941*u^13 + 73947*u^12 - 3094*u^11 + 31204*u^10 + 5357*u^9 + 7260*u^8 + 2051*u^7 + 2696*u^6 + 4023*u^5 + 3074*u^4 + 1512*u^3 + 562*u^2 + 141*u + 14)*v^79 - u^15*(3*u^47 - 44*u^46 + 82*u^45 - 115*u^44 + 101*u^43 + 88*u^42 - 613*u^41 + 3492*u^40 + 15013*u^39 - 89748*u^38 + 342552*u^37 - 620824*u^36 + 992568*u^35 - 1288246*u^34 + 2046137*u^33 - 3680988*u^32 + 5569426*u^31 -7534423*u^30 + 8024009*u^29 - 8360367*u^28 + 7899123*u^27 - 7526268*u^26 + 5686412*u^25 - 3795449*u^24 + 1253074*u^23 - 506129*u^22 - 359629*u^21 + 150794*u^20 - 597412*u^19 + 388835*u^18 - 481763*u^17 + 132618*u^16 - 170664*u^15 + 2125*u^14 - 49903*u^13 - 16162*u^12 - 6167*u^11 - 14601*u^10 - 9983*u^9 - 7089*u^8 - 3645*u^7 - 1339*u^6 - 219*u^5 - 41*u^4 + 2*u^3 + 18*u^2 + 8*u + 1)*v^78 - u^13*(3*u^51 - 3*u^50 - 111*u^49 + 906*u^48 - 1605*u^47 + 2159*u^46 - 1613*u^45 - 3030*u^44 + 15960*u^43 - 43395*u^42 - 124696*u^41 + 720259*u^40 - 2311836*u^39 + 3951856*u^38 - 5950827*u^37 + 7814902*u^36 - 12380798*u^35 + 20926896*u^34 - 30515816*u^33 + 39349357*u^32 - 41853257*u^31 + 43231655*u^30 - 41039680*u^29 + 38361972*u^28 - 29091159*u^27 + 19515978*u^26 - 7950051*u^25 + 4118349*u^24 - 137738*u^23 + 745774*u^22 + 1478069*u^21 - 786837*u^20 + 1528784*u^19 - 270988*u^18 + 651848*u^17 + 4247*u^16 + 284775*u^15 + 88846*u^14 + 47063*u^13 + 85533*u^12 + 32418*u^11 + 34424*u^10 + 14399*u^9 + 6876*u^8 + 1597*u^7 + 182*u^6 - 169*u^5 - 303*u^4 - 230*u^3 - 85*u^2 - 15*u - 1)*v^77 - u^12*(9*u^53 - 134*u^52 + 136*u^51 + 1943*u^50 - 11761*u^49 + 20327*u^48 - 26950*u^47 + 16815*u^46 + 49198*u^45 - 208994*u^44 + 387865*u^43 + 774863*u^42 - 4395851*u^41 + 12426215*u^40 - 20270539*u^39 + 29414760*u^38 - 39253737*u^37 + 61582506*u^36 - 98884472*u^35 + 139353849*u^34 - 173057075*u^33 + 183911280*u^32 - 188402410*u^31 + 179732196*u^30 - 165373835*u^29 + 126139225*u^28 - 84807279*u^27 + 39625088*u^26 - 22603669*u^25 + 7186177*u^24 - 7469848*u^23 - 1752047*u^22 + 434112*u^21 - 3814473*u^20 - 27106*u^19 - 1875306*u^18 - 131259*u^17 - 1196696*u^16 - 295635*u^15 - 252930*u^14 - 350631*u^13 - 67908*u^12 - 136232*u^11 - 19543*u^10 - 23274*u^9 - 3547*u^8 + 2474*u^7 + 1916*u^6 + 2911*u^5 + 2425*u^4 + 1115*u^3 + 452*u^2 + 127*u + 14)*v^76 - u^10*(3*u^57 + 3*u^56 - 360*u^55 + 2812*u^54 - 2851*u^53 - 21392*u^52 + 109273*u^51 - 189649*u^50 + 252519*u^49 - 132263*u^48 - 504569*u^47 + 1826251*u^46 - 2726839*u^45 - 3507825*u^44 + 20803853*u^43 - 53754313*u^42 + 84255515*u^41 - 119120619*u^40 + 160850810*u^39 - 249828586*u^38 + 386162199*u^37 - 528163195*u^36 + 635922471*u^35 - 672199712*u^34 + 682252724*u^33 - 652632780*u^32 + 592371029*u^31 - 451710734*u^30 + 300735154*u^29 - 150080514*u^28 + 88444213*u^27 - 39643816*u^26 + 33571463*u^25 - 1629841*u^24 + 1214879*u^23 + 9348776*u^22 + 1331966*u^21 + 4393528*u^20 + 583805*u^19 + 3898222*u^18 + 581529*u^17 + 954554*u^16 + 973846*u^15 + 81706*u^14 + 398472*u^13 - 94496*u^12 + 60648*u^11 - 27800*u^10 - 29919*u^9 - 12713*u^8 - 19996*u^7 - 14560*u^6 - 7627*u^5 - 4245*u^4 - 1391*u^3 - 289*u^2 - 60*u - 7)*v^75 - u^9*(9*u^59 - 136*u^58 - 91*u^57 + 6828*u^56 - 37197*u^55 + 37948*u^54 + 164445*u^53 - 778307*u^52 + 1391385*u^51 - 1867335*u^50 + 838389*u^49 + 3702650*u^48 - 11897036*u^47 + 15933668*u^46 + 10193827*u^45 - 76029453*u^44 + 185993079*u^43 - 280743216*u^42 + 387918809*u^41 - 528036410*u^40 + 819327197*u^39 - 1237904061*u^38 + 1653986615*u^37 - 1940010590*u^36 + 2031050442*u^35 - 2043642107*u^34 + 1958765502*u^33 - 1758461204*u^32 + 1330888212*u^31 - 866768154*u^30 + 440926739*u^29 - 264642029*u^28 + 140506635*u^27 - 106645138*u^26 + 10581817*u^25 + 4993648*u^24 - 30094161*u^23 + 823594*u^22 - 10795911*u^21 - 57931*u^20 - 10556842*u^19 - 121767*u^18 - 2551690*u^17 - 1781497*u^16 - 35699*u^15 - 677878*u^14 + 681335*u^13 - 103301*u^12 + 279234*u^11 + 162254*u^10 + 71710*u^9 + 100661*u^8 + 60843*u^7 + 37157*u^6 + 22183*u^5 + 7936*u^4+ 2904*u^3 + 926*u^2 + 141*u + 7)*v^74 - u^7*(u^63 + 7*u^62 - 379*u^61 + 2906*u^60 + 1318*u^59 - 82176*u^58 + 351712*u^57 - 369521*u^56 - 909886*u^55 + 4407206*u^54 - 8260024*u^53 + 11075633*u^52 - 4315500*u^51 - 20933657*u^50 + 61506620*u^49 - 79335142*u^48 - 6628104*u^47 + 207408337*u^46 - 502805975*u^45 + 728520860*u^44 - 982496716*u^43 + 1355248296*u^42 - 2150211790*u^41 + 3240460857*u^40 - 4270442964*u^39 + 4899239150*u^38 - 5071589882*u^37 + 5076518004*u^36 - 4889444442*u^35 + 4359000808*u^34 - 3253919609*u^33 + 2049469458*u^32 - 1034440877*u^31 + 647202884*u^30 - 400091711*u^29 + 285843563*u^28 - 20236353*u^27 - 61328189*u^26 + 113505993*u^25 - 32719936*u^24 + 35907331*u^23 - 10507821*u^22 + 26943039*u^21 - 4223687*u^20 + 4877772*u^19 + 1911875*u^18 - 26468*u^17 - 133785*u^16 - 2330600*u^15 - 93534*u^14 - 1323890*u^13 - 613551*u^12 - 358494*u^11 - 387432*u^10 - 213177*u^9 - 150518*u^8 - 83028*u^7 - 34460*u^6 - 18358*u^5 - 7058*u^4 - 1810*u^3 - 436*u^2 - 83*u - 7)*v^73 - u^7*(3*u^64 - 47*u^63 - 261*u^62 + 7491*u^61 - 38991*u^60 - 11980*u^59 + 707459*u^58 - 2554677*u^57 + 2841023*u^56 + 3471213*u^55 - 20126280*u^54 + 40013470*u^53 - 52911943*u^52 + 17539681*u^51 + 96018978*u^50 - 262484969*u^49 + 337758114*u^48 - 114972798*u^47 - 375577958*u^46 + 998418640*u^45 - 1366016089*u^44 + 1790207556*u^43 - 2585530716*u^42 + 4438398513*u^41 - 6896355993*u^40 + 9093307782*u^39 - 10249027537*u^38 + 10511304591*u^37 - 10543777223*u^36 + 10288872029*u^35 - 9158424474*u^34 + 6705621548*u^33 - 4034200551*u^32 + 2006445728*u^31 - 1397236124*u^30 + 1047581306*u^29 - 740029561*u^28 + 35593869*u^27 + 274966689*u^26- 388678611*u^25 + 178363005*u^24 - 132790402*u^23 + 62079472*u^22 - 72245087*u^21 + 20544745*u^20 - 6470935*u^19 - 915176*u^18 + 168822*u^17 + 4908046*u^16 + 5466405*u^15 + 1534892*u^14 + 4444160*u^13 + 1985518*u^12 + 1491883*u^11 + 1249396*u^10 + 740914*u^9 + 537737*u^8 + 272104*u^7 + 139562*u^6 + 83335*u^5 + 36205*u^4 + 14253*u^3 + 4780*u^2 + 923*u + 70)*v^72 - u^4*(3*u^68 - 141*u^67 + 1073*u^66 + 4658*u^65 - 93225*u^64 + 371386*u^63 + 68478*u^62 - 4639918*u^61 + 14907453*u^60 - 17871274*u^59 - 6900353*u^58 + 74093452*u^57 - 158416732*u^56 + 204402369*u^55 - 53354892*u^54 -370900089*u^53 + 947484415*u^52 - 1223449426*u^51 + 764907840*u^50 + 191333356*u^49 - 1152463398*u^48 + 1346888111*u^47 - 1690324835*u^46 + 3100581957*u^45 - 6930118832*u^44 + 11876426583*u^43 - 16030639606*u^42 + 17861530069*u^41 - 18266504284*u^40 + 18595081846*u^39 - 18638080064*u^38 + 16642829144*u^37 - 11861732723*u^36 + 6696034978*u^35 - 3348869750*u^34 + 2879998454*u^33 - 2701317659*u^32 + 1938600249*u^31 - 145540724*u^30 - 853710167*u^29 + 1130161049*u^28 - 649880718*u^27 + 433312647*u^26 - 239271413*u^25 + 195730018*u^24 - 67951900*u^23 + 1893469*u^22 + 1463647*u^21 - 2874942*u^20 - 19224678*u^19 - 10374812*u^18 -7000963*u^17 - 12380426*u^16 - 6124972*u^15 - 5161436*u^14 - 3754463*u^13 - 2590399*u^12 - 1711015*u^11 - 889583*u^10 - 531288*u^9 - 296405*u^8 - 143369*u^7 - 73131*u^6 - 26916*u^5 - 5541*u^4 - 597*u^3 - 42*u^2 -7*u - 1)*v^71 + u^2*(2*u^71 + 122*u^70 - 3031*u^69 + 15391*u^68 + 53652*u^67 - 827564*u^66 + 2704369*u^65 + 121842*u^64 - 23984401*u^63 + 71729898*u^62 - 92887026*u^61 + 14122795*u^60 + 218082127*u^59 - 514964357*u^58 + 644673772*u^57 - 107569120*u^56 - 1235539105*u^55 + 2933099216*u^54 - 3753838437*u^53 + 2973066045*u^52 - 1498033319*u^51 + 708443851*u^50 - 1820772963*u^49 + 2368439602*u^48 - 83776876*u^47 - 7280428856*u^46 + 16485458054*u^45 - 23692357263*u^44 + 26344238063*u^43 - 27177569517*u^42 + 28589860775*u^41 - 29865930203*u^40 + 26690020726*u^39 - 18177025765*u^38 + 9268398201*u^37 - 4917163146*u^36 + 5873903891*u^35 - 6730010339*u^34 + 4892696026*u^33 - 620059560*u^32 - 2179701353*u^31 + 2868348599*u^30 - 1918392068*u^29 + 1209142681*u^28 - 750371178*u^27 + 490567097*u^26 - 196585389*u^25 - 28978379*u^24 + 7878476*u^23 - 22793761*u^22 - 55926294*u^21 - 20186002*u^20 - 24081717*u^19 - 31596771*u^18 - 17887469*u^17 - 15256795*u^16 - 10946543*u^15 - 8183620*u^14 - 4844751*u^13 - 2851084*u^12 - 1746695*u^11 - 872568*u^10 - 466288*u^9- 263134*u^8 - 100486*u^7 - 24263*u^6 - 3644*u^5 - 391*u^4 - 75*u^3 - 22*u^2 - 7*u - 1)*v^70 + u^2*(12*u^72 - 124*u^71 - 2268*u^70 + 40150*u^69 - 154237*u^68 - 451083*u^67 + 5626397*u^66 - 15866668*u^65 + 2147524*u^64 + 99225839*u^63 - 288098052*u^62 + 398366686*u^61 - 188970748*u^60 - 509615763*u^59 + 1397947464*u^58 - 1696061083*u^57 + 73270753*u^56 + 3586163780*u^55 - 7841203481*u^54 + 9737100901*u^53 - 8452459330*u^52 + 6678437836*u^51 - 7655581396*u^50 + 12532863165*u^49 - 15363761178*u^48 + 11367436694*u^47 + 2332115406*u^46 - 18603179162*u^45 + 30416221968*u^44 - 34173063206*u^43 + 36082078622*u^42 - 39863961615*u^41 + 43438692158*u^40 - 37988366973*u^39 + 23412718761*u^38 - 9487995653*u^37 + 5955624352*u^36 - 11545574094*u^35 + 15389848528*u^34 - 11261621738*u^33 + 1894205136*u^32 + 4959132889*u^31 - 6596684959*u^30 + 4885147436*u^29 - 2998432047*u^28 + 2021483430*u^27 - 1130737871*u^26 + 527490656*u^25 + 122347224*u^24 - 19098284*u^23 + 99635938*u^22 + 143733384*u^21 + 43912690*u^20 + 71456004*u^19 + 75470642*u^18 + 46146564*u^17 + 38600522*u^16 + 29411528*u^15 + 21538073*u^14 + 12080484*u^13 + 8125476*u^12 + 4718850*u^11 + 2193992*u^10 + 1257346*u^9 + 703435*u^8 + 283382*u^7 + 81426*u^6 + 14096*u^5 + 1794*u^4 + 372*u^3 + 199*u^2 + 80*u + 10)*v^69 + u^2*(u^74 + 13*u^73 - 495*u^72 + 3036*u^71 + 26272*u^70 - 373075*u^69 + 1156041*u^68 + 2934103*u^67 - 30644098*u^66 + 77861450*u^65 - 27653451*u^64 - 329134204*u^63 + 969619448*u^62 - 1406652665*u^61 + 910709510*u^60+ 966240383*u^59 - 3303872193*u^58 + 3886556027*u^57 + 372226719*u^56 - 9073051691*u^55 + 18159570195*u^54 - 21314781151*u^53 + 18620503483*u^52 - 16990676273*u^51 + 22928479785*u^50 - 35506943660*u^49 + 42042500639*u^48 - 33844828086*u^47 + 9029681896*u^46 + 18483085961*u^45 - 36981499877*u^44 + 42339970257*u^43 - 45989995036*u^42 + 52871865650*u^41 - 57918525675*u^40 + 46396906180*u^39 - 21431466415*u^38 + 1766568574*u^37 - 3903154649*u^36 + 20943718559*u^35 - 31491281756*u^34 + 23286515268*u^33 - 4393483474*u^32 - 10330951486*u^31 + 13959306909*u^30 - 10946242982*u^29 + 6772755720*u^28 - 4714589388*u^27 + 2494499700*u^26 - 1281649662*u^25 - 257296060*u^24 + 38254666*u^23 - 272121788*u^22 - 321684702*u^21 - 78178433*u^20 - 177656612*u^19 - 160025141*u^18 - 98354598*u^17 - 81165511*u^16 - 67622866*u^15 - 45590221*u^14 - 25783515*u^13 - 19076457*u^12 - 10396594*u^11 - 4761386*u^10 - 2752657*u^9 - 1458930*u^8 - 644508*u^7 - 202933*u^6 - 36155*u^5 - 4824*u^4 - 855*u^3 - 1017*u^2 - 412*u - 44)*v^68 + (4*u^77 - 47*u^76 - 455*u^75 + 9468*u^74 - 42425*u^73 - 219225*u^72 + 2630833*u^71 - 6861414*u^70 - 15071507*u^69 + 137514569*u^68 - 326900691*u^67 + 191572574*u^66 + 866657208*u^65 - 2739184576*u^64 + 4099089656*u^63 - 2942475992*u^62 - 1709391786*u^61 + 7323390822*u^60 - 8327297118*u^59 - 1618516245*u^58 + 19959428625*u^57 - 36501932512*u^56 + 39150460568*u^55 - 31874942513*u^54 + 30614647632*u^53 - 46482498189*u^52 + 71884024786*u^51 - 82595736024*u^50 + 65030193293*u^49 - 22177412161*u^48 - 21916618823*u^47 + 49517299117*u^46 - 57209896217*u^45 + 62336973268*u^44 - 70017757578*u^43 + 69997219440*u^42 - 42834365137*u^41 - 155492587*u^40 + 24462467983*u^39 - 6527693609*u^38 - 34560243782*u^37 + 58121306852*u^36 - 43800609826*u^35 + 8456407543*u^34 + 19650483854*u^33 - 27072076016*u^32 + 21724070812*u^31 - 13829243552*u^30 + 9557709526*u^29 - 5272655032*u^28 + 2763349633*u^27 + 211652410*u^26 - 103393057*u^25 + 482413682*u^24 + 605091607*u^23 + 48267042*u^22 + 351674191*u^21 + 280657857*u^20 + 162943404*u^19 + 135517477*u^18 + 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196361*u^12 + 599967*u^11 - 1473019*u^10 + 236156*u^9 + 401010*u^8 - 150810*u^7 - 43329*u^6 + 36787*u^5 - 6003*u^4 - 766*u^3 + 242*u^2 - 11*u - 1)*v^11 - u^35*(11440*u^71 - 87243*u^70 + 248681*u^69 - 480781*u^68 + 601107*u^67 - 549361*u^66 + 220337*u^65 + 234082*u^64 - 671763*u^63 + 873578*u^62 - 830238*u^61 + 22219*u^60 + 2347168*u^59 - 6150435*u^58 + 8828598*u^57 - 7768346*u^56 + 1344630*u^55 + 9969828*u^54 - 21316189*u^53 + 30458212*u^52 - 38688016*u^51 + 47425165*u^50 - 53612462*u^49 + 55380617*u^48 - 34707540*u^47 + 17295289*u^46 + 3082377*u^45 + 673978*u^44 + 4141490*u^43 + 914267*u^42 + 7998179*u^41 + 30015042*u^40 - 45841470*u^39 + 88633762*u^38 - 75356965*u^37 + 92626568*u^36 - 77408686*u^35 + 85396232*u^34 - 34208419*u^33 + 22492844*u^32 + 13764833*u^31 + 9639398*u^30 + 13715139*u^29 - 10297867*u^28 + 19119099*u^27 + 19076638*u^26 - 35999073*u^25 + 50633105*u^24 - 27856254*u^23 + 31269255*u^22 - 30079912*u^21 + 31657574*u^20 - 13865609*u^19 - 3022389*u^18 + 11522642*u^17 - 6944431*u^16 + 6095736*u^15 - 6058289*u^14 + 6125441*u^13 - 3660882*u^12 + 803983*u^11 + 73455*u^10 + 369811*u^9 - 233050*u^8 - 54332*u^7 + 57707*u^6 + 1973*u^5 - 9927*u^4 + 2524*u^3 + 32*u^2 - 61*u + 1)*v^10 + u^37*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(8008*u^63 - 31949*u^62 + 60463*u^61 - 64455*u^60 + 31948*u^59 + 22207*u^58 - 104851*u^57 + 132427*u^56 - 71025*u^55 + 72835*u^54 + 103812*u^53 - 283090*u^52 + 939091*u^51 - 723885*u^50 + 312729*u^49 + 1430826*u^48 - 2383671*u^47 + 3891054*u^46 - 1533066*u^45 + 1833689*u^44 + 61223*u^43 + 2894516*u^42 - 1058582*u^41 + 1264815*u^40 + 5227771*u^39 - 689683*u^38 + 3051891*u^37 + 5926722*u^36 + 486700*u^35 + 4932048*u^34 - 675176*u^33 + 8733110*u^32 - 932433*u^31 + 6451221*u^30 + 3313076*u^29 + 5554836*u^28 + 3346227*u^27 - 148794*u^26 + 6561182*u^25 + 1502080*u^24 - 1112478*u^23 + 4602005*u^22 + 2429427*u^21 + 1123482*u^20 - 1078034*u^19 + 4822263*u^18 - 2421695*u^17 - 473400*u^16 + 1565826*u^15 - 334227*u^14 + 228316*u^13 - 278207*u^12 + 676845*u^11 - 432470*u^10 - 66149*u^9 + 88687*u^8 + 53411*u^7 - 20515*u^6 - 10702*u^5 + 3358*u^4 + 1193*u^3 - 605*u^2 + 48*u + 11)*v^9 - u^38*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(4368*u^62 - 11516*u^61 + 19394*u^60 - 14820*u^59 + 10206*u^58 + 15402*u^57 - 35921*u^56 + 47035*u^55 - 31422*u^54 + 63411*u^53 + 28544*u^52 - 100652*u^51 + 295261*u^50 - 123661*u^49 + 30494*u^48 + 534478*u^47 - 750564*u^46 + 843526*u^45 - 200705*u^44 + 322076*u^43 - 298028*u^42 + 818173*u^41 - 584666*u^40 - 596093*u^39 + 509623*u^38 - 669805*u^37 - 970434*u^36 + 451264*u^35 - 983815*u^34 + 52204*u^33 - 2009930*u^32 + 239330*u^31 - 1927940*u^30 - 561725*u^29 - 1385303*u^28 - 289584*u^27 - 473800*u^26 - 1484836*u^25 - 380027*u^24 + 23778*u^23 - 1663301*u^22 - 323854*u^21 - 230429*u^20 - 24137*u^19 - 971234*u^18 + 809795*u^17 - 340888*u^16 - 437058*u^15 + 31865*u^14 - 27731*u^13 - 70553*u^12 + 4003*u^11 + 50363*u^10 - 2863*u^9 - 53672*u^8 + 14317*u^7 + 3250*u^6 + 1019*u^5 - 608*u^4 - 183*u^3 + 82*u^2 - 12*u - 1)*v^8 + u^40*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(1820*u^60 - 3205*u^59 + 4833*u^58 - 2711*u^57 + 1635*u^56 + 8679*u^55 - 12161*u^54 + 14895*u^53 - 19126*u^52 + 20916*u^51 + 8118*u^50 - 53668*u^49 + 66336*u^48 - 59029*u^47 - 17235*u^46 + 128126*u^45 - 239126*u^44 + 82739*u^43 - 169714*u^42 + 25366*u^41 - 383513*u^40 + 114890*u^39 - 343067*u^38 - 391698*u^37 - 287069*u^36 - 391376*u^35 - 686544*u^34 - 437746*u^33 - 679968*u^32 - 341067*u^31 - 930503*u^30 - 361404*u^29 - 990135*u^28 - 431848*u^27 - 1002378*u^26 - 426397*u^25 - 528076*u^24 - 482431*u^23 - 559314*u^22 - 101728*u^21 - 458596*u^20 - 295034*u^19 - 269721*u^18 - 46083*u^17 - 349346*u^16 + 135300*u^15 - 81345*u^14 + 17777*u^13 - 94736*u^12 + 44803*u^11 - 77134*u^10 + 40459*u^9 - 11024*u^8 + 14881*u^7 - 13747*u^6 + 2880*u^5 - 329*u^4 + 57*u^3 + 49*u^2 - 5*u + 1)*v^7 - u^43*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(560*u^57 - 585*u^56 + 903*u^55 - 377*u^54 - 502*u^53 + 2986*u^52 - 3384*u^51 + 3519*u^50 - 8070*u^49 + 1516*u^48 + 3691*u^47 - 22963*u^46 + 12452*u^45 - 29102*u^44 - 19540*u^43 + 32247*u^42 - 65577*u^41 + 15255*u^40 - 84097*u^39 + 33148*u^38 - 144580*u^37 + 34479*u^36 - 72159*u^35 - 52466*u^34 - 53993*u^33 - 42293*u^32 - 79800*u^31 - 64209*u^30 - 129122*u^29 + 17066*u^28 - 142669*u^27 + 73160*u^26 - 169879*u^25 + 98177*u^24 - 167570*u^23 + 15728*u^22 - 64929*u^21 + 17614*u^20 - 65604*u^19 + 29036*u^18 - 7676*u^17 + 13495*u^16 - 33990*u^15 + 41538*u^14 - 78124*u^13 + 57591*u^12 - 42162*u^11 + 53801*u^10 - 28558*u^9 + 29880*u^8 - 28668*u^7 + 11712*u^6 - 3309*u^5 + 4585*u^4 - 2205*u^3 + 302*u^2 - 7*u - 11)*v^6 + u^44*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(120*u^56 - 44*u^55 + 141*u^54 - 17*u^53 - 358*u^52 + 610*u^51 - 689*u^50 + 622*u^49 - 2160*u^48 - 1371*u^47 + 1505*u^46 - 6407*u^45 + 3383*u^44 - 6825*u^43 - 9781*u^42 + 11356*u^41 - 13219*u^40 + 15897*u^39 - 19416*u^38 + 27715*u^37 - 22571*u^36 + 22839*u^35 + 6428*u^34 + 19047*u^33 + 22285*u^32 + 24890*u^31 + 33931*u^30 + 42857*u^29 + 9925*u^28 + 58784*u^27 + 6566*u^26 + 83108*u^25 - 934*u^24 + 87737*u^23 + 12653*u^22 + 48935*u^21 + 17715*u^20 + 37232*u^19 + 18257*u^18 + 21324*u^17 + 13826*u^16 + 26425*u^15 + 2265*u^14 + 25565*u^13 - 16683*u^12 + 21683*u^11 - 18065*u^10 + 14248*u^9 - 6282*u^8 + 9495*u^7 - 5543*u^6 +1167*u^5 - 723*u^4 + 774*u^3 - 163*u^2 + u + 1)*v^5 - u^47*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)*(u^12 + u^11 + u^10 + u^9 + u^8 + u^7 + u^6 + u^5 + u^4 + u^3 + u^2 + u + 1)*(16*u^41 - 11*u^40 + 16*u^39 - 11*u^38 - 102*u^37 + 153*u^36 - 169*u^35 + 177*u^34 - 454*u^33 - 292*u^32 + 930*u^31 - 1566*u^30 + 2261*u^29 - 1048*u^28 - 2978*u^27 + 6427*u^26 - 5712*u^25 + 8699*u^24 - 8798*u^23 + 11952*u^22 - 9666*u^21 + 6873*u^20 - 2069*u^19 + 3316*u^18 + 101*u^17 + 1010*u^16 + 1410*u^15 + 3642*u^14 - 5204*u^13 + 6099*u^12 - 7407*u^11 + 10071*u^10 - 9718*u^9 + 9601*u^8 - 5746*u^7 + 3014*u^6 - 3192*u^5 + 2096*u^4 - 502*u^3 + 168*u^2 - 195*u + 55)*v^4 + u^48*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)^2*(u^12 + u^11 + u^10 + u^9 + u^8 + u^7 + u^6 + u^5 + u^4 + u^3 + u^2 + u + 1)*(u^34 + u^33 + u^32 + u^31 - 15*u^30 - 4*u^29 - 4*u^28 - 3*u^27 - 37*u^26 - 168*u^25 + 20*u^24 - 59*u^23 + 171*u^22 + 620*u^21 - 710*u^20 + 364*u^19 + 319*u^18 + 591*u^17 + 231*u^16 + 330*u^15 + 204*u^14 + 97*u^13 + 19*u^12 - 231*u^11 - 137*u^10 - 243*u^9 - 532*u^8 + 820*u^7 - 170*u^6 - 51*u^5 - 276*u^4 + 119*u^3 + 9*u^2 + 7*u - 11)*v^3 + u^49*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)^2*(u^12 + u^11 + u^10 + u^9 + u^8 + u^7 + u^6 + u^5 + u^4 + u^3 + u^2 + u + 1)*(u^29 + u^28 + u^27 + u^26 + 3*u^25 + 21*u^24 + 10*u^23 + 11*u^22 - 21*u^21 - 150*u^20 + 36*u^19 - 29*u^18 - 39*u^17 - 78*u^16 - 54*u^15 - 48*u^14 - 38*u^13 - 27*u^12 - 27*u^11 - 7*u^10 - 8*u^9 + 15*u^8 + 126*u^7- 74*u^6 - 19*u^5 - 15*u^4 + 21*u^3 - u^2 - u - 1)*v^2 - u^53*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)^2*(u^8 - 2*u^5 - 18*u^4 + 11*u^3 - 2)*(u^12 + u^11 + u^10 + u^9 + u^8 + u^7 + u^6 + u^5 + u^4 + u^3 + u^2 + u + 1)^2*v - u^57*(u^6 - u^5 + u^4 - u^3 + u^2 - u + 1)^2*(u^12 + u^11 + u^10 + u^9 + u^8 + u^7 + u^6 + u^5 + u^4 + u^3 + u^2 + u + 1)^2; x:=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];