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mf_newforms • Show schema
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{'Nk2': 23040, 'analytic_conductor': 128.42415458992838, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [90, 2, [11, 37], [2, 1]], 'cm_discs': [], 'conrey_index': 19, 'dim': 16, 'field_disc': 4051375042780090769034201433095660219211279733992431310486475781877627843971490557799342082052773073976759316632009587848370879427584588206357610496, 'field_disc_factorization': [[2, 24], [8117, 4], [42331, 2], [94926404049289, 4], [786337158184337, 4]], 'field_poly': [25064779091755865960773413038603064397578710236940210149877760000, 0, 4141418827690700793980368732720094517394846053064084563300, 0, 243655669397438624319289580389876593903711764861841, 0, 6306932914279579973235286083160651948918938, 0, 78505143006386219920881563766722959, 0, 475511948368963765554364384, 0, 1419072122452249599, 0, 1960198978, 0, 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': [[7, [20412230079934011103672872835034773868965638701056, 0, 117816437538509878652953625949131014144, 0, 138763668782693406942986496, 0, 23303094522784, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014536216871002, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 140010246910635426248166776693248229376000000000000000000, 'hecke_ring_index_factorization': [[2, 94], [3, 32], [5, 18]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 15, 4, -1, 2, 0], [1, 1, 3, 2, -1, 2, 0], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '90.16.c.e', 'level': 90, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '90.16.c.e', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{1}q^{2}-2^{14}q^{4}+(-190\\beta _{1}-\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '15.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '90.16.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 586770308206040418, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.548', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1830.205', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '342942.366', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.761', 'prec': 17}, 'traces': [16, 0, 0, -262144, 0, 0, 0, 0, 0, -49733632, 0, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'Nk2': 23040, 'analytic_conductor': 128.42415458992838, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [90, 2, [11, 37], [2, 1]], 'conrey_index': 19, 'cusp_dim': 262, 'dim': 38, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 137707389018, 'hecke_orbit_dims': [2, 4, 8, 8, 16], 'label': '90.16.c', 'level': 90, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 278, 'mf_new_dim': 38, 'num_forms': 5, 'prim_orbit_index': 2, 'relative_dim': 38, 'sturm_bound': 288, 'trace_bound': 5, 'trace_display': [0, 0, 237016, 0], 'traces': [38, 0, 0, -622592, 237016, 0, 0, 0, 0, -32228096, 144618212, 0, 0, 215522816, 0, 10200547328, 0, 0, -8178773856, -3883270144, 0, 0, 0, 0, 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mf_twists_nf • Show schema
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id: 79747
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.16.c.e', 'source_level': 90, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '90.16.c.e', 'target_level': 90, 'twist_class_label': '90.16.c.e', 'twist_class_level': 90, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 16}
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id: 79748
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.16.c.e', 'source_level': 90, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '90.16.c.e', 'target_level': 90, 'twist_class_label': '90.16.c.e', 'twist_class_level': 90, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 16}
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id: 79749
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.16.c.e', 'source_level': 90, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '90.16.c.e', 'target_level': 90, 'twist_class_label': '90.16.c.e', 'twist_class_level': 90, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 16}
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id: 79750
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.16.c.e', 'source_level': 90, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '90.16.c.e', 'target_level': 90, 'twist_class_label': '90.16.c.e', 'twist_class_level': 90, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 16}
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mf_hecke_charpolys • Show schema
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id: 274950
{'charpoly_factorization': [[[16384, 0, 1], 8]], 'hecke_orbit_code': 18014536216871002, 'p': 2}
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id: 274951
{'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 18014536216871002, 'p': 3}
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id: 274952
{'charpoly_factorization': [[[752316384526264005099991383822237233803945956334136013765601092018187046051025390625, 0, -17133125307299753627180043179072110870464484833064489066600799560546875000, 0, 911648612456518803778132697956948504725005477666854858398437500, 0, -46811726327797439965843295794911682605743408203125000, 0, 1115844876855045937768301367759704589843750, 0, -50263708411798045091455078125000, 0, 1051059289946113997500, 0, -21209781816, 0, 1], 1]], 'hecke_orbit_code': 18014536216871002, 'p': 5}
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id: 274953
{'charpoly_factorization': [[[20412230079934011103672872835034773868965638701056, 0, 117816437538509878652953625949131014144, 0, 138763668782693406942986496, 0, 23303094522784, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 7}
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id: 274954
{'charpoly_factorization': [[[327364826140454853123484601586611815139002026700348866194046976, 0, -588250233950009181699269656346574616369517461504, 0, 210078558142893708510218854707456, 0, -25493934314502304, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 11}
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id: 274955
{'charpoly_factorization': [[[25270218850817654036566938182079466019974562389397434475716018176, 0, 29552186053868841384072323466467145476485968592896, 0, 3792524165752005975664148820685056, 0, 142770647599694496, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 13}
-
id: 274956
{'charpoly_factorization': [[[156381021843531292029359083282816537865686784195614660347179442621586852096, 0, 238145841063920649494505001797351771826563760652281889536, 0, 108476867728547833635230690695373954016, 0, 18575180662791444976, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 17}
-
id: 274957
{'charpoly_factorization': [[[-126880933567069717157381558716037263104, -150783687883209372888780324864, -41680217524546999584, 2257138176, 1], 4]], 'hecke_orbit_code': 18014536216871002, 'p': 19}
-
id: 274958
{'charpoly_factorization': [[[747692809653931739412341716628890486714615751707050363235093108844176000000000000, 0, 55250334192762742036382344082010209681685215701532413696000000, 0, 512599439468555484425969764174518863040000, 0, 1370871809519010462400, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 23}
-
id: 274959
{'charpoly_factorization': [[[537651731141008480483385948869722644384697703383524255462794683995512038588622187790336, 0, -636895203301650581815252324867821824064167511674229964757618294784, 0, 242217864240047418699139240897208110174023936, 0, -32825961978633501768864, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 29}
-
id: 274960
{'charpoly_factorization': [[[-128330675604691422471801739965370244737531904, 4594134855635298488701788531777536, -44216790486681346497984, 10181152976, 1], 4]], 'hecke_orbit_code': 18014536216871002, 'p': 31}
-
id: 274961
{'charpoly_factorization': [[[84785016520502023546319686175197884330783225054805016852092436891893897751163693281837056, 0, 2558567175154595277945124341848409448712517997068390152234402304262144, 0, 157519244270255276207047187658881974690603274496, 0, 837877964338556236698784, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 37}
-
id: 274962
{'charpoly_factorization': [[[378101253035051039231676075468004114762024598657971266397035451162096996365729330626560000000000, 0, -2408445108036218513860799663656487637682925519242518607853210730496000000, 0, 4888075898170176334935649429030887846588541440000, 0, -3802308558318830389878400, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 41}
-
id: 274963
{'charpoly_factorization': [[[1160247381905485770361293310301391368451100806327604350700889782037670460643913247837540650582016, 0, 8595994656741849382185136004327209015232549466351513811003630382454145024, 0, 16168051519150103396905702177350061880938516709376, 0, 7525448448570650922655744, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 43}
-
id: 274964
{'charpoly_factorization': [[[11208799461677787492014739313112302754720103027658508135615117667377644885082362491610000000000000000, 0, 5367684589180393868489397790932049183373686584232813046358644620000000000000, 0, 888247389956226258327020274409894180526623800000000, 0, 57051428273967777059800000, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 47}
-
id: 274965
{'charpoly_factorization': [[[1486761669060804852180118234894181369794123218509158719220458970959872027598522769427956227438663936, 0, 3289183321013041354052125275293749536620088832916879822894287625744171855616, 0, 1242809751387708323755200235090550759097701812506336, 0, 93166497234308673968114736, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 53}
-
id: 274966
{'charpoly_factorization': [[[9987625002379423973761766074792285843301257387451187056373825521159833608073341059833289724517079062675456, 0, -138302430770348597957160757044640748647213904686510228931453043533608071598342144, 0, 685946206401813621646450354863585727867672648227799296, 0, -1420580901279352024398061984, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 59}
-
id: 274967
{'charpoly_factorization': [[[163244340873239855298649539513371007350918918532545296, 10526216377001812861488880490657102551648, -722891037025426637325608616, -23165769881768, 1], 4]], 'hecke_orbit_code': 18014536216871002, 'p': 61}
-
id: 274968
{'charpoly_factorization': [[[19734204619792574721707788746023823551799696735250891810559419412853542417565790110537418147450226055174946816, 0, 60322447727706718403809094478348854731013082652838947498978398283058373229098827776, 0, 50887121496218793623985394446114460852099724080388837376, 0, 13387728923496128625034838656, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 67}
-
id: 274969
{'charpoly_factorization': [[[440745327499721431153708358099551017747307001758508737202538392215994846579459761498979810560130355332294639616, 0, -1855077091362298700722206016114489370906306428760877964305431329527695761281883570176, 0, 472502334535743394689589284785222669526820851838830514176, 0, -38536807051432186953042646656, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 71}
-
id: 274970
{'charpoly_factorization': [[[110394946157855239678485426829301976963741185509047465373469500782524383669947760460759159669243436964249600000000, 0, 27358082990174987924854775747948460823056356777909017816738930088144002021851136000000, 0, 2313109158028232990931400446465180263710742386570076160000, 0, 80766691449857129881662937600, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 73}
-
id: 274971
{'charpoly_factorization': [[[-11766330375088032652900100840380142521030922345900457984, -1303134927771241510717987650984462352410624, -37251888467746990171682015424, -135989964475344, 1], 4]], 'hecke_orbit_code': 18014536216871002, 'p': 79}
-
id: 274972
{'charpoly_factorization': [[[725164259577139117853635971859783570476809833511732091130428785766417996459944255363017956728942099992372918091776, 0, 301082325660198689096087134327962895259054136234078383175579859771439451177434248904704, 0, 13960391174677794560569288160343112284482610740908778643456, 0, 213877772110734589706334939904, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 83}
-
id: 274973
{'charpoly_factorization': [[[369782998657871099205272219910919237139053820432482091639113158958962394362187558132824055006288504345701326579040256, 0, -24732958862812003681533635077295432788733807946589752096060712462008399618751724787859456, 0, 281931714357075036019362575314654857699041267343077928861696, 0, -959706132686432513596297609216, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 89}
-
id: 274974
{'charpoly_factorization': [[[932683451368775419648084012079768672752439208739136875890708860271078337684846497082241092406882786777722004256587776, 0, 151105750831078600329389826984710276900642119109988394060614234613011827290487105366523904, 0, 1003198329727010465917204658901377541340369974765176760569856, 0, 2007434171943700868412634943104, 0, 1], 2]], 'hecke_orbit_code': 18014536216871002, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 5, 'label': '90.16.c.e', 'level': 90, 'portrait': 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', 'weight': 16}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 40676515
{'hecke_orbit_code': 18014536216871002, 'n': 1, 'trace_an': 16}
-
id: 40676516
{'hecke_orbit_code': 18014536216871002, 'n': 2, 'trace_an': 0}
-
id: 40676517
{'hecke_orbit_code': 18014536216871002, 'n': 3, 'trace_an': 0}
-
id: 40676518
{'hecke_orbit_code': 18014536216871002, 'n': 4, 'trace_an': -262144}
-
id: 40676519
{'hecke_orbit_code': 18014536216871002, 'n': 5, 'trace_an': 0}
-
id: 40676520
{'hecke_orbit_code': 18014536216871002, 'n': 6, 'trace_an': 0}
-
id: 40676521
{'hecke_orbit_code': 18014536216871002, 'n': 7, 'trace_an': 0}
-
id: 40676522
{'hecke_orbit_code': 18014536216871002, 'n': 8, 'trace_an': 0}
-
id: 40676523
{'hecke_orbit_code': 18014536216871002, 'n': 9, 'trace_an': 0}
-
id: 40676524
{'hecke_orbit_code': 18014536216871002, 'n': 10, 'trace_an': -49733632}
-
id: 40676525
{'hecke_orbit_code': 18014536216871002, 'n': 11, 'trace_an': 0}
-
id: 40676526
{'hecke_orbit_code': 18014536216871002, 'n': 12, 'trace_an': 0}
-
id: 40676527
{'hecke_orbit_code': 18014536216871002, 'n': 13, 'trace_an': 0}
-
id: 40676528
{'hecke_orbit_code': 18014536216871002, 'n': 14, 'trace_an': 0}
-
id: 40676529
{'hecke_orbit_code': 18014536216871002, 'n': 15, 'trace_an': 0}
-
id: 40676530
{'hecke_orbit_code': 18014536216871002, 'n': 16, 'trace_an': 4294967296}
-
id: 40676531
{'hecke_orbit_code': 18014536216871002, 'n': 17, 'trace_an': 0}
-
id: 40676532
{'hecke_orbit_code': 18014536216871002, 'n': 18, 'trace_an': 0}
-
id: 40676533
{'hecke_orbit_code': 18014536216871002, 'n': 19, 'trace_an': -9028552704}
-
id: 40676534
{'hecke_orbit_code': 18014536216871002, 'n': 20, 'trace_an': 0}
-
id: 40676535
{'hecke_orbit_code': 18014536216871002, 'n': 21, 'trace_an': 0}
-
id: 40676536
{'hecke_orbit_code': 18014536216871002, 'n': 22, 'trace_an': 0}
-
id: 40676537
{'hecke_orbit_code': 18014536216871002, 'n': 23, 'trace_an': 0}
-
id: 40676538
{'hecke_orbit_code': 18014536216871002, 'n': 24, 'trace_an': 0}
-
id: 40676539
{'hecke_orbit_code': 18014536216871002, 'n': 25, 'trace_an': 42419563632}
-
id: 40676540
{'hecke_orbit_code': 18014536216871002, 'n': 26, 'trace_an': 0}
-
id: 40676541
{'hecke_orbit_code': 18014536216871002, 'n': 27, 'trace_an': 0}
-
id: 40676542
{'hecke_orbit_code': 18014536216871002, 'n': 28, 'trace_an': 0}
-
id: 40676543
{'hecke_orbit_code': 18014536216871002, 'n': 29, 'trace_an': 0}
-
id: 40676544
{'hecke_orbit_code': 18014536216871002, 'n': 30, 'trace_an': 0}
-
id: 40676545
{'hecke_orbit_code': 18014536216871002, 'n': 31, 'trace_an': -40724611904}
-
id: 40676546
{'hecke_orbit_code': 18014536216871002, 'n': 32, 'trace_an': 0}
-
id: 40676547
{'hecke_orbit_code': 18014536216871002, 'n': 33, 'trace_an': 0}
-
id: 40676548
{'hecke_orbit_code': 18014536216871002, 'n': 34, 'trace_an': -885646311424}
-
id: 40676549
{'hecke_orbit_code': 18014536216871002, 'n': 35, 'trace_an': 0}
-
id: 40676550
{'hecke_orbit_code': 18014536216871002, 'n': 36, 'trace_an': 0}
-
id: 40676551
{'hecke_orbit_code': 18014536216871002, 'n': 37, 'trace_an': 0}
-
id: 40676552
{'hecke_orbit_code': 18014536216871002, 'n': 38, 'trace_an': 0}
-
id: 40676553
{'hecke_orbit_code': 18014536216871002, 'n': 39, 'trace_an': 0}
-
id: 40676554
{'hecke_orbit_code': 18014536216871002, 'n': 40, 'trace_an': 814835826688}
-
id: 40676555
{'hecke_orbit_code': 18014536216871002, 'n': 41, 'trace_an': 0}
-
id: 40676556
{'hecke_orbit_code': 18014536216871002, 'n': 42, 'trace_an': 0}
-
id: 40676557
{'hecke_orbit_code': 18014536216871002, 'n': 43, 'trace_an': 0}
-
id: 40676558
{'hecke_orbit_code': 18014536216871002, 'n': 44, 'trace_an': 0}
-
id: 40676559
{'hecke_orbit_code': 18014536216871002, 'n': 45, 'trace_an': 0}
-
id: 40676560
{'hecke_orbit_code': 18014536216871002, 'n': 46, 'trace_an': -654599782400}
-
id: 40676561
{'hecke_orbit_code': 18014536216871002, 'n': 47, 'trace_an': 0}
-
id: 40676562
{'hecke_orbit_code': 18014536216871002, 'n': 48, 'trace_an': 0}
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