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{'Nk2': 4950, 'analytic_conductor': 27.352372993419316, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [22, 2, [13], [1]], 'cm_discs': [], 'conrey_index': 21, 'conrey_indexes': [21], 'dim': 14, 'field_disc': -518000934844250414570814196414171389717985059098679756769081786039912379169422526844811598926659027375895104518881280000, 'field_disc_factorization': [[-1, 1], [2, 21], [3, 2], [5, 4], [7, 6], [11, 2], [631, 2], [13680871, 2], [2348942971, 2], [622405365443161, 2], [139159654206990163, 2]], 'field_poly': [613220922939245616829253347741252697812260300, -3973529610997293170696151713639263984312200, 5468207905418692926727112276614665574080, 7648786246750765008517429480227297240, -14199433672677462467950659880576257, -4608641836922062401823748151666, 11341528896592004854718535645, 909709401522475794317032, -3647746096331338780406, -62614853719962708, 548839279225666, 1255603312, -38299509, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68971134998, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1023660820855082305217101824, 'hecke_ring_index_factorization': [[2, 56], [3, 6], [11, 7]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '22.15.b.a', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.15.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{2}q^{2}+(314+\\beta _{1})q^{3}-2^{13}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '14.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.15.b', 'trace_display': [0, 4394, 69758, 0], 'trace_hash': 1300334607700448464, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.638', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '868.955', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '89297.746', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.502', 'prec': 17}, 'traces': [14, 0, 4394, -114688, 69758, 0, 0, 0, 11016572, 0, 20143042, -35995648, 0, 62814720, -1359602, 939524096, 0, 0, 0, -571457536, 0, -2107666944, -7305755542, 0, 19291879452, -6388480512, 34093422830, 0, 0, 0, -33569873942, 0, 2885838062, 167764701696, 0, -90247757824, 73167823966, 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mf_hecke_nf • Show schema
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-
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{'Nk2': 4950, 'analytic_conductor': 27.352372993419316, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [22, 2, [13], [1]], 'conrey_index': 21, 'cusp_dim': 40, 'dim': 14, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68971134998, 'hecke_orbit_dims': [14], 'label': '22.15.b', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 44, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 14, 'sturm_bound': 45, 'trace_bound': 0, 'trace_display': [0, 4394, 69758, 0], 'traces': [14, 0, 4394, -114688, 69758, 0, 0, 0, 11016572, 0, 20143042, -35995648, 0, 62814720, -1359602, 939524096, 0, 0, 0, -571457536, 0, -2107666944, -7305755542, 0, 19291879452, -6388480512, 34093422830, 0, 0, 0, -33569873942, 0, 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mf_twists_nf • Show schema
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id: 17665
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.15.b.a', 'source_level': 22, 'target_char_orbit': 2, 'target_dim': 14, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '22.15.b.a', 'target_level': 22, 'twist_class_label': '22.15.b.a', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 15}
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id: 17666
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.15.b.a', 'source_level': 22, 'target_char_orbit': 2, 'target_dim': 14, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '22.15.b.a', 'target_level': 22, 'twist_class_label': '22.15.b.a', 'twist_class_level': 22, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 15}
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id: 17667
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.15.b.a', 'source_level': 22, 'target_char_orbit': 8, 'target_dim': 14, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '176.15.h.e', 'target_level': 176, 'twist_class_label': '22.15.b.a', 'twist_class_level': 22, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 15}
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id: 17668
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.15.b.a', 'source_level': 22, 'target_char_orbit': 8, 'target_dim': 14, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '176.15.h.e', 'target_level': 176, 'twist_class_label': '22.15.b.a', 'twist_class_level': 22, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 15}
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mf_hecke_charpolys • Show schema
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id: 87075
{'charpoly_factorization': [[[8192, 0, 1], 7]], 'hecke_orbit_code': 68971134998, 'p': 2}
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id: 87076
{'charpoly_factorization': [[[-408936193923260004516, -66428140188664504872, -60716605637900781, 73286898396561, 28374383334, -17081130, -2197, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 3}
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id: 87077
{'charpoly_factorization': [[[-340843773249524229481464779937500, -82061547280567620750354820000, -3790414809915436142839275, 136024758003064018725, 991214517861270, -25577002230, -34879, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 5}
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id: 87078
{'charpoly_factorization': [[[74986320496728109476916889247251411882356676698159959299319921149417464736514048, 0, 4480232256430339130053303120557667691147807566128605270074690577104896, 0, 78334738102525229720495063455383794442461569745398209183744, 0, 565246226570934701785435178201474554811153645568, 0, 1982007458662652637994564364493586944, 0, 3523641292104005840096448, 0, 3035260247448, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 7}
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id: 87079
{'charpoly_factorization': [[[1138893581803493403646143567941292295559035636366815407698055996045866546243992369995050904937673772281, -60410247017974252790143825699839160162901708742193270839446346166093501305447949365126074287522, 878443788055450330429110246081009263071958794615257733006618126295791535269812396473899, 264713453502018953036731988005604950427464880064274170445849065383627448601424556, -1029524182292963886200563645401382423678921771529711786043293898520811823, -82571614441171140893492545562652293340835570443105384931127741982, 13632181316227222218550599314395498481583770947075785240475, 1427507502412191979520301425002924297592507990300264, 35897794049300232133196705381560283235561475, -572579231851208166928650061806636222, -18799390775780905905347301063, 12728746726929848234796, 111231044386099, -20143042, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 11}
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id: 87080
{'charpoly_factorization': [[[18549103625275668170259866920430919352389709636937440525600118151925352860493864455405825269678123541371813888, 0, 43735869445941931438301562800674042819642267660762300439632649096349051336051945728585792225280, 0, 39806196782020351341597434615536649889397926109051710451017186553242775292215296, 0, 18015535716272375385997169562619639795471348357110201231448276992, 0, 4371908185237713930630412529688974438390724936192, 0, 572698924539960073244398036058304, 0, 38007736179800472, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 13}
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id: 87081
{'charpoly_factorization': [[[2551014558883697263350686746250291543456341553406255107911781681338096175081325598707655900402811439923291305926451003392, 0, 173517288456052970768447475785276989706938200646826238376575926688723155433639794912583515042805857648640, 0, 4370529955512127867112904146748506745191043798186445607045875095558143312335066865074176, 0, 52401141832880718889810781955635419077705741727522325442185415354482688, 0, 320286223797472710155865103300615962844419909888324096, 0, 1019823770956598900550133223990655168, 0, 1612131163145157720, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 17}
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id: 87082
{'charpoly_factorization': [[[107766865789070131676083879383223409788745209008387789128601610502559685326499424730615686464226575018851593170646709829632, 0, 3711598461611654805371391082847964630085991172280064529450729379976585903438933339577165486670365107159040, 0, 51340897503193362952369173599092858562369752383441593169775225005155719691589291652153344, 0, 364550797550219829221241148561734200315644399988755225164356166313377792, 0, 1407786894893103441645761817718806183147625143726617088, 0, 2881838489499335218937956895842225344, 0, 2815725962532473688, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 19}
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id: 87083
{'charpoly_factorization': [[[-289349978985141990344923756899483024239031472441152392701117972292, 2346565067305309359284545593175541329183177661625221013800, 2271907826726580857412139475079453098295864090915, 332626509273830892628139620081871733057, -195793191899113686879963458922, -46312920133940688042, 3652877771, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 23}
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id: 87084
{'charpoly_factorization': [[[275318825778651898428719600826453228141676087746908903520566779699556859719894787243761253399558717346693998441309906552393288031085768346697728, 0, 15517730551705701623013308230835030201021150830793706651574152360035551415578752991001146323741036957090061011351856729817088, 0, 191462512078717798857480644240295535714607320075337690242189895870732987132689429977123162888317209411584, 0, 1026167956612637361947309973873758474444064482399559092807502325496771142162768199680, 0, 2844446750512245189035864518440736117493329223963790769399529472, 0, 4254535261126604684956499534127190183022592, 0, 3257227520721992322048, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 29}
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id: 87085
{'charpoly_factorization': [[[-20184435453613397107812702188167623367549253458954697228360515021565828, 499657146485943375519200135387169714796883120683250569946945416, 79800696085383314173612741857772063794472405952998659, 2854481298062894076536024800424627988241889, -70064569699714268433410576055370, -3749853142344475735722, 16784936971, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 31}
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id: 87086
{'charpoly_factorization': [[[-63232035369375869789235833573424064868807393793319974062212932411770525618588, -1483121403259490808511678177495224414187981727325862980903448561760, 11086339430366192428671978909761233025612341848490318629, 414600882064076361868021590750794844072489317, 46034870713655745562708311643574, -34967521630676071447542, -36583911983, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 37}
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id: 87087
{'charpoly_factorization': [[[4717005888504266279637907909141287909677497785960337647454693192456397391870969351836547115961618033125406936833412012632111108706287980837891151001045434368, 0, 4122369276817205720068807840066411110295739778785371817228558596351197862019350182779812370708369147617917322851804501445449006798864384, 0, 829205058613886649520793109472237341925150969703579148785997921231682360016322484317716992587520252199584892190720, 0, 62737125149417360727745610835607545771987537238358894472363866849844659028546535882064658432, 0, 2176687832993741268580373586272918437918609150667377671824336070099456, 0, 37412154573876847843735369427509491515561008320, 0, 311075190526276028923032, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 41}
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id: 87088
{'charpoly_factorization': [[[5980841850595895166191450596547862073339882969422084168683432913060410711374298619173528116561858165260031260897298647151604858630687240463372646423347584827392, 0, 869505443383803838967940786126921232772541355454664144364966852112876128182196340706766021941903450987736850277175083331622725172789772288, 0, 46978532533663301463771053444943021944601816358440476549441971517738346966107570610485261842547756513746027246780416, 0, 1255463456892058991997764163921381305133536639781845513356461105253564389381530601540739399680, 0, 18271008769111789661664630380969202232120347048484274931916401592270848, 0, 146775437083433402335385900418312859117766003712, 0, 607315003402011234769632, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 43}
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id: 87089
{'charpoly_factorization': [[[-29655252692596889049186661207784452479741656404410627204190236012652949359207808, -6234022603655232848420406429782031858695151639818042896317424863776320, 27481769442422880277352756779941454739059798167360828520224, 70978110611073090203035755585309781038360939312, -291028591271457992043091057474987656, -379774102947508114944492, 806358693062, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 47}
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id: 87090
{'charpoly_factorization': [[[7709251642578249315906672464870485890707005987577856484073327094703928573574183808, -391755790655172565078174779116021207150260109240460318108337856289888832, 3990463441672087352437470116091363812418465518518729632060000, 3416358697306372253020187954415570153684327364656, -5337856728262779129057930870713141976, -3663358031412320194806636, 1765032034082, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 53}
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id: 87091
{'charpoly_factorization': [[[1978946712104586391743640973704140616158535284126123346343744533794523387828377485500, 111123857706279373768455355532274209234094784494266565935840866387978419800, 296451218924546785181525721826321674808046690797972882762135035, 195000912276159647246349491772869674407013542032049, -30036715890044309098031709052145528490, -29322185571339630870900426, 409248282035, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 59}
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id: 87092
{'charpoly_factorization': [[[1795144095283886048090724890606306353624823199952926927100360442572716275358834777391067137540128918933377017140191196300093191569840799085872814766479803389782786048000000, 0, 127506545588377031715906053353251113827112095035011078240055413861246642542318990724778274295135488120063576360363921190759925770003288958550671360000, 0, 136630530282029842680647170805368632092467638169925092342862037188775422041827091891803071682592083383162668010395736526028800, 0, 56363647616215413822443759477868214900803004306000339811240567430450234873886079400992326917361238016, 0, 11330209429523063786311526419931767240854620012596264698276630308699625259008, 0, 1158141098614360381823166763413436099075209972354048, 0, 56277803127916971925268448, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 61}
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id: 87093
{'charpoly_factorization': [[[-7204351379695868031058551475147708770618096863487378294652473140490437943112358000721476, 23564771907756217840262396645391157687738347117132006463305385726231416065272, -18794382345846526104216529568663846711433924421365215107426309845, 1559044087576149770969217698228915167874781359270801, 991866625047087846722155065578246180822, -122262098772674292758172234, -8242732638461, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 67}
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id: 87094
{'charpoly_factorization': [[[9643460926090812452520491971238715038629731198447179895409201449019673360735435361946588, -33686738844342824312134461696679758850563258636246414548652412328795854527544, 25874841053046477777705929039324856909091989388560714852705419211, 2029091360891718820154784595672098710896143763971969, -2536265374795811010499082337406229375130, -236350002727726752261564042, 9690439589939, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 71}
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id: 87095
{'charpoly_factorization': [[[148826712117998244788193454336765612090163909592585347990140801094423005698228367342315436254563151609918553794675294974449937659045880949638185405161780129532589984115064832000000, 0, 113586243631228870981401368799095415958253649432616299668337313502164439567850423846001515770897988756005661405478795910335157213847185858997178513489920000, 0, 16657833590148209263948325566355711653018109191172088034575707622871635078177918232251484733853653306612750821269464239988696678400, 0, 970662167725137921920791576020408636580024194999809174047883859113297235359991518684415253925785835667456, 0, 25128951674939727715382949551934164522319988598407870950029231802696821302362624, 0, 270262595002138907278270155858287023216436735784152256, 0, 937251428230392050580397464, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 73}
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id: 87096
{'charpoly_factorization': [[[628967341772877530509950721094719146493673453142551687539937315256008390834673425347544447169406385118094739881014606798706997901635416818290275792008275968277495439324419568062460592128, 0, 26317364510165072434766328634032228122548936661658356208595920449883564763527624967986787194594945025079248502273773627051063393666109203007608647278472651079680, 0, 265690730858506516894693376636238793666903956292615872134381511256997780220298159683589544587237410357293908123612338179488007432699904, 0, 1232242934960186458841401147020552607552730711762503384018316942485081205878777022235838034431296368308912128, 0, 3095789800554929035491337126797273802490874522873956230492732300653032439571021824, 0, 4363872692476868517956714613138845896590054790994116608, 0, 3253372347693596458668159360, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 79}
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id: 87097
{'charpoly_factorization': [[[23978004653230352061635238390671342117741086205396075172430125330276945300635509515923288734372129855357411794021963279119212332270446467825886320025279550754582770463843052714950926532608, 0, 1185253606164506701769435650429922656223157176120845521176779857106187819166567892615062402931115294378552953678404153824696889823024103186703718015796605611933696, 0, 8686075463398440340435980994797493314096658365542769547483289376411978603319769441489733575305068780186379193265689234546235897079136256, 0, 25226688699758892803536186431304077371948817113204365828446916380981066799448472145719496045521632310092365824, 0, 34716019792053549662635653766987674335091445834106035285638331380310642879939215360, 0, 23886991050638852234975189538366756866542968656647262208, 0, 7915907039771679382324291584, 0, 1], 1]], 'hecke_orbit_code': 68971134998, 'p': 83}
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id: 87098
{'charpoly_factorization': [[[4350435691486709265496759254726001191672621985858000253696654177302787370748092192404498584132, 989846998778264069995792386488517354387580167845694481103265427563277962074180144, 40791782987903117424803068130521018638253507721192957844707164735413, -3410947829786049335653188355549471176547979118383444667, -228904353102995903762426062231795706663562, -2544731275205366072282149734, 58885370993825, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 89}
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id: 87099
{'charpoly_factorization': [[[-971113646866085517100326826829593650863270976421383058997422506223224239376730583667846990215516, -70536190688624479722595267396144597616531746598302187866982489110001874233178626960, -411235984590319778879946019888323422180533740153679992962942240893635, 45933476222489977492779537045636942093940743135209603237, 408411715281462309512243926411806169663814, -10919032729673629600119859398, -61699069421783, 1], 2]], 'hecke_orbit_code': 68971134998, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '22.15.b.a', 'level': 22, 'portrait': 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', 'weight': 15}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 20097000
{'hecke_orbit_code': 68971134998, 'n': 1, 'trace_an': 14}
-
id: 20097001
{'hecke_orbit_code': 68971134998, 'n': 2, 'trace_an': 0}
-
id: 20097002
{'hecke_orbit_code': 68971134998, 'n': 3, 'trace_an': 4394}
-
id: 20097003
{'hecke_orbit_code': 68971134998, 'n': 4, 'trace_an': -114688}
-
id: 20097004
{'hecke_orbit_code': 68971134998, 'n': 5, 'trace_an': 69758}
-
id: 20097005
{'hecke_orbit_code': 68971134998, 'n': 6, 'trace_an': 0}
-
id: 20097006
{'hecke_orbit_code': 68971134998, 'n': 7, 'trace_an': 0}
-
id: 20097007
{'hecke_orbit_code': 68971134998, 'n': 8, 'trace_an': 0}
-
id: 20097008
{'hecke_orbit_code': 68971134998, 'n': 9, 'trace_an': 11016572}
-
id: 20097009
{'hecke_orbit_code': 68971134998, 'n': 10, 'trace_an': 0}
-
id: 20097010
{'hecke_orbit_code': 68971134998, 'n': 11, 'trace_an': 20143042}
-
id: 20097011
{'hecke_orbit_code': 68971134998, 'n': 12, 'trace_an': -35995648}
-
id: 20097012
{'hecke_orbit_code': 68971134998, 'n': 13, 'trace_an': 0}
-
id: 20097013
{'hecke_orbit_code': 68971134998, 'n': 14, 'trace_an': 62814720}
-
id: 20097014
{'hecke_orbit_code': 68971134998, 'n': 15, 'trace_an': -1359602}
-
id: 20097015
{'hecke_orbit_code': 68971134998, 'n': 16, 'trace_an': 939524096}
-
id: 20097016
{'hecke_orbit_code': 68971134998, 'n': 17, 'trace_an': 0}
-
id: 20097017
{'hecke_orbit_code': 68971134998, 'n': 18, 'trace_an': 0}
-
id: 20097018
{'hecke_orbit_code': 68971134998, 'n': 19, 'trace_an': 0}
-
id: 20097019
{'hecke_orbit_code': 68971134998, 'n': 20, 'trace_an': -571457536}
-
id: 20097020
{'hecke_orbit_code': 68971134998, 'n': 21, 'trace_an': 0}
-
id: 20097021
{'hecke_orbit_code': 68971134998, 'n': 22, 'trace_an': -2107666944}
-
id: 20097022
{'hecke_orbit_code': 68971134998, 'n': 23, 'trace_an': -7305755542}
-
id: 20097023
{'hecke_orbit_code': 68971134998, 'n': 24, 'trace_an': 0}
-
id: 20097024
{'hecke_orbit_code': 68971134998, 'n': 25, 'trace_an': 19291879452}
-
id: 20097025
{'hecke_orbit_code': 68971134998, 'n': 26, 'trace_an': -6388480512}
-
id: 20097026
{'hecke_orbit_code': 68971134998, 'n': 27, 'trace_an': 34093422830}
-
id: 20097027
{'hecke_orbit_code': 68971134998, 'n': 28, 'trace_an': 0}
-
id: 20097028
{'hecke_orbit_code': 68971134998, 'n': 29, 'trace_an': 0}
-
id: 20097029
{'hecke_orbit_code': 68971134998, 'n': 30, 'trace_an': 0}
-
id: 20097030
{'hecke_orbit_code': 68971134998, 'n': 31, 'trace_an': -33569873942}
-
id: 20097031
{'hecke_orbit_code': 68971134998, 'n': 32, 'trace_an': 0}
-
id: 20097032
{'hecke_orbit_code': 68971134998, 'n': 33, 'trace_an': 2885838062}
-
id: 20097033
{'hecke_orbit_code': 68971134998, 'n': 34, 'trace_an': 167764701696}
-
id: 20097034
{'hecke_orbit_code': 68971134998, 'n': 35, 'trace_an': 0}
-
id: 20097035
{'hecke_orbit_code': 68971134998, 'n': 36, 'trace_an': -90247757824}
-
id: 20097036
{'hecke_orbit_code': 68971134998, 'n': 37, 'trace_an': 73167823966}
-
id: 20097037
{'hecke_orbit_code': 68971134998, 'n': 38, 'trace_an': 71236111872}
-
id: 20097038
{'hecke_orbit_code': 68971134998, 'n': 39, 'trace_an': 0}
-
id: 20097039
{'hecke_orbit_code': 68971134998, 'n': 40, 'trace_an': 0}
-
id: 20097040
{'hecke_orbit_code': 68971134998, 'n': 41, 'trace_an': 0}
-
id: 20097041
{'hecke_orbit_code': 68971134998, 'n': 42, 'trace_an': -222695314944}
-
id: 20097042
{'hecke_orbit_code': 68971134998, 'n': 43, 'trace_an': 0}
-
id: 20097043
{'hecke_orbit_code': 68971134998, 'n': 44, 'trace_an': -165011800064}
-
id: 20097044
{'hecke_orbit_code': 68971134998, 'n': 45, 'trace_an': 2000205168616}
-
id: 20097045
{'hecke_orbit_code': 68971134998, 'n': 46, 'trace_an': 0}
-
id: 20097046
{'hecke_orbit_code': 68971134998, 'n': 47, 'trace_an': -1612717386124}
-
id: 20097047
{'hecke_orbit_code': 68971134998, 'n': 48, 'trace_an': 294876348416}
-
id: 20097048
{'hecke_orbit_code': 68971134998, 'n': 49, 'trace_an': 3424602524990}
-
id: 20097049
{'hecke_orbit_code': 68971134998, 'n': 50, 'trace_an': 0}
-
id: 20097050
{'hecke_orbit_code': 68971134998, 'n': 51, 'trace_an': 0}
-
id: 20097051
{'hecke_orbit_code': 68971134998, 'n': 52, 'trace_an': 0}
-
id: 20097052
{'hecke_orbit_code': 68971134998, 'n': 53, 'trace_an': -3530064068164}
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