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{'Nk2': 2592, 'analytic_conductor': 14.657766987564774, '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': 16, 'field_disc': 242879058046887235132104080412021065499711223052416743429542933358108550893314317871499320785753031969948008284759706413300631964461647527066943169, 'field_disc_factorization': [[7, 2], [103, 1], [5323, 2], [15607, 1], [1524569, 2], [454890003678302669, 2], [475673243632673343767623363936748489298127, 2]], 'field_poly': [1286374137827816254118965326485913600, -5242030267748791654842336509165568, 13720647095471028734661620662272, -78950720850572326734309359616, -217909345031306501735579648, 1127435088957285706235904, 5699397839986467274752, 163121042717484777472, -1108241988138827776, 7317489121656832, -3763915816960, 2100004864, -373411968, -1102776, 4022, -7, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 69021466632, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 44503594084399683013947944059114135914283008, 'hecke_ring_index_factorization': [[2, 120], [3, 14], [7, 1]], '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': '8.18.b.a', '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': '8.18.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(17-\\beta _{1})q^{2}+(3\\beta _{1}-\\beta _{2})q^{3}+(-1712+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '17.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8.18.b', 'trace_display': [270, 0, 0, 11529600], 'trace_hash': 1853501055077973650, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.711', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '879.648', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '89583.777', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [16, 270, 0, -27436, 0, 5839948, 11529600, 24334920, -602654096, 131002712, 0, -2795125400, 0, 16363788528, -9993282176, 26500434192, -7489125600, -113450563870, 0, -209445719856, 0, 223126527100, 746845345920, -1099415493232, -1809682431664, 2467726531080, 0, 3220542267040, 0, -1188624268048, 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mf_hecke_cc • Show schema
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'embedding_index': 14, 'embedding_m': 14, 'embedding_root_imag': -75.93903986752622, 'embedding_root_real': 156.3206080319759, 'hecke_orbit': 1, 'hecke_orbit_code': 69021466632, 'label': '8.18.b.a.5.14', 'level': 8, 'weight': 18}
-
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{'Nk2': 2592, 'analytic_conductor': 14.657766987564774, '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': 16, 'dim': 16, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 69021466632, 'hecke_orbit_dims': [16], 'label': '8.18.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': 18, 'mf_new_dim': 18, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 16, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [270, 0, 0, 11529600], 'traces': [16, 270, 0, -27436, 0, 5839948, 11529600, 24334920, -602654096, 131002712, 0, -2795125400, 0, 16363788528, -9993282176, 26500434192, -7489125600, -113450563870, 0, -209445719856, 0, 223126527100, 746845345920, -1099415493232, 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mf_twists_cc • Show schema
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id: 752547
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 14, 'source_hecke_orbit_code': 69021466632, 'source_is_minimal': True, 'source_label': '8.18.b.a.5.14', 'source_level': 8, 'target_conrey_index': 5, 'target_dim': 16, 'target_embedding_index': 14, 'target_hecke_orbit_code': 69021466632, 'target_is_minimal': True, 'target_label': '8.18.b.a.5.14', 'target_level': 8, 'twist_class_label': '8.18.b.a.5.13', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
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id: 752548
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 14, 'source_hecke_orbit_code': 69021466632, 'source_is_minimal': True, 'source_label': '8.18.b.a.5.14', 'source_level': 8, 'target_conrey_index': 37, 'target_dim': 16, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503806087790664, 'target_is_minimal': False, 'target_label': '72.18.d.b.37.3', 'target_level': 72, 'twist_class_label': '8.18.b.a.5.13', 'twist_class_level': 8, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 18}
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id: 752549
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 14, 'source_hecke_orbit_code': 69021466632, 'source_is_minimal': True, 'source_label': '8.18.b.a.5.14', 'source_level': 8, 'target_conrey_index': 17, 'target_dim': 16, 'target_embedding_index': 10, 'target_hecke_orbit_code': 69021466656, 'target_is_minimal': False, 'target_label': '32.18.b.a.17.10', 'target_level': 32, 'twist_class_label': '8.18.b.a.5.13', 'twist_class_level': 8, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 18}
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id: 752550
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 14, 'source_hecke_orbit_code': 69021466632, 'source_is_minimal': True, 'source_label': '8.18.b.a.5.14', 'source_level': 8, 'target_conrey_index': 17, 'target_dim': 16, 'target_embedding_index': 7, 'target_hecke_orbit_code': 69021466656, 'target_is_minimal': False, 'target_label': '32.18.b.a.17.7', 'target_level': 32, 'twist_class_label': '8.18.b.a.5.13', 'twist_class_level': 8, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 18}
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id: 752551
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 14, 'source_hecke_orbit_code': 69021466632, 'source_is_minimal': True, 'source_label': '8.18.b.a.5.14', 'source_level': 8, 'target_conrey_index': 5, 'target_dim': 16, 'target_embedding_index': 13, 'target_hecke_orbit_code': 69021466632, 'target_is_minimal': True, 'target_label': '8.18.b.a.5.13', 'target_level': 8, 'twist_class_label': '8.18.b.a.5.13', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 18}
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id: 752552
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 14, 'source_hecke_orbit_code': 69021466632, 'source_is_minimal': True, 'source_label': '8.18.b.a.5.14', 'source_level': 8, 'target_conrey_index': 37, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503806087790664, 'target_is_minimal': False, 'target_label': '72.18.d.b.37.4', 'target_level': 72, 'twist_class_label': '8.18.b.a.5.13', 'twist_class_level': 8, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 18}
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mf_hecke_charpolys • Show schema
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id: 33650
{'charpoly_factorization': [[[87112285931760246646623899502532662132736, -179445779430963642842013953137846517760, 254381981248999250457146425629212672, -583998213532878144683661852672000, -1068263975956463129998881980416, 2270582057916798144086016000, -5877162385641403790131200, 128589456378382547681280, -421587406793086074880, 981059695269642240, -342095875276800, 1008340992000, -3619419136, -15096000, 50168, -270, 1], 1]], 'hecke_orbit_code': 69021466632, 'p': 2}
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id: 33651
{'charpoly_factorization': [[[906201348056033494479508539737209995302333017263538072765661184, 0, 446278495998050550129459571090816266626347100602404569088, 0, 44824733805877649250556440013427601860526106066944, 0, 1657218347018737351462530148809625941712896, 0, 24617716285384787151868663994353152, 0, 180319396986053283247243776, 0, 693563136838059456, 0, 1334448352, 0, 1], 1]], 'hecke_orbit_code': 69021466632, 'p': 3}
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id: 33652
{'charpoly_factorization': [[[651410287853466469789465623921018105400368801589572731450885672718139801600000000000000000000, 0, 79587550877083927318225525260399152973278353818867947950366907105280000000000000000, 0, 1068612694451262348519406562692355135635611408921929428484096000000000000, 0, 5890819302121319215813136248559009513259726345958195200000000, 0, 16404683710834959326737365815244530661898567680000, 0, 24272208581261750093174847692024217600, 0, 18698650527273272315411456, 0, 7008356840832, 0, 1], 1]], 'hecke_orbit_code': 69021466632, 'p': 5}
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id: 33653
{'charpoly_factorization': [[[1066528680602022148841582412089474146601015495890856574976, -28101325275014639790728336983010121264098527150080, -37725360301912916052369335495814939837202432, -234156968715414158622368203969658880, 307881828560517643610660364288, 2827884767535839047680, -945828419454208, -5764800, 1], 2]], 'hecke_orbit_code': 69021466632, 'p': 7}
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id: 33654
{'charpoly_factorization': [[[124778266933256570190529184693313780930244589147587891479631049485279454420265078282465161529725076818301079517914746934196360617646530560000, 0, 6611462374258776378919279746617949522476292855812479935091089798350484729113938407953403372722581423862832000334885208064000, 0, 115691019884792611008052145038823844758567682724396816194050713525431712666850873735057206260057776286449664, 0, 831307803623581196271080158089843289263033508192413659068182283047373510788306362121658368, 0, 3051900958104790637363621718519889513109304242955812323686888459431233024, 0, 6231381721814714617867628917282741114421283388073890304, 0, 7112876609925936160847179218043283904, 0, 4209543882912251360, 0, 1], 1]], 'hecke_orbit_code': 69021466632, 'p': 11}
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id: 33655
{'charpoly_factorization': [[[375711153702449858855868525128065090604454590123393854213143040891522141994618531981265660784073866180262774660983861990756285847410444295208960000, 0, 57323076804156907328140776421212712197239402146705627602209422399202158757233050869151709347340846938462505089984875299766009856000, 0, 1531634900321348243070654062943257548683001766001833752778805350433163072844613347342633333362095980903122952257536, 0, 989249743480698474723967415626942635658569818645476594831777998007367911048664865650120331362304, 0, 252697614004689066052269170418277518635653763811481538167342518097849518260224, 0, 32466971145709512401083779120138387222998033755164219179008, 0, 2206733055913285602740949980773022678016, 0, 75035404963572269440, 0, 1], 1]], 'hecke_orbit_code': 69021466632, 'p': 13}
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id: 33656
{'charpoly_factorization': [[[-41615183172510674383097471185592759441388210346584701408739533249019044700738567936, -11335350885582477827116611359164050202850062510181164594578584086376064000, -535164260042934023873681498673939179425259968442716416912312576, 41883214364279047408127335618235965191446858696044800, 2761674436361187950722620015493848727484512, -31950343140259594311394624344000, -3133529294300453846672, 3744562800, 1], 2]], 'hecke_orbit_code': 69021466632, 'p': 17}
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id: 33657
{'charpoly_factorization': [[[1150522219042234877219624144216750150910724765581106485966615640111901160156111367830340327486297561599320910649727064381783863665979222263611916735339502668927905890304, 0, 75203971022694701501630207283567712687031404465191498443462437117576737710922765777989935521571823524062288770297050455482905847514808432105836380160, 0, 1429585280557101498771571381898989078448890207325419677231750627321964554554390664144647004962284053333484715190729248502267101184, 0, 6561449282881919077115106571795509720008042187051272696544914730978491750678644958384990152083821928013111296, 0, 8430879249256330472018603026417847612989497192763143652090997253612694302633488222717440, 0, 3156188826813071659426800633342263585416124855080361765276522357248, 0, 506292618672102970586787373536030242744745408, 0, 36852324078010155728608, 0, 1], 1]], 'hecke_orbit_code': 69021466632, 'p': 19}
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id: 33658
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id: 33659
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id: 33660
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id: 33661
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id: 33662
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id: 33663
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id: 33664
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id: 33665
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id: 33666
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id: 33667
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id: 33668
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id: 33669
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id: 33670
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id: 33671
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id: 33672
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id: 33673
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id: 33674
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '8.18.b.a', 'level': 8, 'portrait': 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', 'weight': 18}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 20243000
{'hecke_orbit_code': 69021466632, 'n': 1, 'trace_an': 16}
-
id: 20243001
{'hecke_orbit_code': 69021466632, 'n': 2, 'trace_an': 270}
-
id: 20243002
{'hecke_orbit_code': 69021466632, 'n': 3, 'trace_an': 0}
-
id: 20243003
{'hecke_orbit_code': 69021466632, 'n': 4, 'trace_an': -27436}
-
id: 20243004
{'hecke_orbit_code': 69021466632, 'n': 5, 'trace_an': 0}
-
id: 20243005
{'hecke_orbit_code': 69021466632, 'n': 6, 'trace_an': 5839948}
-
id: 20243006
{'hecke_orbit_code': 69021466632, 'n': 7, 'trace_an': 11529600}
-
id: 20243007
{'hecke_orbit_code': 69021466632, 'n': 8, 'trace_an': 24334920}
-
id: 20243008
{'hecke_orbit_code': 69021466632, 'n': 9, 'trace_an': -602654096}
-
id: 20243009
{'hecke_orbit_code': 69021466632, 'n': 10, 'trace_an': 131002712}
-
id: 20243010
{'hecke_orbit_code': 69021466632, 'n': 11, 'trace_an': 0}
-
id: 20243011
{'hecke_orbit_code': 69021466632, 'n': 12, 'trace_an': -2795125400}
-
id: 20243012
{'hecke_orbit_code': 69021466632, 'n': 13, 'trace_an': 0}
-
id: 20243013
{'hecke_orbit_code': 69021466632, 'n': 14, 'trace_an': 16363788528}
-
id: 20243014
{'hecke_orbit_code': 69021466632, 'n': 15, 'trace_an': -9993282176}
-
id: 20243015
{'hecke_orbit_code': 69021466632, 'n': 16, 'trace_an': 26500434192}
-
id: 20243016
{'hecke_orbit_code': 69021466632, 'n': 17, 'trace_an': -7489125600}
-
id: 20243017
{'hecke_orbit_code': 69021466632, 'n': 18, 'trace_an': -113450563870}
-
id: 20243018
{'hecke_orbit_code': 69021466632, 'n': 19, 'trace_an': 0}
-
id: 20243019
{'hecke_orbit_code': 69021466632, 'n': 20, 'trace_an': -209445719856}
-
id: 20243020
{'hecke_orbit_code': 69021466632, 'n': 21, 'trace_an': 0}
-
id: 20243021
{'hecke_orbit_code': 69021466632, 'n': 22, 'trace_an': 223126527100}
-
id: 20243022
{'hecke_orbit_code': 69021466632, 'n': 23, 'trace_an': 746845345920}
-
id: 20243023
{'hecke_orbit_code': 69021466632, 'n': 24, 'trace_an': -1099415493232}
-
id: 20243024
{'hecke_orbit_code': 69021466632, 'n': 25, 'trace_an': -1809682431664}
-
id: 20243025
{'hecke_orbit_code': 69021466632, 'n': 26, 'trace_an': 2467726531080}
-
id: 20243026
{'hecke_orbit_code': 69021466632, 'n': 27, 'trace_an': 0}
-
id: 20243027
{'hecke_orbit_code': 69021466632, 'n': 28, 'trace_an': 3220542267040}
-
id: 20243028
{'hecke_orbit_code': 69021466632, 'n': 29, 'trace_an': 0}
-
id: 20243029
{'hecke_orbit_code': 69021466632, 'n': 30, 'trace_an': -1188624268048}
-
id: 20243030
{'hecke_orbit_code': 69021466632, 'n': 31, 'trace_an': -318979758592}
-
id: 20243031
{'hecke_orbit_code': 69021466632, 'n': 32, 'trace_an': 1455647316000}
-
id: 20243032
{'hecke_orbit_code': 69021466632, 'n': 33, 'trace_an': 5633526177600}
-
id: 20243033
{'hecke_orbit_code': 69021466632, 'n': 34, 'trace_an': -4461251980292}
-
id: 20243034
{'hecke_orbit_code': 69021466632, 'n': 35, 'trace_an': 0}
-
id: 20243035
{'hecke_orbit_code': 69021466632, 'n': 36, 'trace_an': -33088278002484}
-
id: 20243036
{'hecke_orbit_code': 69021466632, 'n': 37, 'trace_an': 0}
-
id: 20243037
{'hecke_orbit_code': 69021466632, 'n': 38, 'trace_an': 24076283913900}
-
id: 20243038
{'hecke_orbit_code': 69021466632, 'n': 39, 'trace_an': -18457706051456}
-
id: 20243039
{'hecke_orbit_code': 69021466632, 'n': 40, 'trace_an': 60626292962592}
-
id: 20243040
{'hecke_orbit_code': 69021466632, 'n': 41, 'trace_an': 7482251536032}
-
id: 20243041
{'hecke_orbit_code': 69021466632, 'n': 42, 'trace_an': -51630378688160}
-
id: 20243042
{'hecke_orbit_code': 69021466632, 'n': 43, 'trace_an': 0}
-
id: 20243043
{'hecke_orbit_code': 69021466632, 'n': 44, 'trace_an': 193654716236040}
-
id: 20243044
{'hecke_orbit_code': 69021466632, 'n': 45, 'trace_an': 0}
-
id: 20243045
{'hecke_orbit_code': 69021466632, 'n': 46, 'trace_an': -195097141003568}
-
id: 20243046
{'hecke_orbit_code': 69021466632, 'n': 47, 'trace_an': -376698804821760}
-
id: 20243047
{'hecke_orbit_code': 69021466632, 'n': 48, 'trace_an': -329350060416480}
-
id: 20243048
{'hecke_orbit_code': 69021466632, 'n': 49, 'trace_an': 127691292101520}
-
id: 20243049
{'hecke_orbit_code': 69021466632, 'n': 50, 'trace_an': 474997408872102}
-
id: 20243050
{'hecke_orbit_code': 69021466632, 'n': 51, 'trace_an': 0}
-
id: 20243051
{'hecke_orbit_code': 69021466632, 'n': 52, 'trace_an': -272251877663120}
-
id: 20243052
{'hecke_orbit_code': 69021466632, 'n': 53, 'trace_an': 0}
-
id: 20243053
{'hecke_orbit_code': 69021466632, 'n': 54, 'trace_an': 735354219382520}
-
id: 20243054
{'hecke_orbit_code': 69021466632, 'n': 55, 'trace_an': 2209036687713152}
-
id: 20243055
{'hecke_orbit_code': 69021466632, 'n': 56, 'trace_an': -162767516076480}
-
id: 20243056
{'hecke_orbit_code': 69021466632, 'n': 57, 'trace_an': -190521298294720}
-
id: 20243057
{'hecke_orbit_code': 69021466632, 'n': 58, 'trace_an': -623262610679960}
-
id: 20243058
{'hecke_orbit_code': 69021466632, 'n': 59, 'trace_an': 0}
-
id: 20243059
{'hecke_orbit_code': 69021466632, 'n': 60, 'trace_an': -1973616194963808}
-
id: 20243060
{'hecke_orbit_code': 69021466632, 'n': 61, 'trace_an': 0}
-
id: 20243061
{'hecke_orbit_code': 69021466632, 'n': 62, 'trace_an': 695695648144320}
-
id: 20243062
{'hecke_orbit_code': 69021466632, 'n': 63, 'trace_an': -8131096607338880}
-
id: 20243063
{'hecke_orbit_code': 69021466632, 'n': 64, 'trace_an': 1111931745501248}
-
id: 20243064
{'hecke_orbit_code': 69021466632, 'n': 65, 'trace_an': 2385987975356160}
-
id: 20243065
{'hecke_orbit_code': 69021466632, 'n': 66, 'trace_an': 3598826202828312}
-
id: 20243066
{'hecke_orbit_code': 69021466632, 'n': 67, 'trace_an': 0}
-
id: 20243067
{'hecke_orbit_code': 69021466632, 'n': 68, 'trace_an': 5981109959771880}
-
id: 20243068
{'hecke_orbit_code': 69021466632, 'n': 69, 'trace_an': 0}
-
id: 20243069
{'hecke_orbit_code': 69021466632, 'n': 70, 'trace_an': -10044559836180288}
-
id: 20243070
{'hecke_orbit_code': 69021466632, 'n': 71, 'trace_an': 9025926285576576}
-
id: 20243071
{'hecke_orbit_code': 69021466632, 'n': 72, 'trace_an': -19918679666289160}
-
id: 20243072
{'hecke_orbit_code': 69021466632, 'n': 73, 'trace_an': 11332002046118560}
-
id: 20243073
{'hecke_orbit_code': 69021466632, 'n': 74, 'trace_an': 11098735408189464}
-
id: 20243074
{'hecke_orbit_code': 69021466632, 'n': 75, 'trace_an': 0}
-
id: 20243075
{'hecke_orbit_code': 69021466632, 'n': 76, 'trace_an': 5959440926938280}
-
id: 20243076
{'hecke_orbit_code': 69021466632, 'n': 77, 'trace_an': 0}
-
id: 20243077
{'hecke_orbit_code': 69021466632, 'n': 78, 'trace_an': 4184252259031760}
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