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{'Nk2': 2448, 'analytic_conductor': 13.061834069513012, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[17, 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': [17, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 8, 'field_disc': 2174860180890341808075566678314254849097299456, 'field_disc_factorization': [[2, 9], [3, 1], [113, 1], [443172887258052169, 1], [28274081126853115302193, 1]], 'field_poly': [2663203205942, -272713840835, -22633823135, 1188560917, 49101741, -182353, -13381, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [166084534272, 351034071040, 15657421696, -2383120192, 33040416, 726176, -12058, -55, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599828697105, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 768, 'hecke_ring_index_factorization': [[2, 8], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '17.12.a.b', 'level': 17, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '17.12.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(7-\\beta _{1})q^{2}+(62-\\beta _{1}+\\beta _{3})q^{3}+(1344+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '17.12.a', 'trace_display': [55, 496, 8592, 95288], 'trace_hash': 226319997406919413, 'trace_moments': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[17, -1]], 6, 1], [[[17, 1]], 8, 1]], 'ALdims': [8, 6], 'Nk2': 2448, 'analytic_conductor': 13.061834069513012, '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': [17, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 16, 'dim': 14, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326609, 'hecke_orbit_dims': [6, 8], 'label': '17.12.a', 'level': 17, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 18, 'mf_new_dim': 14, 'num_forms': 2, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 14, 'sturm_bound': 18, 'trace_bound': 1, 'trace_display': [46, 20, -4292, 71852], 'traces': [14, 46, 20, 15370, -4292, 17746, 71852, -173058, 797046, -673214, -526804, 1942838, 3758516, -3613816, 912360, 8226226, -2839714, 8686466, -11240288, 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mf_twists_cc • Show schema
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id: 34469070
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 4503599828697105, 'source_is_minimal': True, 'source_label': '17.12.a.b.1.7', 'source_level': 17, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4503599828697105, 'target_is_minimal': True, 'target_label': '17.12.a.b.1.7', 'target_level': 17, 'twist_class_label': '17.12.a.b.1.7', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
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id: 34469071
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 4503599828697105, 'source_is_minimal': True, 'source_label': '17.12.a.b.1.7', 'source_level': 17, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799083438233, 'target_is_minimal': False, 'target_label': '153.12.a.d.1.2', 'target_level': 153, 'twist_class_label': '17.12.a.b.1.7', 'twist_class_level': 17, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
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id: 34469072
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 4503599828697105, 'source_is_minimal': True, 'source_label': '17.12.a.b.1.7', 'source_level': 17, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197592920336, 'target_is_minimal': False, 'target_label': '272.12.a.h.1.2', 'target_level': 272, 'twist_class_label': '17.12.a.b.1.7', 'twist_class_level': 17, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 70050
{'charpoly_factorization': [[[166084534272, 351034071040, 15657421696, -2383120192, 33040416, 726176, -12058, -55, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 2}
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id: 70051
{'charpoly_factorization': [[[154454980605774729408, 2056714887050417088, -4195779159796416, -79032433513104, 175896985812, 373728840, -835904, -496, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 3}
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id: 70052
{'charpoly_factorization': [[[5777162372658499558045286400000, 1762489856974667279544320000, -492604294504143334272000, -100945678713451961600, 16328834488612240, 1741436557952, -225364504, -8592, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 5}
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id: 70053
{'charpoly_factorization': [[[-65799146230117567482739356341850249216, 3596038345383120022005319338955008, 20406940266535369069855235904, -3470133636383300142715536, 20244729348843993188, 1030261702400360, -9399428160, -95288, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 7}
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id: 70054
{'charpoly_factorization': [[[715212219650662346220792478967340758202053568, -518564996152108161329095372070475915456, -57906839050569761131958751155794176, -59910720083850499814883419376, 520788889429521574683124, 358254465836826664, -1339183536448, -435256, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 11}
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id: 70055
{'charpoly_factorization': [[[5015406229603117092650711586441077070417885811712, -25343160862542797708692331456001736679521280, 40851227471556515959382719971103750656, -12509157184394123501260566392448, -26090452295311093318101616, 21338824532943838592, -50691683192, -4193784, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 13}
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id: 70056
{'charpoly_factorization': [[[1419857, 1], 8]], 'hecke_orbit_code': 4503599828697105, 'p': 17}
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id: 70057
{'charpoly_factorization': [[[61580406930996838948225341984977443748971446275585261568, 13752108457955545116596578520525954111009637605376, -2097206376192366184135246308948457191936000, -443337450117183260423301232561423872, 35500476778967048526266777920, 4646863443613649164096, -314045701320192, -15158192, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 19}
-
id: 70058
{'charpoly_factorization': [[[12307113764608762874694815507460302792850131896855514972160, 411676572344074916735641283879544717204842161319936, -348227378982890028847708734645370950320655360, -8941927514468340388800026817195071120, 2088545225597491073971702656964, 38961193062140075795480, -2752899451939648, -22374432, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 23}
-
id: 70059
{'charpoly_factorization': [[[227134966692731556017071189758628696186896281584514348132597760, 12260139646934198564227443028377076370435529198116831232, -278960600960703932015898673451294006564683213824, -26268097019970062177119806741218684082432, -466733067496070035736501234001008, -715824133608682408676736, 50298533991492968, 424656432, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 29}
-
id: 70060
{'charpoly_factorization': [[[288924254496661187909144942177940402302638762814580605181178781696, -1779145297619325496609012097996115776547109647118085955840, -57807645391027583002988032828270319936506201572928, 316688506051443641562896021417854303777168, 3697003907954907421068699532714564, -14217939283047763512608952, -103059896070537072, 172323152, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 31}
-
id: 70061
{'charpoly_factorization': [[[-554117763950621110571787099082090496030153989525409979493180048273408, -8397194335466787394013329941315557625137841769248621491625984, -20160715894800606338175021262260450973781392718066176, 80793740161902445558950176274984786318977536, 257730527178010224458597851259630992, -251745301293190410361322112, -928500423384284280, 262792640, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 37}
-
id: 70062
{'charpoly_factorization': [[[-2338200280052157351774087576050295983801150139837746139332765794545408, 44216474073581626555551181806662538967413232268694531198879744, 459617715120533426543480669526965375015180071242179328, 1119968478789482672782571649213314825600678400, 11791536190004423721475860685389664, -2459981893906256535968108160, -1482276920930220880, 1283308512, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 41}
-
id: 70063
{'charpoly_factorization': [[[27956914127186441270429833939601768049739745198896679272580603421130752, -429924038513992115274262634407988247703363043895874058237902848, 2038100127553332146952869750131554970849688190224633856, -2965495669672575558584670682253933236547343360, -1737205221168018266331584636972817856, 5871211278584948040707964608, -1581722179911424128, -2219398472, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 43}
-
id: 70064
{'charpoly_factorization': [[[-154146400260908384242825776596175909782940291726979876815402270764040192, -1281015584179907561980758126098935978750330901703268130642460672, -2536114725345677642307223489871535283644131641099026432, 1995735367368982454466703307674924753861036032, 6339777382652080325832518744062777600, -471289862737485256613436160, -4634647471471256416, -260684408, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 47}
-
id: 70065
{'charpoly_factorization': [[[-467156847058317099172786451436041021392085288061103367813344048223373524736, 68237118405726660618209826980013573093593366324427871576153095168, 961659190738021363422510947149533705688242847880112252672, -526829511261484034302449188949648299657892216576, -233031481202415130607451657603097895840, 168372066914930166314311881280, 668805870113215088, -9402026896, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 53}
-
id: 70066
{'charpoly_factorization': [[[27105428841249675557520610338951931793682757143267683442030884585858924544, -170295939287628087023564940358306592901239177635730099583277596672, 84156122173973131235349230404817927505387909118633168896, 1140501901318711858034958225976859871822952958976, -1961752341838953278849793031207753919936, 597233164059023734837165392960, 4501593090173119232, -14325543480, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 59}
-
id: 70067
{'charpoly_factorization': [[[-2066706323906611552608611010426264522650061519279573410889249531923120599040, -2255079077430312839836705055507024013147407118589368760484511756288, 2787397250960328935418655243917632721668821105681982769664, 2451936419542317626841828520654129028227067666176, -706441397067845724176915527427117074672, -609129361935196185339872152384, -50052111793060424280, 9811064576, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 61}
-
id: 70068
{'charpoly_factorization': [[[-41239769757328032233787794293064192601279794638611415011505237334813153689600, -613216810705172816972287604299660513674156726428193277741482529259520, -306085423232244229956757390172571337951256144565413110267904, 183535261561138460118602144688780786306869354467328, -6339959848617764138868631817146686134016, -6177809563814761082550280905728, 963223208044303193696, -52928023248, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 67}
-
id: 70069
{'charpoly_factorization': [[[137563795973490483130679407882105611422623221516257660605295124329248280150016, -1247304222096032354812498094226504656412945194000153782721915218423808, 579827368069150114724697476477286084755308953245645811344384, 343622780301551725020149321518072765327162448109776, -32012429835273058340896021964084639852380, -14578683343803448325102778333192, -296528243134512189712, 34868356504, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 71}
-
id: 70070
{'charpoly_factorization': [[[-439275261902676310103938522469258870097696563295447895830597421185377809214598912, 231091589791108073260841960010436527539725888153811987821026542567924736, -29845980340749934383707881380439744999836536341666406681265408, -1709823684368724979651904419507136468651257577325824, 425885909323000192219797949127332679341920, -293030785784827452224206899776, -1438829253703642558416, -1248764080, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 73}
-
id: 70071
{'charpoly_factorization': [[[387489575880793058151658151030172392979626744437360723028224338619898829985947648, 270082015250616792191575503654830969974767712000235201175284373159773184, 13317379197009220368548966249503527896777138855061933088645248, -8633285921919972115618225458653126551502133659064528, 293561633135740184107591557606739370742276, 28936318981599428307107542973496, -1305667056743504458464, -18209008736, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 79}
-
id: 70072
{'charpoly_factorization': [[[7848651386546296371924077333630298191437736212253269996545715238596797716280574476288, -916542237149400102459828601268489122566924957925406322861059671017367076864, 29349122276305968776487097648036120645538628478848170081206521856, 334082302615549887907869503488580392591347287921180672, -33993280508629980638422677940640292449251776, 427315145212961980816398744952256, 6099277777040187354752, -169643760088, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 83}
-
id: 70073
{'charpoly_factorization': [[[54877918410845801008952673851373396859076671499733954475799945097874715789825197056, 21902806179801172259833134825561924808794977907295916282496106625794343936, -9563758424013145280353704871580358227823540941789129275856291328, 973698259552508791333657879016844138244593219696952960, -32901911673035070165061167855729876736152368, 149260633579649784523354350956576, 11346964952540990190776, -201694397904, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 89}
-
id: 70074
{'charpoly_factorization': [[[-49625701926758139579039538600299011711990693676341131812705870782289551903694418016000, 34439365607860829216891636292439243883708905981309214366002266688182263808000, 2089112075806476499582255949994885621830933862462652970035865309440, -77353610696186744003833857303173248747795897861685425664, 266325255148378627609584452945649257878455776, 7231772389737271480188755240344832, -39787310783962282909872, -163430440672, 1], 1]], 'hecke_orbit_code': 4503599828697105, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '17.12.a.b', 'level': 17, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 76695000
{'hecke_orbit_code': 4503599828697105, 'n': 1, 'trace_an': 8}
-
id: 76695001
{'hecke_orbit_code': 4503599828697105, 'n': 2, 'trace_an': 55}
-
id: 76695002
{'hecke_orbit_code': 4503599828697105, 'n': 3, 'trace_an': 496}
-
id: 76695003
{'hecke_orbit_code': 4503599828697105, 'n': 4, 'trace_an': 10757}
-
id: 76695004
{'hecke_orbit_code': 4503599828697105, 'n': 5, 'trace_an': 8592}
-
id: 76695005
{'hecke_orbit_code': 4503599828697105, 'n': 6, 'trace_an': 17194}
-
id: 76695006
{'hecke_orbit_code': 4503599828697105, 'n': 7, 'trace_an': 95288}
-
id: 76695007
{'hecke_orbit_code': 4503599828697105, 'n': 8, 'trace_an': -247863}
-
id: 76695008
{'hecke_orbit_code': 4503599828697105, 'n': 9, 'trace_an': 500648}
-
id: 76695009
{'hecke_orbit_code': 4503599828697105, 'n': 10, 'trace_an': 2824}
-
id: 76695010
{'hecke_orbit_code': 4503599828697105, 'n': 11, 'trace_an': 435256}
-
id: 76695011
{'hecke_orbit_code': 4503599828697105, 'n': 12, 'trace_an': 4295182}
-
id: 76695012
{'hecke_orbit_code': 4503599828697105, 'n': 13, 'trace_an': 4193784}
-
id: 76695013
{'hecke_orbit_code': 4503599828697105, 'n': 14, 'trace_an': 4377132}
-
id: 76695014
{'hecke_orbit_code': 4503599828697105, 'n': 15, 'trace_an': 10362648}
-
id: 76695015
{'hecke_orbit_code': 4503599828697105, 'n': 16, 'trace_an': 20722897}
-
id: 76695016
{'hecke_orbit_code': 4503599828697105, 'n': 17, 'trace_an': -11358856}
-
id: 76695017
{'hecke_orbit_code': 4503599828697105, 'n': 18, 'trace_an': 28881887}
-
id: 76695018
{'hecke_orbit_code': 4503599828697105, 'n': 19, 'trace_an': 15158192}
-
id: 76695019
{'hecke_orbit_code': 4503599828697105, 'n': 20, 'trace_an': 91612472}
-
id: 76695020
{'hecke_orbit_code': 4503599828697105, 'n': 21, 'trace_an': 98415768}
-
id: 76695021
{'hecke_orbit_code': 4503599828697105, 'n': 22, 'trace_an': 81767186}
-
id: 76695022
{'hecke_orbit_code': 4503599828697105, 'n': 23, 'trace_an': 22374432}
-
id: 76695023
{'hecke_orbit_code': 4503599828697105, 'n': 24, 'trace_an': -41056218}
-
id: 76695024
{'hecke_orbit_code': 4503599828697105, 'n': 25, 'trace_an': 133926472}
-
id: 76695025
{'hecke_orbit_code': 4503599828697105, 'n': 26, 'trace_an': -70553178}
-
id: 76695026
{'hecke_orbit_code': 4503599828697105, 'n': 27, 'trace_an': 68932744}
-
id: 76695027
{'hecke_orbit_code': 4503599828697105, 'n': 28, 'trace_an': 108010892}
-
id: 76695028
{'hecke_orbit_code': 4503599828697105, 'n': 29, 'trace_an': -424656432}
-
id: 76695029
{'hecke_orbit_code': 4503599828697105, 'n': 30, 'trace_an': -561465200}
-
id: 76695030
{'hecke_orbit_code': 4503599828697105, 'n': 31, 'trace_an': -172323152}
-
id: 76695031
{'hecke_orbit_code': 4503599828697105, 'n': 32, 'trace_an': -540258159}
-
id: 76695032
{'hecke_orbit_code': 4503599828697105, 'n': 33, 'trace_an': -764794592}
-
id: 76695033
{'hecke_orbit_code': 4503599828697105, 'n': 34, 'trace_an': -78092135}
-
id: 76695034
{'hecke_orbit_code': 4503599828697105, 'n': 35, 'trace_an': -117251352}
-
id: 76695035
{'hecke_orbit_code': 4503599828697105, 'n': 36, 'trace_an': -1812061939}
-
id: 76695036
{'hecke_orbit_code': 4503599828697105, 'n': 37, 'trace_an': -262792640}
-
id: 76695037
{'hecke_orbit_code': 4503599828697105, 'n': 38, 'trace_an': -674758596}
-
id: 76695038
{'hecke_orbit_code': 4503599828697105, 'n': 39, 'trace_an': -302706728}
-
id: 76695039
{'hecke_orbit_code': 4503599828697105, 'n': 40, 'trace_an': -3575120264}
-
id: 76695040
{'hecke_orbit_code': 4503599828697105, 'n': 41, 'trace_an': -1283308512}
-
id: 76695041
{'hecke_orbit_code': 4503599828697105, 'n': 42, 'trace_an': -1036128840}
-
id: 76695042
{'hecke_orbit_code': 4503599828697105, 'n': 43, 'trace_an': 2219398472}
-
id: 76695043
{'hecke_orbit_code': 4503599828697105, 'n': 44, 'trace_an': 4256110614}
-
id: 76695044
{'hecke_orbit_code': 4503599828697105, 'n': 45, 'trace_an': 3982117536}
-
id: 76695045
{'hecke_orbit_code': 4503599828697105, 'n': 46, 'trace_an': 6081288184}
-
id: 76695046
{'hecke_orbit_code': 4503599828697105, 'n': 47, 'trace_an': 260684408}
-
id: 76695047
{'hecke_orbit_code': 4503599828697105, 'n': 48, 'trace_an': 6860204310}
-
id: 76695048
{'hecke_orbit_code': 4503599828697105, 'n': 49, 'trace_an': 12060045320}
-
id: 76695049
{'hecke_orbit_code': 4503599828697105, 'n': 50, 'trace_an': -1911832923}
-
id: 76695050
{'hecke_orbit_code': 4503599828697105, 'n': 51, 'trace_an': -704249072}
-
id: 76695051
{'hecke_orbit_code': 4503599828697105, 'n': 52, 'trace_an': 3548505010}
-
id: 76695052
{'hecke_orbit_code': 4503599828697105, 'n': 53, 'trace_an': 9402026896}
-
id: 76695053
{'hecke_orbit_code': 4503599828697105, 'n': 54, 'trace_an': -848951924}
-
id: 76695054
{'hecke_orbit_code': 4503599828697105, 'n': 55, 'trace_an': 4430702936}
-
id: 76695055
{'hecke_orbit_code': 4503599828697105, 'n': 56, 'trace_an': -11881582644}
-
id: 76695056
{'hecke_orbit_code': 4503599828697105, 'n': 57, 'trace_an': 1366983408}
-
id: 76695057
{'hecke_orbit_code': 4503599828697105, 'n': 58, 'trace_an': 814919720}
-
id: 76695058
{'hecke_orbit_code': 4503599828697105, 'n': 59, 'trace_an': 14325543480}
-
id: 76695059
{'hecke_orbit_code': 4503599828697105, 'n': 60, 'trace_an': 4281784208}
-
id: 76695060
{'hecke_orbit_code': 4503599828697105, 'n': 61, 'trace_an': -9811064576}
-
id: 76695061
{'hecke_orbit_code': 4503599828697105, 'n': 62, 'trace_an': -41469249572}
-
id: 76695062
{'hecke_orbit_code': 4503599828697105, 'n': 63, 'trace_an': 14666072688}
-
id: 76695063
{'hecke_orbit_code': 4503599828697105, 'n': 64, 'trace_an': -27038375199}
-
id: 76695064
{'hecke_orbit_code': 4503599828697105, 'n': 65, 'trace_an': 29701570288}
-
id: 76695065
{'hecke_orbit_code': 4503599828697105, 'n': 66, 'trace_an': -43330462276}
-
id: 76695066
{'hecke_orbit_code': 4503599828697105, 'n': 67, 'trace_an': 52928023248}
-
id: 76695067
{'hecke_orbit_code': 4503599828697105, 'n': 68, 'trace_an': -15273401749}
-
id: 76695068
{'hecke_orbit_code': 4503599828697105, 'n': 69, 'trace_an': -13481294472}
-
id: 76695069
{'hecke_orbit_code': 4503599828697105, 'n': 70, 'trace_an': -128492187744}
-
id: 76695070
{'hecke_orbit_code': 4503599828697105, 'n': 71, 'trace_an': -34868356504}
-
id: 76695071
{'hecke_orbit_code': 4503599828697105, 'n': 72, 'trace_an': -52662987279}
-
id: 76695072
{'hecke_orbit_code': 4503599828697105, 'n': 73, 'trace_an': 1248764080}
-
id: 76695073
{'hecke_orbit_code': 4503599828697105, 'n': 74, 'trace_an': -135359144436}
-
id: 76695074
{'hecke_orbit_code': 4503599828697105, 'n': 75, 'trace_an': 59235735072}
-
id: 76695075
{'hecke_orbit_code': 4503599828697105, 'n': 76, 'trace_an': -49428813052}
-
id: 76695076
{'hecke_orbit_code': 4503599828697105, 'n': 77, 'trace_an': 112631449800}
-
id: 76695077
{'hecke_orbit_code': 4503599828697105, 'n': 78, 'trace_an': -87670698684}
-
id: 76695078
{'hecke_orbit_code': 4503599828697105, 'n': 79, 'trace_an': 18209008736}
-
id: 76695079
{'hecke_orbit_code': 4503599828697105, 'n': 80, 'trace_an': 96412241400}
-
id: 76695080
{'hecke_orbit_code': 4503599828697105, 'n': 81, 'trace_an': 67350111224}
-
id: 76695081
{'hecke_orbit_code': 4503599828697105, 'n': 82, 'trace_an': 41461375370}
-
id: 76695082
{'hecke_orbit_code': 4503599828697105, 'n': 83, 'trace_an': 169643760088}
-
id: 76695083
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