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{'Nk2': 41616, 'analytic_conductor': 255.8613167369022, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 105551671004965038464789747779777575871159565918968228277617751592212359522513292096504881, 'field_disc_factorization': [[89, 1], [1823, 1], [94009, 1], [53292673561, 1], [4956936098689, 1], [95674129205119, 1], [273806439655176955060099897826222440086697, 1]], 'field_poly': [20916736226052669578405116700517591609696000, 156793504704482691874379743265203200, 31046449413968483513911200, -939384011925257456, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1]], 16, 3], [[[3, 1]], 12, 1]], 'ALdims': [12, 16], 'Nk2': 41616, 'analytic_conductor': 255.8613167369022, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 65, 'dim': 28, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 1140850697, 'hecke_orbit_dims': [5, 5, 6, 12], 'label': '9.68.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 69, 'mf_new_dim': 29, 'num_forms': 4, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 68, 'trace_bound': 2, 'trace_display': [-3035033334, 0, -71867802550273438933440, -19530570883038201046086693904], 'traces': [28, -3035033334, 0, 2299436951371068729652, -71867802550273438933440, 0, 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mf_twists_cc • Show schema
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id: 474571
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1140850697, 'source_is_minimal': False, 'source_label': '9.68.a.a.1.1', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 1140850697, 'target_is_minimal': False, 'target_label': '9.68.a.a.1.1', 'target_level': 9, 'twist_class_label': '1.68.a.a.1.5', 'twist_class_level': 1, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 68}
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id: 474572
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1140850697, 'source_is_minimal': False, 'source_label': '9.68.a.a.1.1', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 1140850689, 'target_is_minimal': True, 'target_label': '1.68.a.a.1.5', 'target_level': 1, 'twist_class_label': '1.68.a.a.1.5', 'twist_class_level': 1, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 68}
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mf_hecke_charpolys • Show schema
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id: 41450
{'charpoly_factorization': [[[224135116306806567372209572838489759238644853374976, 50978026392314038029857853615859298205696, -1360506199877236618906967212032, -528742419683384143872, 5554901256, 1], 1]], 'hecke_orbit_code': 1140850697, 'p': 2}
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id: 41451
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 1140850697, 'p': 3}
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id: 41452
{'charpoly_factorization': [[[-765858257491254528563276315890619458330870657468152907140478567295330018795047204346058594519662904739379882812500000, 12929910857487453184956123450006041558786384452696846881956621079969694754558118918457031250000, -30902671718100588417819161018583051657576269957577546657953863031250000, -202350150882257674835726562568582472137298775000, 330744836907160597528950, 1], 1]], 'hecke_orbit_code': 1140850697, 'p': 5}
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id: 41453
{'charpoly_factorization': [[[4478174072517167257809521722840420753125496752540005033078587394465495063726104527550039464002568740512326989364805544034439179370531815424, 13181762046223497775963358558587130143077986673107357092070227126103422109496677741095687771466203094036580356096, 5998979342300871240189250243195773804028554289920348269549858669095860694372199007232, -94699505738442530307451542629616939206136893347738431872, -33632726520317603069152899256, 1], 1]], 'hecke_orbit_code': 1140850697, 'p': 7}
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id: 41454
{'charpoly_factorization': [[[-1363318961773257733398484607080300645784436296423394118103313118369724733122358300429043343451254779619074511607728853450299046328628798833233141456084857324740986964878855168, -120064686708558829204769703028267917166074285524958821841199334209097610305891128690537410142602595123005678394231005682127318999898691480320, -2301804211232131793835085115934333770558197093682647132800818060798653252932962041706097354602638765902720, -1947671667440289862208659031176104593847631086096258009188583245182560, 203006981551281631527218766884109060, 1], 1]], 'hecke_orbit_code': 1140850697, 'p': 11}
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id: 41455
{'charpoly_factorization': [[[65905776766746338010909801747056966153423891995729038354076960733795521630973629771462456195468108391090836928462151359750206865114287415612740930833245638025701223662922664653023454368, 76026847043208424675209481290724231279540279137387798433470863822326692854145517802823975858265574241337513429199309936712835176516699419537870958416, 4776122946152384726624620931714473864787349584087995050124021650389852013157222644691830901443913747368360422416, -882236869946878951790556326929726881593026280277276579347378258610414205208, -177822884499813229570219072356766702, 1], 1]], 'hecke_orbit_code': 1140850697, 'p': 13}
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id: 41456
{'charpoly_factorization': [[[-4151973838704318520625130395482690027109883433079715541015872993522997095211018109647778100041552274320320182637468768924615669889524814782102707247973291468388437834507499864095658034979166991126337843424, 290153511443998652701735028947492857368844807537591032718991669620142641225054456964256227087008255053863582131738491730814476317054773498229047174560525072257660496, 155926797097335673364762135902790688029073499359436140106387273556993320758847959274857517325529867536628282716332814850768, -48798293461199184728060227631659281088013057676478722519507929563983389715805750872, 75241497376497768433807587544150344102906, 1], 1]], 'hecke_orbit_code': 1140850697, 'p': 17}
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id: 41457
{'charpoly_factorization': [[[678238112534681658765114663150653063103382742809675943506465145423181198546237851426896746690027401828790838009462716582119132691906359512213358291683882484350955849983701201748082007249034524636014165971792000000, 1699176632428839837347371828613214133312726942967842057440839599896152898966116121623139524529195446076895681782792451240841649780668284988594051473309216566899168118560000, 80060784286773576347276696250687775396349905643603859251158129939167630877480632532110513850045441937925369673321142879692240000, -90456524999749540415168095319044203730502882112037955911963145555809861440942099183200, -3998884102997801557241177083441346393295100, 1], 1]], 'hecke_orbit_code': 1140850697, 'p': 19}
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id: 41458
{'charpoly_factorization': [[[-13171835457509383298041740672864803673650009904013777993456095108422753550530468101919150292366513384493111599766891490245850710531325288570615401606065097871466166987935834815447536826321514396125284953096563020749317339578368, 25647798749073765078930885747211703112045258383907782242679497610778708589318411493734171358464659620156474561456536806547175690771970920475924364066733070779324932936856811119333376, -1261033496589279906518858418782868207348529350792943594522888810164323150082077761790654247861439492252170211933256271888917532869569536, -12748404126869636802086950483201202857378138663497134550247962384733490805306974035550014848, -419660874260151197180020017656265233426170968, 1], 1]], 'hecke_orbit_code': 1140850697, 'p': 23}
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id: 41459
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id: 41460
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id: 41461
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id: 41462
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id: 41463
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id: 41464
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id: 41465
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id: 41466
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id: 41467
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id: 41468
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id: 41469
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id: 41470
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id: 41471
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id: 41472
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id: 41473
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id: 41474
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '9.68.a.a', 'level': 9, 'portrait': 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', 'weight': 68}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 16118000
{'hecke_orbit_code': 1140850697, 'n': 1, 'trace_an': 5}
-
id: 16118001
{'hecke_orbit_code': 1140850697, 'n': 2, 'trace_an': -5554901256}
-
id: 16118002
{'hecke_orbit_code': 1140850697, 'n': 3, 'trace_an': 0}
-
id: 16118003
{'hecke_orbit_code': 1140850697, 'n': 4, 'trace_an': 350472004382296600640}
-
id: 16118004
{'hecke_orbit_code': 1140850697, 'n': 5, 'trace_an': -330744836907160597528950}
-
id: 16118005
{'hecke_orbit_code': 1140850697, 'n': 6, 'trace_an': 0}
-
id: 16118006
{'hecke_orbit_code': 1140850697, 'n': 7, 'trace_an': 33632726520317603069152899256}
-
id: 16118007
{'hecke_orbit_code': 1140850697, 'n': 8, 'trace_an': -3261706912683890613885787783680}
-
id: 16118008
{'hecke_orbit_code': 1140850697, 'n': 9, 'trace_an': 0}
-
id: 16118009
{'hecke_orbit_code': 1140850697, 'n': 10, 'trace_an': -5287067006725590176865792208438800}
-
id: 16118010
{'hecke_orbit_code': 1140850697, 'n': 11, 'trace_an': -203006981551281631527218766884109060}
-
id: 16118011
{'hecke_orbit_code': 1140850697, 'n': 12, 'trace_an': 0}
-
id: 16118012
{'hecke_orbit_code': 1140850697, 'n': 13, 'trace_an': 177822884499813229570219072356766702}
-
id: 16118013
{'hecke_orbit_code': 1140850697, 'n': 14, 'trace_an': -290753425875732621001638220329334092480}
-
id: 16118014
{'hecke_orbit_code': 1140850697, 'n': 15, 'trace_an': 0}
-
id: 16118015
{'hecke_orbit_code': 1140850697, 'n': 16, 'trace_an': 18266362102387359184851236859301091348480}
-
id: 16118016
{'hecke_orbit_code': 1140850697, 'n': 17, 'trace_an': -75241497376497768433807587544150344102906}
-
id: 16118017
{'hecke_orbit_code': 1140850697, 'n': 18, 'trace_an': 0}
-
id: 16118018
{'hecke_orbit_code': 1140850697, 'n': 19, 'trace_an': 3998884102997801557241177083441346393295100}
-
id: 16118019
{'hecke_orbit_code': 1140850697, 'n': 20, 'trace_an': 15074831378020267075078660994426474705846400}
-
id: 16118020
{'hecke_orbit_code': 1140850697, 'n': 21, 'trace_an': 0}
-
id: 16118021
{'hecke_orbit_code': 1140850697, 'n': 22, 'trace_an': 1841247880573095918698534631505063585473750432}
-
id: 16118022
{'hecke_orbit_code': 1140850697, 'n': 23, 'trace_an': 419660874260151197180020017656265233426170968}
-
id: 16118023
{'hecke_orbit_code': 1140850697, 'n': 24, 'trace_an': 0}
-
id: 16118024
{'hecke_orbit_code': 1140850697, 'n': 25, 'trace_an': 175279270003539476977813620578789764300129011875}
-
id: 16118025
{'hecke_orbit_code': 1140850697, 'n': 26, 'trace_an': -21416337629300654169124097666599354769371062960}
-
id: 16118026
{'hecke_orbit_code': 1140850697, 'n': 27, 'trace_an': 0}
-
id: 16118027
{'hecke_orbit_code': 1140850697, 'n': 28, 'trace_an': 14982728306233364463143494158089725946900023694848}
-
id: 16118028
{'hecke_orbit_code': 1140850697, 'n': 29, 'trace_an': -18733547497571939101380180097730717676662894233950}
-
id: 16118029
{'hecke_orbit_code': 1140850697, 'n': 30, 'trace_an': 0}
-
id: 16118030
{'hecke_orbit_code': 1140850697, 'n': 31, 'trace_an': 365849822471060800690376948081970588059264217288160}
-
id: 16118031
{'hecke_orbit_code': 1140850697, 'n': 32, 'trace_an': -1591165751988992347021834813546084975107380979204096}
-
id: 16118032
{'hecke_orbit_code': 1140850697, 'n': 33, 'trace_an': 0}
-
id: 16118033
{'hecke_orbit_code': 1140850697, 'n': 34, 'trace_an': 7817592154883765712044327776251337623941567500782480}
-
id: 16118034
{'hecke_orbit_code': 1140850697, 'n': 35, 'trace_an': -4524513410554564733118320802153390591800073874285200}
-
id: 16118035
{'hecke_orbit_code': 1140850697, 'n': 36, 'trace_an': 0}
-
id: 16118036
{'hecke_orbit_code': 1140850697, 'n': 37, 'trace_an': -56389392588768330454829645685931746748224606527380394}
-
id: 16118037
{'hecke_orbit_code': 1140850697, 'n': 38, 'trace_an': 311451303114725973135630000941921262878276604287141280}
-
id: 16118038
{'hecke_orbit_code': 1140850697, 'n': 39, 'trace_an': 0}
-
id: 16118039
{'hecke_orbit_code': 1140850697, 'n': 40, 'trace_an': -1886768345048751997029226502271137564956948018338432000}
-
id: 16118040
{'hecke_orbit_code': 1140850697, 'n': 41, 'trace_an': -113555410342193387626817165052765483601006465327103010}
-
id: 16118041
{'hecke_orbit_code': 1140850697, 'n': 42, 'trace_an': 0}
-
id: 16118042
{'hecke_orbit_code': 1140850697, 'n': 43, 'trace_an': 6508304671085340439704487085091235272293711787089861092}
-
id: 16118043
{'hecke_orbit_code': 1140850697, 'n': 44, 'trace_an': -49369449025916528958230735645862721892607029455332199680}
-
id: 16118044
{'hecke_orbit_code': 1140850697, 'n': 45, 'trace_an': 0}
-
id: 16118045
{'hecke_orbit_code': 1140850697, 'n': 46, 'trace_an': 79552980744915855625545425031873854934595203714399466560}
-
id: 16118046
{'hecke_orbit_code': 1140850697, 'n': 47, 'trace_an': 128023594814179612806658270243785955024442659789917751344}
-
id: 16118047
{'hecke_orbit_code': 1140850697, 'n': 48, 'trace_an': 0}
-
id: 16118048
{'hecke_orbit_code': 1140850697, 'n': 49, 'trace_an': -771329931628098140389185999842408514636676231229111640435}
-
id: 16118049
{'hecke_orbit_code': 1140850697, 'n': 50, 'trace_an': 3919481096957516748709549462396523762064894577356951885000}
-
id: 16118050
{'hecke_orbit_code': 1140850697, 'n': 51, 'trace_an': 0}
-
id: 16118051
{'hecke_orbit_code': 1140850697, 'n': 52, 'trace_an': 672997930141532412373441872733517069231734104886640838016}
-
id: 16118052
{'hecke_orbit_code': 1140850697, 'n': 53, 'trace_an': -1046765637663599376128164919371991945530174947374966490822}
-
id: 16118053
{'hecke_orbit_code': 1140850697, 'n': 54, 'trace_an': 0}
-
id: 16118054
{'hecke_orbit_code': 1140850697, 'n': 55, 'trace_an': 66942753107037791618627925698973654692865254681839842449400}
-
id: 16118055
{'hecke_orbit_code': 1140850697, 'n': 56, 'trace_an': -164746697572073652525116376573879338548073684495562965299200}
-
id: 16118056
{'hecke_orbit_code': 1140850697, 'n': 57, 'trace_an': 0}
-
id: 16118057
{'hecke_orbit_code': 1140850697, 'n': 58, 'trace_an': -61137956327686914952144218440883774026433838412764071303120}
-
id: 16118058
{'hecke_orbit_code': 1140850697, 'n': 59, 'trace_an': 305790738450157663862297559072875409310668010528073986627500}
-
id: 16118059
{'hecke_orbit_code': 1140850697, 'n': 60, 'trace_an': 0}
-
id: 16118060
{'hecke_orbit_code': 1140850697, 'n': 61, 'trace_an': -1137073938560830615075915586814815057732339483683661907261890}
-
id: 16118061
{'hecke_orbit_code': 1140850697, 'n': 62, 'trace_an': 2197846158587850633685459639420082896328263471188214086352128}
-
id: 16118062
{'hecke_orbit_code': 1140850697, 'n': 63, 'trace_an': 0}
-
id: 16118063
{'hecke_orbit_code': 1140850697, 'n': 64, 'trace_an': 6319522016046144185339524760669817745425888834305772325437440}
-
id: 16118064
{'hecke_orbit_code': 1140850697, 'n': 65, 'trace_an': -17054811715744261908524663200762497384422620874171150779332900}
-
id: 16118065
{'hecke_orbit_code': 1140850697, 'n': 66, 'trace_an': 0}
-
id: 16118066
{'hecke_orbit_code': 1140850697, 'n': 67, 'trace_an': -11903044989154510038048691316368615691989662189985228212145844}
-
id: 16118067
{'hecke_orbit_code': 1140850697, 'n': 68, 'trace_an': -81678078346863753465296539273887923556029130514802676363013248}
-
id: 16118068
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