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{'Nk2': 1568, 'analytic_conductor': 8.578474316153017, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, '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': [8, 2, [7, 5], [2, 1]], 'cm_discs': [], 'conrey_index': 5, 'conrey_indexes': [5], 'dim': 10, 'field_disc': -181888173462229743628219208624621384877158778564043962071, 'field_disc_factorization': [[-1, 1], [17, 2], [233, 2], [599, 1], [7643, 2], [950513563, 2], [19149692273, 2]], 'field_poly': [31616997813655668, -802096030557765, 15101451375489, -180067834748, 2540283092, 96647426, -743866, 708, 752, -5, 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': [[3, [27083265579587767116678921216, 0, 3697485496537144650073344, 0, 14722593225477049728, 0, 16370347169952, 0, 6964588, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668581728264, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 22799473113563136, 'hecke_ring_index_factorization': [[2, 48], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8.14.b.b', 'level': 8, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.14.b.b', 'prim_orbit_index': 2, 'qexp_display': 'q+(11+\\beta _{1})q^{2}+(3\\beta _{1}+\\beta _{3})q^{3}+(-472+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '13.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8.14.b', 'trace_display': [110, 0, 0, 586960], 'trace_hash': 261230905205246809, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 1568, 'analytic_conductor': 8.578474316153017, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [8, 2, [7, 5], [2, 1]], 'conrey_index': 5, 'cusp_dim': 12, 'dim': 12, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 68954357768, 'hecke_orbit_dims': [2, 10], 'label': '8.14.b', 'level': 8, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 14, 'mf_new_dim': 14, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 14, 'trace_bound': 1, 'trace_display': [-2, 0, 0, 235296], 'traces': [12, -2, 0, -8556, 0, 58444, 235296, 1076872, -5314412, -7752648, 0, -8536664, 0, 21101872, -42373856, -62847216, -49714600, 262778834, 0, 381237904, 0, 196775484, -149850784, 1739438480, -1654349124, -685452248, 0, -978617568, 0, 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mf_twists_cc • Show schema
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id: 34633564
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503668581728264, 'source_is_minimal': True, 'source_label': '8.14.b.b.5.5', 'source_level': 8, 'target_conrey_index': 5, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503668581728264, 'target_is_minimal': True, 'target_label': '8.14.b.b.5.5', 'target_level': 8, 'twist_class_label': '8.14.b.b.5.5', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
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id: 34633565
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503668581728264, 'source_is_minimal': True, 'source_label': '8.14.b.b.5.5', 'source_level': 8, 'target_conrey_index': 37, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 9007405648052296, 'target_is_minimal': False, 'target_label': '72.14.d.c.37.6', 'target_level': 72, 'twist_class_label': '8.14.b.b.5.5', 'twist_class_level': 8, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 14}
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id: 34633566
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503668581728264, 'source_is_minimal': True, 'source_label': '8.14.b.b.5.5', 'source_level': 8, 'target_conrey_index': 17, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503668581728288, 'target_is_minimal': False, 'target_label': '32.14.b.b.17.5', 'target_level': 32, 'twist_class_label': '8.14.b.b.5.5', 'twist_class_level': 8, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 14}
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id: 34633567
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503668581728264, 'source_is_minimal': True, 'source_label': '8.14.b.b.5.5', 'source_level': 8, 'target_conrey_index': 17, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503668581728288, 'target_is_minimal': False, 'target_label': '32.14.b.b.17.6', 'target_level': 32, 'twist_class_label': '8.14.b.b.5.5', 'twist_class_level': 8, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 14}
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id: 34633568
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503668581728264, 'source_is_minimal': True, 'source_label': '8.14.b.b.5.5', 'source_level': 8, 'target_conrey_index': 5, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503668581728264, 'target_is_minimal': True, 'target_label': '8.14.b.b.5.6', 'target_level': 8, 'twist_class_label': '8.14.b.b.5.5', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 14}
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id: 34633569
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503668581728264, 'source_is_minimal': True, 'source_label': '8.14.b.b.5.5', 'source_level': 8, 'target_conrey_index': 37, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007405648052296, 'target_is_minimal': False, 'target_label': '72.14.d.c.37.5', 'target_level': 72, 'twist_class_label': '8.14.b.b.5.5', 'twist_class_level': 8, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 14}
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mf_hecke_charpolys • Show schema
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id: 33475
{'charpoly_factorization': [[[36893488147419103232, -495395959010754560, 4622346883170304, -26237955211264, -7667187712, 3612475392, -935936, -390976, 8408, -110, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 2}
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id: 33476
{'charpoly_factorization': [[[27083265579587767116678921216, 0, 3697485496537144650073344, 0, 14722593225477049728, 0, 16370347169952, 0, 6964588, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 3}
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id: 33477
{'charpoly_factorization': [[[22557507973693636207898958506301440000000000, 0, 4051916450417479880339837449216000000, 0, 14748702249678388428918579200, 0, 17718385988028238336, 0, 7641716912, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 5}
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id: 33478
{'charpoly_factorization': [[[-488479049738663380060504064, 9406805895241425965056, 18322890100501504, -244834408832, -293480, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 7}
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id: 33479
{'charpoly_factorization': [[[716248404299972780373132465003379338545901880490951143723557657600, 0, 640495764966371661681092416580540549824265126222456064, 0, 157533478163413148166792448951979174316416, 0, 8703889094419782530270316192, 0, 165886337629452, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 11}
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id: 33480
{'charpoly_factorization': [[[133925727223122717465995287232676127506690127672951750748614630440960000, 0, 5013387159988674554485104931088851180823253041862903398400, 0, 68277408008604767865931995749491766216515584, 0, 421718670043823132856603847168, 0, 1147050588526640, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 13}
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id: 33481
{'charpoly_factorization': [[[-4510780360316411468106403575788262939936, 34083501510348476298223479935568, 1944817612092184954712112, -17246489531162456, -108663002, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 17}
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id: 33482
{'charpoly_factorization': [[[10715670857450616512987790477757108529684248115930351032874100302023404894684724224, 0, 5446271294106524217646109507001904012147541943470959272388524164352, 0, 601330604190168841802050164506886054158172996031872, 0, 20805289759808810563161042840259744, 0, 257748971558280236, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 19}
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id: 33483
{'charpoly_factorization': [[[-19328113510677374315137259274975282699534336, 155344909874313848235658587118522368, 341568149396784866242421760, -1277430690341750144, 39339976, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 23}
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id: 33484
{'charpoly_factorization': [[[703364433029534084154764597804464533319609360298400351584509505940682397331143184476405760000, 0, 3789526925367793186973396036743364190846501613439302174854951498434184806400, 0, 3073047771666117396565396973881873620155855206379765325824, 0, 602448042681960791113069954023604800000, 0, 42558615957730537392, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 29}
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id: 33485
{'charpoly_factorization': [[[120991517503710364005628619445809974307241066496, 62619500231465224560887056162935013376, -44846288527761643531565072384, -27328314618023745536, -324116896, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 31}
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id: 33486
{'charpoly_factorization': [[[92630229155965929397505241455693681056900811409236173099469679224550259167006059447370980981411414016, 0, 7574732405534805212769317264626352523487578795751328606287460652046807456660389888, 0, 133986954280685213889862300755435113853378185308114182301507584, 0, 753708779953013841815508826619901197601280, 0, 1576155324172789927856, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 37}
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id: 33487
{'charpoly_factorization': [[[-50764984233223038257500800130804797665793167930877600, 1415269988366627048018544019385214823924560, 108173226287221973426428029290736, -3212236636426152430616, -29662320178, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 41}
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id: 33488
{'charpoly_factorization': [[[242127473143967735864190799181696004439878581169209832071930281069803330032432129020670444041599423519744, 0, 4930207386777630130817287137577886434199499784544454842810100300333990928577918919936, 0, 23033155741976553249091758449769772029294167132070344221706361216, 0, 33930544720374272865814953438500417804127904, 0, 11006537150565304959116, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 43}
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id: 33489
{'charpoly_factorization': [[[-556819587684925727375404295369427622643789699082092544, 52637855462471006741746376638949434329464832, 50652322662704344130551439499264, -16555964985700465300992, 5088267408, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 47}
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id: 33490
{'charpoly_factorization': [[[981204275217902469503163101843267355783259093385825246921344732123846055416516145544911679910993497586853216256, 0, 398753939299857568472494398490298830072764760259474713628064353474974548794173012207534080, 0, 58910650894687736377595242539755243721818033355761300448365068574720, 0, 3848329247386637966263976903036535457448274432, 0, 106541797485265203216432, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 53}
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id: 33491
{'charpoly_factorization': [[[380566174591609891485755189206821616418568889195323867987506393257345109555346715462388483627219336276515536395264, 0, 179545613731816017319722825005155184598855155566526305741061975168378990748913176207643911424, 0, 6634847343510175114727172917151647945575886193006521967315737840157056, 0, 89137947953046983577566907494826050744911139488, 0, 504028040489279297170508, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 59}
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id: 33492
{'charpoly_factorization': [[[14255582869316175426944390394897564615622610623358321401817650201343913167746798198890345730617021088673012121600, 0, 12338467341534794942945943425157736173449065331841057443267837777061489251233567935734022144, 0, 2796617285407777329327395342162634546111958896419653176688694204129280, 0, 74335426269596772965123195461857426384665872896, 0, 597789764117938245609648, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 61}
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id: 33493
{'charpoly_factorization': [[[48211973466541552797669492319901073106570564874389800210434284875124779105339117859974879014868615218799396695372626944, 0, 548997120196432067528670561723545032953298565356444214198543690494511695094707357766210393376000, 0, 2275992703711392239912238079826318394540896424510044203800921664266218880, 0, 4253834214292774884675564644358910180938122627232, 0, 3516120894263607885611628, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 67}
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id: 33494
{'charpoly_factorization': [[[219610447288671291815449580549699920653482405058968674074624, 1000832449326221143858188289556492691690918334464, 198217832147483571506590451111365632, -2412151716144319482188160, -363180589992, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 71}
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id: 33495
{'charpoly_factorization': [[[-238483109086023504376625361478743178240057855758941780317344, 746043131687345453116309139473994004457575599952, 290096102741455264625588522312895472, -1956183126217251964793112, 316620182766, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 73}
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id: 33496
{'charpoly_factorization': [[[698069779904156992934269782996509339445692138633683664896000, -13397655454099280499373069649256973045130208149504, 27963284253540829790004910517260115968, -10675218136776429457880576, -2722551782672, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 79}
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id: 33497
{'charpoly_factorization': [[[5977139608740436583831526376373994596827277560763720357133105638417840933375453743756133805325707814817050610034417941504, 0, 268032747113117080223797533558879743153172089628472278346424571778562327492009484432747769372984576, 0, 738581343028197595125573051060725025708986980872881337945802702369734014336, 0, 543531983886042126784151436182772589623740208282784, 0, 45246000324899129645229356, 0, 1], 1]], 'hecke_orbit_code': 4503668581728264, 'p': 83}
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id: 33498
{'charpoly_factorization': [[[-1017293039190208922538669557611728613376848773685224389694199200, 470681906360079397670160156204886186416822100255056, 96404849882657481684927799348228000368, -47306548505102699204926616, -2753172404002, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 89}
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id: 33499
{'charpoly_factorization': [[[-1797780770813112017393612152506054107768671926567122283339354656, 2074146951809723899309334601033752936464079090926672, 300761920819228668093978230379229328560, -159206529681511130741014232, -680566660394, 1], 2]], 'hecke_orbit_code': 4503668581728264, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '8.14.b.b', 'level': 8, 'portrait': 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', 'weight': 14}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 80422000
{'hecke_orbit_code': 4503668581728264, 'n': 1, 'trace_an': 10}
-
id: 80422001
{'hecke_orbit_code': 4503668581728264, 'n': 2, 'trace_an': 110}
-
id: 80422002
{'hecke_orbit_code': 4503668581728264, 'n': 3, 'trace_an': 0}
-
id: 80422003
{'hecke_orbit_code': 4503668581728264, 'n': 4, 'trace_an': -4716}
-
id: 80422004
{'hecke_orbit_code': 4503668581728264, 'n': 5, 'trace_an': 0}
-
id: 80422005
{'hecke_orbit_code': 4503668581728264, 'n': 6, 'trace_an': -267668}
-
id: 80422006
{'hecke_orbit_code': 4503668581728264, 'n': 7, 'trace_an': 586960}
-
id: 80422007
{'hecke_orbit_code': 4503668581728264, 'n': 8, 'trace_an': -270712}
-
id: 80422008
{'hecke_orbit_code': 4503668581728264, 'n': 9, 'trace_an': 2014054}
-
id: 80422009
{'hecke_orbit_code': 4503668581728264, 'n': 10, 'trace_an': -4542088}
-
id: 80422010
{'hecke_orbit_code': 4503668581728264, 'n': 11, 'trace_an': 0}
-
id: 80422011
{'hecke_orbit_code': 4503668581728264, 'n': 12, 'trace_an': 27987880}
-
id: 80422012
{'hecke_orbit_code': 4503668581728264, 'n': 13, 'trace_an': 0}
-
id: 80422013
{'hecke_orbit_code': 4503668581728264, 'n': 14, 'trace_an': 1408688}
-
id: 80422014
{'hecke_orbit_code': 4503668581728264, 'n': 15, 'trace_an': -145914416}
-
id: 80422015
{'hecke_orbit_code': 4503668581728264, 'n': 16, 'trace_an': 56624912}
-
id: 80422016
{'hecke_orbit_code': 4503668581728264, 'n': 17, 'trace_an': 217326004}
-
id: 80422017
{'hecke_orbit_code': 4503668581728264, 'n': 18, 'trace_an': -147615262}
-
id: 80422018
{'hecke_orbit_code': 4503668581728264, 'n': 19, 'trace_an': 0}
-
id: 80422019
{'hecke_orbit_code': 4503668581728264, 'n': 20, 'trace_an': 21655184}
-
id: 80422020
{'hecke_orbit_code': 4503668581728264, 'n': 21, 'trace_an': 0}
-
id: 80422021
{'hecke_orbit_code': 4503668581728264, 'n': 22, 'trace_an': -177987876}
-
id: 80422022
{'hecke_orbit_code': 4503668581728264, 'n': 23, 'trace_an': -78679952}
-
id: 80422023
{'hecke_orbit_code': 4503668581728264, 'n': 24, 'trace_an': 320199056}
-
id: 80422024
{'hecke_orbit_code': 4503668581728264, 'n': 25, 'trace_an': -3076402574}
-
id: 80422025
{'hecke_orbit_code': 4503668581728264, 'n': 26, 'trace_an': 3734872040}
-
id: 80422026
{'hecke_orbit_code': 4503668581728264, 'n': 27, 'trace_an': 0}
-
id: 80422027
{'hecke_orbit_code': 4503668581728264, 'n': 28, 'trace_an': -1653812448}
-
id: 80422028
{'hecke_orbit_code': 4503668581728264, 'n': 29, 'trace_an': 0}
-
id: 80422029
{'hecke_orbit_code': 4503668581728264, 'n': 30, 'trace_an': 6338232752}
-
id: 80422030
{'hecke_orbit_code': 4503668581728264, 'n': 31, 'trace_an': 648233792}
-
id: 80422031
{'hecke_orbit_code': 4503668581728264, 'n': 32, 'trace_an': -11298380000}
-
id: 80422032
{'hecke_orbit_code': 4503668581728264, 'n': 33, 'trace_an': 15484079688}
-
id: 80422033
{'hecke_orbit_code': 4503668581728264, 'n': 34, 'trace_an': -6096822724}
-
id: 80422034
{'hecke_orbit_code': 4503668581728264, 'n': 35, 'trace_an': 0}
-
id: 80422035
{'hecke_orbit_code': 4503668581728264, 'n': 36, 'trace_an': 4004708940}
-
id: 80422036
{'hecke_orbit_code': 4503668581728264, 'n': 37, 'trace_an': 0}
-
id: 80422037
{'hecke_orbit_code': 4503668581728264, 'n': 38, 'trace_an': -18764968628}
-
id: 80422038
{'hecke_orbit_code': 4503668581728264, 'n': 39, 'trace_an': -63497510288}
-
id: 80422039
{'hecke_orbit_code': 4503668581728264, 'n': 40, 'trace_an': 7466802592}
-
id: 80422040
{'hecke_orbit_code': 4503668581728264, 'n': 41, 'trace_an': 59324640356}
-
id: 80422041
{'hecke_orbit_code': 4503668581728264, 'n': 42, 'trace_an': 53897620960}
-
id: 80422042
{'hecke_orbit_code': 4503668581728264, 'n': 43, 'trace_an': 0}
-
id: 80422043
{'hecke_orbit_code': 4503668581728264, 'n': 44, 'trace_an': 13325704392}
-
id: 80422044
{'hecke_orbit_code': 4503668581728264, 'n': 45, 'trace_an': 0}
-
id: 80422045
{'hecke_orbit_code': 4503668581728264, 'n': 46, 'trace_an': -55046867440}
-
id: 80422046
{'hecke_orbit_code': 4503668581728264, 'n': 47, 'trace_an': -10176534816}
-
id: 80422047
{'hecke_orbit_code': 4503668581728264, 'n': 48, 'trace_an': -301841943264}
-
id: 80422048
{'hecke_orbit_code': 4503668581728264, 'n': 49, 'trace_an': 182708552058}
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