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mf_newforms • Show schema
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{'Nk2': 14580, 'analytic_conductor': 73.3281498110029, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, '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': [180, 2, [91, 101, 37], [1, 2, 2]], 'cm_discs': [], 'conrey_index': 91, 'dim': 16, 'field_disc': 52558969292624752486108280072364539801698602935009765625, 'field_disc_factorization': [[3, 4], [5, 11], [19, 2], [106349, 1], [18604824618190828499, 2]], 'field_poly': [414509653712510017117723543124903397237712890625, 0, 40989992790937256917294995464570014826562500, 0, 325232066696204458027621996847496406250, 0, 673266389314517670870339888950000, 0, 649371842679456980126645875, 0, 340815019972466359600, 0, 100431843210026, 0, 15630052, 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, [27165304665703056481827130122233669041370752000000000, 0, 671580041886716017332961205691515122918400000000, 0, 1332150545187653460081139699087345280000000, 0, 689424782658066094971228046284800000, 0, 166239191725940986912421344000, 0, 21812161278237847014400, 0, 1606909491360416, 0, 62520208, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137589948596, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 3562417673994240000000000000000, 'hecke_ring_index_factorization': [[2, 58], [3, 4], [5, 16]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '180.9.c.a', 'level': 180, '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': '20.9.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{1}q^{2}+(-3+\\beta _{3})q^{4}+(1-2\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '180.9.c', 'trace_display': [-6, 0, 0, 0], 'trace_hash': 630346396085806082, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.076', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '990.484', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '118239.001', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [16, -6, 0, -52, 0, 0, 0, 14184, 0, 8750, 0, 0, 51392, -68472, 0, -81424, -27552, 0, 0, -172500, 0, -389120, 0, 0, 1250000, -1037124, 0, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'Nk2': 14580, 'analytic_conductor': 73.3281498110029, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [180, 2, [91, 101, 37], [1, 2, 2]], 'conrey_index': 91, 'cusp_dim': 280, 'dim': 80, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 137589948596, 'hecke_orbit_dims': [16, 32, 32], 'label': '180.9.c', 'level': 180, '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': 296, 'mf_new_dim': 80, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 80, 'sturm_bound': 324, 'trace_bound': 2, 'trace_display': [6, 0, 0, 0], 'traces': [80, 6, 0, 424, 0, 0, 0, 5724, 0, -8750, 0, 0, -51392, 33132, 0, -76220, -27552, 0, 0, 172500, 0, -836992, 0, 0, 6250000, 462480, 0, -374072, 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mf_twists_nf • Show schema
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id: 150967
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.9.c.a', 'source_level': 180, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.9.b.a', 'target_level': 20, 'twist_class_label': '20.9.b.a', 'twist_class_level': 20, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 150968
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.9.c.a', 'source_level': 180, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.9.b.a', 'target_level': 20, 'twist_class_label': '20.9.b.a', 'twist_class_level': 20, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 150969
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.9.c.a', 'source_level': 180, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '100.9.b.d', 'target_level': 100, 'twist_class_label': '20.9.b.a', 'twist_class_level': 20, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 150970
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.9.c.a', 'source_level': 180, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '100.9.b.d', 'target_level': 100, 'twist_class_label': '20.9.b.a', 'twist_class_level': 20, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 9}
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id: 150971
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.9.c.a', 'source_level': 180, 'target_char_orbit': 4, 'target_dim': 32, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.9.d.c', 'target_level': 100, 'twist_class_label': '20.9.b.a', 'twist_class_level': 20, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 9}
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id: 150972
{'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.9.c.a', 'source_level': 180, 'target_char_orbit': 4, 'target_dim': 32, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.9.d.c', 'target_level': 100, 'twist_class_label': '20.9.b.a', 'twist_class_level': 20, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 9}
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id: 150973
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.9.c.a', 'source_level': 180, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '180.9.c.a', 'target_level': 180, 'twist_class_label': '20.9.b.a', 'twist_class_level': 20, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 150974
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.9.c.a', 'source_level': 180, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '180.9.c.a', 'target_level': 180, 'twist_class_label': '20.9.b.a', 'twist_class_level': 20, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 150975
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.9.c.a', 'source_level': 180, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '320.9.b.d', 'target_level': 320, 'twist_class_label': '20.9.b.a', 'twist_class_level': 20, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 9}
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id: 150976
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.9.c.a', 'source_level': 180, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '320.9.b.d', 'target_level': 320, 'twist_class_label': '20.9.b.a', 'twist_class_level': 20, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 9}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 461675
{'charpoly_factorization': [[[18446744073709551616, 432345564227567616, 12384898975268864, -4987384743591936, -30717606100992, -16086800007168, 907244732416, 14677966848, 6320095232, 57335808, 13843456, -958848, -7152, -4536, 44, 6, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 2}
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id: 461676
{'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 137589948596, 'p': 3}
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id: 461677
{'charpoly_factorization': [[[-78125, 0, 1], 8]], 'hecke_orbit_code': 137589948596, 'p': 5}
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id: 461678
{'charpoly_factorization': [[[27165304665703056481827130122233669041370752000000000, 0, 671580041886716017332961205691515122918400000000, 0, 1332150545187653460081139699087345280000000, 0, 689424782658066094971228046284800000, 0, 166239191725940986912421344000, 0, 21812161278237847014400, 0, 1606909491360416, 0, 62520208, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 7}
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id: 461679
{'charpoly_factorization': [[[697363857688673609649067879884835711971208771120660480000000, 0, 34989162447199081930076598227193598782956409297305600000, 0, 13449768625991341273260365071058892644635639808000, 0, 1507688843479914305517603412612732682240000, 0, 41616401118695633688489063158579200, 0, 343083883136030339792896000, 0, 1195920347658713600, 0, 1834292800, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 11}
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id: 461680
{'charpoly_factorization': [[[364947321118786062172154806197510400, -2609768403326620366400359147520, -3074690046012847955386306816, -39133483329273416454656, 5552220809532855904, 65251903733888, -3918908944, -25696, 1], 2]], 'hecke_orbit_code': 137589948596, 'p': 13}
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id: 461681
{'charpoly_factorization': [[[923321320762947347588176797246791737600, -868879612080694103711665159203840, -894999541628324093115708252416, 1052838182125882481646336, 272470941978437672544, -235465819867968, -29149573904, 13776, 1], 2]], 'hecke_orbit_code': 137589948596, 'p': 17}
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id: 461682
{'charpoly_factorization': [[[2247401991974017225500218150438897684712958554599086836852140595352698880000000, 0, 41543019394034547317349470718315618853493964266732670721041262182400000, 0, 38656383908544591935685996076255635579466518004986112114688000, 0, 13391647226963368634039084942380286350016565477376000, 0, 2156887908887390237499255509685720265523200, 0, 175352365392915420775795235225600, 0, 7220961266423149568000, 0, 140354374400, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 19}
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id: 461683
{'charpoly_factorization': [[[3464503592981503126502348635340453646349479380252040126985813227911568827167449088000, 0, 2000497658938189815206016128758872606242261870311997076180338069107941376000, 0, 367956547635166987723596245447505897046948658705870277465855795200, 0, 26760872256135603813576917052386951772503188867380428800, 0, 914305297960332454401799846181811213236704000, 0, 15778729070691959562820240960025600, 0, 140250400513642516527776, 0, 605772255248, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 23}
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id: 461684
{'charpoly_factorization': [[[-6157575736849049533526530201895653012378767104, -135338102797962399193127908478762075808768, 369772706028068986662784400053383936, 1650581473092996446256974191872, 41274553359340046937440, -3363612153604773312, -1871124761424, 1382448, 1], 2]], 'hecke_orbit_code': 137589948596, 'p': 29}
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id: 461685
{'charpoly_factorization': [[[81757518359498861614380666754901809484940352503957533162194554085462294029590855680000000, 0, 13623985567140957827326937257372634121852807140701106467521148766271202918400000, 0, 836661034212654536867195104293623905286968019207677939772291022848000, 0, 23177163843614385470577031327073645018404637499704999936000, 0, 292623542990573830117988965955366884141765427200, 0, 1743701690851161461625358515173785600, 0, 4564300409188891641612800, 0, 3869440168000, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 31}
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id: 461686
{'charpoly_factorization': [[[-3741253235261884044585732078298568426693238521600, -3692823929176956617319490580436754933012480, 22357158190103199455950453638240737024, -1140684549833389017545721888256, -37804207555433712274967456, 28606254120877141888, -1011016783504, -4504736, 1], 2]], 'hecke_orbit_code': 137589948596, 'p': 37}
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id: 461687
{'charpoly_factorization': [[[-5636328779981431397628202473912459599886951505664, 10475905620882969674088479179996801366063104, 63247020467175001287050436489322733312, -130237027680703366488080939371008, 13688980700131481255361120, 69037413531871721088, -16725655141648, -4288224, 1], 2]], 'hecke_orbit_code': 137589948596, 'p': 41}
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id: 461688
{'charpoly_factorization': [[[2621426506580083510897207723971643780622883968294768966361888186908989194542408874659797866112000000000, 0, 5225814128352223295257291610486291308493974777130097032043621672752173359920538342400000000, 0, 3503338880254965667433321774077622098257389501706953270922132369111962240000000, 0, 1180327760727209383415336643148121607047276499374526090580633600000, 0, 228399959590449929657684263841097164806894385673184000, 0, 26470382813528273727299966281416224691200, 0, 1807056298521457195867853216, 0, 66438388278608, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 43}
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id: 461689
{'charpoly_factorization': [[[117356859038351564612004175636537577110948838080223975715719870650055804840786028599022351775080448000, 0, 728092544257266761277726754241620830579702954071408457098931647975706887505757945403121664000, 0, 497542765272865226262463069548374583263177178070757964468490408903856291632947200, 0, 119874778951769456080742409732224045252393926185241263641508901273600, 0, 12709938435977822485164780211173854243369979472660960000, 0, 656652159145302702658692969999124304153600, 0, 17105291530553392594103781536, 0, 212987224675088, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 47}
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id: 461690
{'charpoly_factorization': [[[-1897221841229329594191324116964435390512385414867910400, 3688736373085909623695534914532972419643476162560, -628810967039842580997250636359850256722176, -139828675272316159309648399147067904, 30816499503724862105365173344, 731918415187512001152, -325511630876304, 1226016, 1], 2]], 'hecke_orbit_code': 137589948596, 'p': 53}
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id: 461691
{'charpoly_factorization': [[[606762278273841566738547443396874395197771806324505653201082034231611577211194377178360216952753126113280000000, 0, 103291938247541446559926130887889508937430050579326355488394123907810851619325277143417067929600000, 0, 7021983627177648771752386165964797447544922116652154557058479716532991897337069568000, 0, 249951392161869199079311637680056482314602700310187427450009512050688000, 0, 5053489377185605814267979645658953845348641284061082419200, 0, 58182819190494197093743052044229738810572800, 0, 357986891045754125381350195200, 0, 1008565133875200, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 59}
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id: 461692
{'charpoly_factorization': [[[8392190285881560501363950506909505384629712115950776576, 676929491524318463639174484571162028576896761856, -2051084601170576309379830254010344892316928, -289618360953886324168989905729441792, 58879666270197556574084487520, 5337577740078083720192, -699551291214928, -4185856, 1], 2]], 'hecke_orbit_code': 137589948596, 'p': 61}
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id: 461693
{'charpoly_factorization': [[[75489731367932202663497070119957720687206328468944298356092919444882610408539569581797245886308203960639488000, 0, 91824043616132362375182137925184562115567298523780307379705013405289494360453750539790663426048000, 0, 30391905951151173443149568364677162869023917282893165657463856751620970569564387123200, 0, 2255961208368871303595959517798351039981269776387650935156209544742912000, 0, 46546969529538257808479189998915229723758139945606638969600, 0, 399509954447477193478450350498326854276326400, 0, 1524197962963520196723260667296, 0, 2346295879547728, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 67}
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id: 461694
{'charpoly_factorization': [[[2981235786347865173929787817401192879264312686877382512642169096663502756707673000206876728403329528450284257280000000, 0, 247950038783611493895422855408531824079647769744717572155181888830312892745913844368089698156308070400000, 0, 2423301159623505872162418165008647864280459818276593411278862703671326113938063352659968000, 0, 10062195536337002823238293941570956414846348714508667968532548847480602624000, 0, 22012134385841709067303668795856134527816142626473758495539200, 0, 27094171629565435922575157588372484477716070400, 0, 18773405756581758080275375884800, 0, 6806910428776000, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 71}
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id: 461695
{'charpoly_factorization': [[[-2653722541728868703899187830928265871647207435623360249600, 732671799638601174475657025914075385478965683461120, 232875704248041983569778388426751977011148544, -32293488118528958495047716034119196416, 451049420115723930740581152864, 65325692160646449941568, -1779011523699344, -30953616, 1], 2]], 'hecke_orbit_code': 137589948596, 'p': 73}
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id: 461696
{'charpoly_factorization': [[[101429299036843884299799655455526909518280701469219568853015625399130023833659734143121020241977512161894727680000000, 0, 77938724215621910948526614343852617822678248742223296698572180939849777187120341638346055874930278400000, 0, 7194124929091287781372832171322082121822731858107647738760736781037188649334985927426048000, 0, 45415418059658389333687806295569172289434982445675366179629779463643856896000, 0, 103162228182621885090995753103446839360316541378281059070771200, 0, 101137604589338741281596131329871758340757913600, 0, 48331809322699296847588538163200, 0, 11163172448185600, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 79}
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id: 461697
{'charpoly_factorization': [[[2415938963450481337052390293088151991983328346224348132463725849762612706655010603215001825033818956232042017368219648000, 0, 80804407830624386949069675121652558360850371308763858889272640406900826724728851717335626941122011078656000, 0, 521073447949071034287695433545047953477864872944532877656680498467745882482189297141151539200, 0, 1170578066772933604647419600741091290028776854474085434596640427781492110540800, 0, 1133682399055540578316232886985611062400286461280937838001120000, 0, 554894177385916998235936905674945363481960780800, 0, 144264929968651475896659223342496, 0, 19015070070478928, 0, 1], 1]], 'hecke_orbit_code': 137589948596, 'p': 83}
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id: 461698
{'charpoly_factorization': [[[-36304894735344418705654913987032405849468906191618807149076224, -1543503248799889670579559584564084735414853400283900928, 43665379779630453608474450679344784590481866496, 2834227830651322023121114302082307734272, 16015081895380597965177560774240, -941384441804787320331072, -11993973681529104, 53323728, 1], 2]], 'hecke_orbit_code': 137589948596, 'p': 89}
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id: 461699
{'charpoly_factorization': [[[404613902955552857105620355350289367298786275742772352659001600, 24034738152380526205049080154474069152318505649276687360, -953301170137317692902724296669358848282698675456, -15014512285716231617828957953043097805056, 310498582747736836869115419326304, 2208677437613936136132288, -31644063957341904, -85925616, 1], 2]], 'hecke_orbit_code': 137589948596, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '180.9.c.a', 'level': 180, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 6143527
{'hecke_orbit_code': 137589948596, 'n': 1, 'trace_an': 16}
-
id: 6143528
{'hecke_orbit_code': 137589948596, 'n': 2, 'trace_an': -6}
-
id: 6143529
{'hecke_orbit_code': 137589948596, 'n': 3, 'trace_an': 0}
-
id: 6143530
{'hecke_orbit_code': 137589948596, 'n': 4, 'trace_an': -52}
-
id: 6143531
{'hecke_orbit_code': 137589948596, 'n': 5, 'trace_an': 0}
-
id: 6143532
{'hecke_orbit_code': 137589948596, 'n': 6, 'trace_an': 0}
-
id: 6143533
{'hecke_orbit_code': 137589948596, 'n': 7, 'trace_an': 0}
-
id: 6143534
{'hecke_orbit_code': 137589948596, 'n': 8, 'trace_an': 14184}
-
id: 6143535
{'hecke_orbit_code': 137589948596, 'n': 9, 'trace_an': 0}
-
id: 6143536
{'hecke_orbit_code': 137589948596, 'n': 10, 'trace_an': 8750}
-
id: 6143537
{'hecke_orbit_code': 137589948596, 'n': 11, 'trace_an': 0}
-
id: 6143538
{'hecke_orbit_code': 137589948596, 'n': 12, 'trace_an': 0}
-
id: 6143539
{'hecke_orbit_code': 137589948596, 'n': 13, 'trace_an': 51392}
-
id: 6143540
{'hecke_orbit_code': 137589948596, 'n': 14, 'trace_an': -68472}
-
id: 6143541
{'hecke_orbit_code': 137589948596, 'n': 15, 'trace_an': 0}
-
id: 6143542
{'hecke_orbit_code': 137589948596, 'n': 16, 'trace_an': -81424}
-
id: 6143543
{'hecke_orbit_code': 137589948596, 'n': 17, 'trace_an': -27552}
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