m := 4; n := 9; g := 97; F:=CyclotomicField(4); R:=PolynomialRing(F,2); X := (i*u^21 - u^18 - i*u^15)*v^36 + (u^29 - u^28 + 2*u^27 + (i - 2)*u^26 + (-i + 3)*u^25 + (2*i - 3)*u^24 + (-2*i + 4)*u^23 + (36*i - 4)*u^22 + 5*u^21 + (-i - 5)*u^20 + (i - 30)*u^19 + (i - 6)*u^18 + (-i + 5)*u^17 + (-36*i - 5)*u^16 + 4*u^15 + (-2*i - 4)*u^14 + (2*i + 3)*u^13 + (-i - 3)*u^12 + (i + 2)*u^11 - 2*u^10 + u^9 - u^8)*v^35 + (-i*u^31 + (2*i + 25)*u^30 + (-5*i - 16)*u^29 + (8*i + 26)*u^28 + (14*i - 4)*u^27 + (-2*i + 9)*u^26 + (11*i + 16)*u^25 + (12*i - 6)*u^24 + (521*i + 24)*u^23 + (98*i + 1)*u^22 - 123*i*u^21 + (78*i - 580)*u^20 + (35*i - 40)*u^19 + (-78*i + 15)*u^18 - 542*i*u^17 + (-98*i - 34)*u^16 + (39*i + 24)*u^15 + (-12*i - 41)*u^14 + (24*i + 16)*u^13 + (2*i - 26)*u^12 + (21*i - 4)*u^11 + (-8*i - 9)*u^10 + (5*i - 16)*u^9 + (-2*i - 10)*u^8 + i*u^7)*v^34 + (-i*u^36 + 3*i*u^35 - 9*i*u^34 + 19*i*u^33 - 62*i*u^32 + (106*i + 300)*u^31 + (-202*i - 100)*u^30 + (290*i + 95)*u^29 + (-80*i + 255)*u^28 + (384*i - 130)*u^27 + (-497*i + 310)*u^26 + (1035*i + 125)*u^25 + (4248*i - 195)*u^24 + (2360*i + 1000)*u^23 + (-2627*i - 1400)*u^22 + (1345*i - 4385)*u^21 + (845*i - 2545)*u^20 + (-1807*i + 2290)*u^19 + (-4860*i - 1650)*u^18 + (-2372*i + 839)*u^17 + (1544*i - 745)*u^16 + (-784*i + 212)*u^15 + (848*i - 380)*u^14 + (-208*i - 55)*u^13 + (571*i - 295)*u^12 + (-233*i - 102)*u^11 + (188*i - 350)*u^10 + (-100*i - 189)*u^9 + (72*i - 45)*u^8 - 28*i*u^7 + 19*i*u^6 - 9*i*u^5 + 3*i*u^4 - i*u^3)*v^33 + (-u^38 + (-18*i + 4)*u^37 + (42*i - 14)*u^36 + (-106*i + 36)*u^35 + (160*i - 85)*u^34 + (-510*i + 176)*u^33 + (616*i + 1956)*u^32 + (-1017*i + 424)*u^31 + (892*i - 1536)*u^30 + (1793*i + 4504)*u^29 + (28*i - 2732)*u^28 + (-936*i + 3520)*u^27 + (5152*i + 582)*u^26 + (33784*i - 128)*u^25 + (14824*i + 5996)*u^24 + (-17737*i - 7480)*u^23 + (2878*i - 38230)*u^22 + (16974*i - 12936)*u^21 + (-22418*i + 9608)*u^20 + (-35212*i + 704)*u^19 + (-19004*i - 8519)*u^18 + (9487*i + 7216)*u^17 + (2028*i - 9536)*u^16 + (-1191*i + 4800)*u^15 + (7740*i - 7228)*u^14 + (-1484*i + 1320)*u^13 + (4020*i - 4800)*u^12 + (-2343*i - 2184)*u^11 + (2012*i - 3802)*u^10 + (-1029*i - 192)*u^9 + (836*i - 464)*u^8 + (-348*i + 176)*u^7 + (170*i - 85)*u^6 + (-92*i + 36)*u^5 + (24*i - 14)*u^4 + (-15*i + 4)*u^3 - u^2)*v^32 + (i*u^40 + (-5*i - 16)*u^39 + (-133*i + 52)*u^38 + (201*i - 158)*u^37 + (-342*i + 326)*u^36 + (-114*i - 652)*u^35 + (-981*i + 1096)*u^34 + (-971*i + 10778)*u^33 + (1669*i + 4158)*u^32 + (-6653*i - 11676)*u^31 + (24847*i + 20492)*u^30 + (-12691*i + 3108)*u^29 + (-703*i - 8468)*u^28 + (30947*i + 36192)*u^27 + (181485*i - 26752)*u^26 + (91411*i + 58326)*u^25 + (-124518*i - 64766)*u^24 + (10818*i - 198364)*u^23 + (112757*i - 103868)*u^22 + (-128081*i + 100900)*u^21 + (-246473*i - 19076)*u^20 + (-83475*i - 20020)*u^19 + (40938*i - 9300)*u^18 + (42002*i + 6894)*u^17 + (-13189*i - 43206)*u^16 + (50757*i + 16112)*u^15 + (12723*i - 50128)*u^14 + (9521*i + 4292)*u^13 + (4453*i - 53588)*u^12 + (-969*i - 11932)*u^11 + (5091*i - 19156)*u^10 + (-987*i + 3978)*u^9 + (2149*i - 3714)*u^8 + (-1221*i + 1816)*u^7 + (270*i - 916)*u^6 + (-406*i + 378)*u^5 + (-39*i - 162)*u^4 + (-85*i + 44)*u^3 + (-5*i - 16)*u^2 + i*u)*v^31 + (14*i*u^41 + (-58*i - 120)*u^40 + (-614*i + 304)*u^39 + (416*i - 764)*u^38 + (225*i + 1056)*u^37 + (-4676*i - 1602)*u^36 + (247*i + 1636)*u^35 + (-10250*i + 49966)*u^34 + (8614*i + 16976)*u^33 + (-18548*i - 54900)*u^32 + (69885*i + 57568)*u^31 + (31156*i + 80236)*u^30 + (-158591*i - 88512)*u^29 + (318012*i + 136620)*u^28 + (620997*i + 20304)*u^27 + (532520*i + 49094)*u^26 + (-744366*i - 52920)*u^25 + (41164*i - 1154384)*u^24 + (580694*i - 245600)*u^23 + (-597264*i + 319688)*u^22 + (-1294839*i + 226216)*u^21 + (-378740*i - 406704)*u^20 + (337123*i + 192616)*u^19 + (136776*i - 173978)*u^18 + (99473*i - 3072)*u^17 + (111288*i - 178260)*u^16 + (274283*i - 20368)*u^15 + (-71872*i - 256088)*u^14 + (122569*i - 125712)*u^13 + (-56080*i - 269940)*u^12 + (64593*i - 15344)*u^11 + (-16916*i - 63146)*u^10 + (20216*i + 24168)*u^9 + (-11078*i - 17552)*u^8 + (776*i + 8704)*u^7 + (-4500*i - 4888)*u^6 + (-1124*i + 1800)*u^5 + (-1284*i - 950)*u^4 + (-192*i + 180)*u^3 + (-66*i - 120)*u^2 + 17*i*u)*v^30 + (91*i*u^42 + (-301*i - 560)*u^41 + (-2191*i + 1040)*u^40 + (273*i - 1920)*u^39 + (4631*i + 420)*u^38 + (-20549*i + 466)*u^37 + (-8706*i - 2790)*u^36 + (-6426*i + 167948)*u^35 + (-31672*i + 78880)*u^34 + (39508*i - 254250)*u^33 + (97083*i + 155870)*u^32 + (261995*i + 384756)*u^31 + (-680841*i - 277724)*u^30 + (947947*i + 157924)*u^29 + (2795363*i + 579700)*u^28 + (836335*i - 126252)*u^27 + (-1907093*i - 460476)*u^26 + (-1299325*i - 3476098)*u^25 + (3507826*i - 2174314)*u^24 + (-2974618*i + 3130264)*u^23 + (-5198397*i - 402688)*u^22 + (-1467193*i - 246136)*u^21 + (1768149*i - 900680)*u^20 + (916689*i + 1015868)*u^19 + (-11304*i - 1466316)*u^18 + (1175772*i + 370930)*u^17 + (571633*i - 1089526)*u^16 + (594289*i - 455640)*u^15 + (-305705*i - 1471576)*u^14 + (524011*i - 800860)*u^13 + (-267597*i - 682892)*u^12 + (358879*i + 35336)*u^11 + (-177630*i - 156024)*u^10 + (102658*i + 70434)*u^9 + (-106143*i - 56118)*u^8 + (12285*i + 23340)*u^7 + (-39384*i - 17776)*u^6 + (-2664*i + 4310)*u^5 + (-7737*i - 4130)*u^4 + (299*i + 140)*u^3 + (-376*i - 560)*u^2 + 136*i*u)*v^29 + (365*i*u^43 + (-918*i - 1820)*u^42 + (-6592*i + 2240)*u^41 + (-170*i - 1840)*u^40 + (17781*i - 7680)*u^39 + (-50946*i + 8629)*u^38 + (-75855*i + 524)*u^37 + (69820*i + 391362)*u^36 + (-153148*i + 342292)*u^35 + (103292*i - 958066)*u^34 + (466341*i + 307520)*u^33 + (214588*i + 1415236)*u^32 + (-1125597*i - 683272)*u^31 + (1209868*i - 414672)*u^30 + (10066268*i + 2544376)*u^29 + (722948*i - 189696)*u^28 + (-7337053*i - 3091352)*u^27 + (-2592360*i - 9075086)*u^26 + (8087631*i - 6798976)*u^25 + (-4504888*i + 9214872)*u^24 + (-23442382*i + 4370880)*u^23 + (-793382*i - 7961718)*u^22 + (5971941*i + 3552616)*u^21 + (4264826*i - 2815256)*u^20 + (-99146*i + 1813792)*u^19 + (3356800*i - 5375150)*u^18 + (4256325*i + 1665344)*u^17 + (214680*i - 6639760)*u^16 + (1080926*i - 2937088)*u^15 + (-318756*i - 6076516)*u^14 + (1337877*i - 1382520)*u^13 + (-498788*i - 1209148)*u^12 + (807049*i + 169248)*u^11 + (-744134*i - 348486)*u^10 + (161964*i + 110176)*u^9 + (-457202*i - 150300)*u^8 + (-13088*i + 25000)*u^7 + (-168352*i - 55635)*u^6 + (-6239*i - 1300)*u^5 + (-25814*i - 15470)*u^4 + (3953*i - 1820)*u^3 + (-1112*i - 1820)*u^2 + 679*i*u)*v^28 + (u^45 + (1012*i - 9)*u^44 + (-1808*i - 4314)*u^43 + (-16522*i + 2666)*u^42 + (402*i + 5033)*u^41 + (49281*i - 31329)*u^40 + (-96981*i + 12048)*u^39 + (-258489*i + 64824)*u^38 + (224929*i + 701483)*u^37 + (-120102*i + 897661)*u^36 + (-276898*i - 2346178)*u^35 + (1855687*i - 400074)*u^34 + (-333943*i + 5091493)*u^33 + (-2705974*i - 2232317)*u^32 + (3692870*i - 2074624)*u^31 + (21826270*i + 6066128)*u^30 + (6772770*i + 2777316)*u^29 + (-32472573*i - 14149268)*u^28 + (2399281*i - 19750432)*u^27 + (16313581*i - 15921416)*u^26 + (-9588637*i + 25007040)*u^25 + (-64169784*i + 17407504)*u^24 + (-12738548*i - 21412228)*u^23 + (39136739*i - 3379292)*u^22 + (171821*i + 13229134)*u^21 + (7078239*i - 15981102)*u^20 + (4941669*i + 5810492)*u^19 + (16829056*i - 16834044)*u^18 + (1143224*i - 1740250)*u^17 + (508420*i - 28870758)*u^16 + (2391464*i - 8148852)*u^15 + (1101398*i - 15256700)*u^14 + (2139662*i + 1940747)*u^13 + (-845929*i - 3567235)*u^12 + (-30603*i + 921222)*u^11 + (-2195427*i - 1218398)*u^10 + (-523793*i + 111759)*u^9 + (-1414647*i - 494519)*u^8 + (-297797*i - 69192)*u^7 + (-447870*i - 190912)*u^6 + (-8798*i - 52125)*u^5 + (-51223*i - 50267)*u^4 + (17351*i - 9582)*u^3 + (-1143*i - 4422)*u^2 + (2363*i + 9)*u - 1)*v^27 + (9*u^46 + (2057*i - 72)*u^45 + (-2354*i - 7610)*u^44 + (-33248*i - 220)*u^43 + (2060*i + 25735)*u^42 + (118348*i - 68480)*u^41 + (-166366*i - 25962)*u^40 + (-573753*i + 260960)*u^39 + (388334*i + 1088195)*u^38 + (478723*i + 1449000)*u^37 + (-1276162*i - 4130948)*u^36 + (3588245*i - 3177112)*u^35 + (698638*i + 12347303)*u^34 + (-9334500*i - 1860640)*u^33 + (12035646*i - 12204266)*u^32 + (40861548*i + 17874872)*u^31 + (13128842*i + 5366792)*u^30 + (-75221075*i - 31938400)*u^29 + (-14449790*i - 53410856)*u^28 + (77019001*i - 10042416)*u^27 + (-63245398*i + 44195808)*u^26 + (-119633198*i + 60832144)*u^25 + (-58268094*i - 60333368)*u^24 + (126767136*i - 16926376)*u^23 + (18852798*i + 35621146)*u^22 + (-24537931*i - 12438272)*u^21 + (51526318*i - 30560100)*u^20 + (14113535*i + 10394544)*u^19 + (29309630*i - 64618958)*u^18 + (-19941472*i - 28773232)*u^17 + (17662030*i - 77834596)*u^16 + (-331956*i - 2426344)*u^15 + (7379634*i - 27835829)*u^14 + (-2142330*i + 12590120)*u^13 + (-3673420*i - 13481086)*u^12 + (-6135557*i + 4466972)*u^11 + (-5783834*i - 5482403)*u^10 + (-4009414*i + 411888)*u^9 + (-3351872*i - 2059126)*u^8 + (-1141503*i - 400360)*u^7 + (-735128*i - 698973)*u^6 + (27884*i - 204200)*u^5 + (-35936*i - 138920)*u^4 + (53408*i - 24520)*u^3 + (4424*i - 8825)*u^2 + (6052*i + 144)*u - 18)*v^26 + (36*u^47 + (3167*i - 252)*u^46 + (-1925*i - 10169)*u^45 + (-52734*i - 7201)*u^44 + (1186*i + 57878)*u^43 + (237037*i - 90546)*u^42 + (-245871*i - 158733)*u^41 + (-1032987*i + 608635)*u^40 + (601181*i + 1564800)*u^39 + (1705691*i + 1426232)*u^38 + (-2127145*i - 6101563)*u^37 + (3407334*i - 7182867)*u^36 + (5070074*i + 20251614)*u^35 + (-19807903*i + 7018466)*u^34 + (19102141*i - 36750537)*u^33 + (81404080*i + 31781343)*u^32 + (-893772*i + 27146844)*u^31 + (-132794866*i - 84034228)*u^30 + (-55723982*i - 90610920)*u^29 + (181612423*i - 11077512)*u^28 + (-102045273*i + 130998708)*u^27 + (-330129365*i + 74896828)*u^26 + (-4672833*i - 64272580)*u^25 + (192249670*i - 120853060)*u^24 + (166691878*i + 140279896)*u^23 + (-158264687*i - 32473576)*u^22 + (122867101*i - 56042954)*u^21 + (94171371*i - 24506010)*u^20 + (-16274253*i - 67444048)*u^19 + (32002332*i - 190722912)*u^18 + (-36167296*i - 75853890)*u^17 + (67406174*i - 122967634)*u^16 + (-25705442*i + 36100380)*u^15 + (20761591*i - 54966036)*u^14 + (-30642285*i + 28166697)*u^13 + (-12975187*i - 38296927)*u^12 + (-25349303*i + 12489090)*u^11 + (-14112976*i - 19230510)*u^10 + (-12651340*i + 1640897)*u^9 + (-5525225*i - 7570423)*u^8 + (-2225893*i - 1011492)*u^7 + (-429600*i - 2208892)*u^6 + (251740*i - 409967)*u^5 + (140377*i - 330839)*u^4 + (129617*i - 31058)*u^3 + (24283*i - 17222)*u^2 + (11695*i + 1071)*u - 153)*v^25 + (84*u^48 + (3754*i - 504)*u^47 + (-710*i - 10584)*u^46 + (-65858*i - 13816)*u^45 + (-4674*i + 83000)*u^44 + (372379*i - 60504)*u^43 + (-271942*i - 379138)*u^42 + (-1637269*i + 944544)*u^41 + (963398*i + 2225216)*u^40 + (3352392*i + 306160)*u^39 + (-2327026*i - 8039241)*u^38 + (460152*i - 10079940)*u^37 + (9751500*i + 26279042)*u^36 + (-24981713*i + 22110316)*u^35 + (15017520*i - 62590164)*u^34 + (137441096*i + 19535872)*u^33 + (-19344160*i + 93840608)*u^32 + (-253676548*i - 168928640)*u^31 + (-46530332*i - 166372940)*u^30 + (265591037*i + 61144184)*u^29 + (-63495996*i + 217104164)*u^28 + (-714404378*i + 165534880)*u^27 + (52499948*i - 210425118)*u^26 + (522247248*i - 116723872)*u^25 + (155314300*i + 102483612)*u^24 + (-121430643*i + 195880968)*u^23 + (-53704538*i - 308969358)*u^22 + (452907648*i + 63748600)*u^21 + (-149752234*i - 218680596)*u^20 + (21773843*i - 308195736)*u^19 + (39357372*i - 321173250)*u^18 + (8669128*i - 63861920)*u^17 + (101201460*i - 116490312)*u^16 + (-92073771*i + 75453712)*u^15 + (20052650*i - 118521304)*u^14 + (-110621272*i + 43241536)*u^13 + (-31210370*i - 85236528)*u^12 + (-69029342*i + 19399520)*u^11 + (-25714474*i - 49745176)*u^10 + (-24284962*i + 2393120)*u^9 + (-4046038*i - 20912024)*u^8 + (-1835776*i - 1518256)*u^7 + (1558052*i - 5413093)*u^6 + (953701*i - 333204)*u^5 + (622814*i - 695450)*u^4 + (252103*i + 18084)*u^3 + (63480*i - 38334)*u^2 + (17051*i + 4896)*u - 816)*v^24 + (126*u^49 + (3437*i - 630)*u^48 + (367*i - 8932)*u^47 + (-65006*i - 14060)*u^46 + (-11490*i + 83556)*u^45 + (451390*i + 9244)*u^44 + (-203318*i - 548228)*u^43 + (-2188536*i + 951444)*u^42 + (1207236*i + 3068426)*u^41 + (5481047*i - 1638370)*u^40 + (-2832303*i - 9916640)*u^39 + (-3428231*i - 9207476)*u^38 + (9783995*i + 29396842)*u^37 + (-17775372*i + 34888526)*u^36 + (2319548*i - 76482488)*u^35 + (176480304*i - 18880556)*u^34 + (-19270316*i + 164790574)*u^33 + (-419731877*i - 195698806)*u^32 + (-30699787*i - 354323192)*u^31 + (466748433*i + 254632056)*u^30 + (-169215117*i + 356801820)*u^29 + (-961432395*i + 159748212)*u^28 + (-150561865*i - 286185848)*u^27 + (1330412515*i - 326943688)*u^26 + (44466453*i + 389706634)*u^25 + (-310562924*i + 125271246)*u^24 + (56989296*i - 133179172)*u^23 + (486948945*i - 432847604)*u^22 + (243366611*i + 115814104)*u^21 + (-519626841*i - 941199848)*u^20 + (429673893*i - 338222360)*u^19 + (-64533822*i - 305711728)*u^18 + (150711170*i + 59909608)*u^17 + (-32860740*i - 130081304)*u^16 + (-175676840*i + 35015848)*u^15 + (-63124445*i - 206255944)*u^14 + (-235333135*i + 37883416)*u^13 + (-64253933*i - 162846984)*u^12 + (-131942095*i + 9210952)*u^11 + (-22822627*i - 100909384)*u^10 + (-28045153*i - 2616116)*u^9 + (8099745*i - 42549836)*u^8 + (2547923*i - 940200)*u^7 + (6250144*i - 10117980)*u^6 + (2321760*i + 540510)*u^5 + (1418863*i - 1293190)*u^4 + (385181*i + 185460)*u^3 + (111926*i - 89880)*u^2 + (17986*i + 15300)*u - 3060)*v^23 + (126*u^50 + (2407*i - 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380)*u^14 + (-208*i + 55)*u^13 + (-571*i - 295)*u^12 + (-233*i + 102)*u^11 + (-188*i - 350)*u^10 + (-100*i + 189)*u^9 + (-72*i - 45)*u^8 - 28*i*u^7 - 19*i*u^6 - 9*i*u^5 - 3*i*u^4 - i*u^3)*v^3 + (-i*u^31 + (-2*i + 25)*u^30 + (-5*i + 16)*u^29 + (-8*i + 26)*u^28 + (14*i + 4)*u^27 + (2*i + 9)*u^26 + (11*i - 16)*u^25 + (-12*i - 6)*u^24 + (521*i - 24)*u^23 + (-98*i + 1)*u^22 - 123*i*u^21 + (-78*i - 580)*u^20 + (35*i + 40)*u^19 + (78*i + 15)*u^18 - 542*i*u^17 + (98*i - 34)*u^16 + (39*i - 24)*u^15 + (12*i - 41)*u^14 + (24*i - 16)*u^13 + (-2*i - 26)*u^12 + (21*i + 4)*u^11 + (8*i - 9)*u^10 + (5*i + 16)*u^9 + (2*i - 10)*u^8 + i*u^7)*v^2 + (-u^29 - u^28 - 2*u^27 + (-i - 2)*u^26 + (-i - 3)*u^25 + (-2*i - 3)*u^24 + (-2*i - 4)*u^23 + (-36*i - 4)*u^22 - 5*u^21 + (i - 5)*u^20 + (i + 30)*u^19 + (-i - 6)*u^18 + (-i - 5)*u^17 + (36*i - 5)*u^16 - 4*u^15 + (2*i - 4)*u^14 + (2*i - 3)*u^13 + (i - 3)*u^12 + (i - 2)*u^11 - 2*u^10 - u^9 - u^8)*v + i*u^21 - u^18 - i*u^15; q := (u*v-u-v-1)/(u*v+u-v-1); t := -(u*v-u-v-1)/(u*v+u+v+1); E := [R!1,(q^2-1)*(t^2-1)/16,(q^2-1)*(t^2-1)/16,0,0]; P := [R!0,0]; Q := [(q+1)*(t^2-1)/8,(q+1)^2*(t-1)^2*(t+1)/32];