Formats: - HTML - YAML - JSON - 2026-10-14T04:04:43.769180
  • mf_newforms • Show schema
    {'Nk2': 37632, 'analytic_conductor': 183.6823949846636, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [588, 3, [295, 197, 493], [3, 3, 2]], 'cm_discs': [], 'conrey_index': 361, 'dim': 4, 'field_disc': 119836809, 'field_disc_factorization': [[3, 2], [41, 2], [89, 2]], 'field_poly': [831744, 912, 913, -1, 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': [[5, [12982323600, -30080160, 183636, 264, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45036546163737164, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 144, 'hecke_ring_index_factorization': [[2, 4], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '588.8.i.k', 'level': 588, '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, 7], 'level_radical': 42, 'minimal_twist': '84.8.a.c', 'nf_label': '4.0.119836809.4', 'prim_orbit_index': 3, 'qexp_display': 'q+3^{3}\\beta _{1}q^{3}+(-132+132\\beta _{1}+\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '588.8.i', 'trace_display': [0, 54, -264, 0], 'trace_hash': 1826556430151608249, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.006', 'prec': 4}, {'__RealLiteral__': 0, 'data': '3.795', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.254', 'prec': 10}, {'__RealLiteral__': 0, 'data': '52.893', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '1305.085', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 4}, 'traces': [4, 0, 54, 0, -264, 0, 0, 0, -1458, 0, 4980, 0, -20296, 0, -14256, 0, -17832, 0, -6256, 0, 0, 0, -14052, 0, -141326, 0, -78732, 0, 487176, 0, -470824, 0, -134460, 0, 0, 0, -311116, 0, -273996, 0, 1838496, 0, -225232, 0, -192456, 0, 102456, 0, 0, 0, 481464, 0, -2720028, 0, 2363472, 0, -337824, 0, 19008, 0, 925148, 0, 0, 0, -4965936, 0, 2053424, 0, -758808, 0, -1739016, 0, -3505228, 0, 3815802, 0, 0, 0, 6640856, 0, -1062882, 0, 15713520, 0, -29446992, 0, 6576876, 0, 9330384, 0, 0, 0, 12712248, 0, 3903312, 0, -4440424, 0, -7260840, 0, -12477264, 0, 14694248, 0, 0, 0, 20198244, 0, 7060724, 0, -16800264, 0, 64030728, 0, 16273368, 0, 7397892, 0, 0, 0, 13700470, 0, 24819696, 0, 134780448, 0, -65583376, 0, -3040632, 0, -57376632, 0, 0, 0, 5196312, 0, -67364124, 0, 100754768, 0, 5532624, 0, -69406824, 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0, -10918765492, 0, 6123696228, 0], 'weight': 8, 'weight_parity': 1}
  • mf_hecke_cc • Show schema
    {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.28867513459481287, -0.5], [0.0, 0.0], [0.41222667963895854, 0.713997553370095], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.16666666666666666, -0.28867513459481287], [0.0, 0.0], [0.5693934181600107, -0.9862183297484499], [0.0, 0.0], [-1.7386583125318325, 0.0], [0.0, 0.0], [0.4759983689133967, 0.0], [0.0, 0.0], [-0.8015748540263992, 1.3883683732433296], [0.0, 0.0], [-0.1614163442565955, -0.27958130942445214], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.2744986662165348, -0.47544563649692884], [0.0, 0.0], [0.16013832918767887, -0.27736772239224994], [0.0, 0.0], [-0.19245008972987526, 0.0], [0.0, 0.0], [0.7893472932375911, 0.0], [0.0, 0.0], [-0.7292970954573058, 1.2631796231444632], [0.0, 0.0], [-0.3287394432494833, -0.5693934181600107], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.20633291817135874, 0.35737909754674496], [0.0, 0.0], [-0.5019074223845169, 0.8693291562659162], [0.0, 0.0], [1.3757634256434308, 0.0], [0.0, 0.0], [0.8513496331700532, 0.0], [0.0, 0.0], [0.1374088932129862, -0.23799918445669835], [0.0, 0.0], [-0.48595264433140717, -0.8416946700544451], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.4627894577477765, 0.8015748540263992], [0.0, 0.0], [-0.31038895446283216, 0.5376094392378079], [0.0, 0.0], [0.9388766327055131, 0.0], [0.0, 0.0], [-0.18638753961630145, 0.0], [0.0, 0.0], [0.8197746918126522, -1.4198914169786316], [0.0, 0.0], [-0.4331984594266067, -0.7503217414874476], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.7167213432016719, -1.2413977812943062], [0.0, 0.0], [0.854687179732901, -1.4803616198751373], [0.0, 0.0], [-0.3169637576646192, 0.0], [0.0, 0.0], [0.5032540814756653, 0.0], [0.0, 0.0], [-0.8240344571394631, 1.4272695469529884], [0.0, 0.0], [-0.0924559074640833, -0.16013832918767887], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.771131999942062, 1.335639803241852], [0.0, 0.0], [-0.05555555555555555, 0.09622504486493763], [0.0, 0.0], [1.606018634663857, 0.0], [0.0, 0.0], [-1.3217221622295416, 0.0], [0.0, 0.0], [0.22786493611741285, -0.39467364661879556], [0.0, 0.0], [0.3886884922306703, 0.6732282168608618], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.42105987438148773, 0.7292970954573058], [0.0, 0.0], [0.13308024726471088, -0.23050174974630835], [0.0, 0.0], [-1.182423269495101, 0.0], [0.0, 0.0], [-0.3795956121066738, 0.0], [0.0, 0.0]], 'angles': [None, None, -0.015708921408774033, None, -0.32025572838279265, -0.41772437910110216, 0.23133542802410206, -0.10913643184869229, -0.12758927827441874, -0.18542882835007535, 0.21340972059143384, -0.05025683904157126, -0.1292703858054505, -0.18001837617233168, -0.1640969609498218, -0.46689631180237473, -0.26371598362181553, -0.15464087317330227, -0.2535411307890681, -0.2095171861645369, 0.2374742273332116, 0.056821251563736096, -0.1016154456528476, -0.01979744960080142, -0.35067510194227, -0.4479249932091956, 0.029816444583317468, -0.039473259006797864, 0.17064577600506606, -0.19920138406353644, -0.2439002259147182, -0.13606752435684757, 0.17834135951781313, -0.20889865410752304, -0.14093612830214625, -0.35572928307634666, -0.47430097915833147, -0.04758231523851222, -0.20969857029024822, -0.4882530369307708, -0.37944078461140573, -0.2431636736325391, -0.05312564890286567, -0.3081148922000574, -0.10885272829417471, -0.36091246942271527, -0.11928621741597639, -0.2314921487724901, -0.31417672446411893, -0.13931785540315753, -0.10880962566551013, -0.35481932859284027, 0.25704303322995126, -0.1484584928753017, 0.05061613414461561, -0.3427132764022167, -0.4670874161289864, -0.1176935200467393, -0.3848979689847001, -0.17405626671610536, -0.49821147029438156, -0.2631535708787354, -0.13181778567401042, -0.45682752837629886, 0.0046211112677272195, 0.06559063165749682, -0.02934012744639384, -0.32978092647778884, -0.4221896618564545, -0.036566777892405034, -0.4788998871927722, -0.011503381931951943, -0.46018437964986314, -0.07187425383637022, -0.2670224078098017, -0.4677059916570129, -0.34226067238396, -0.08684690158283087, -0.08724348839501572, -0.2766811558891506, -0.20890038491488086, -0.2261619032500641, 0.19243589232121136, -0.2874222003888703, -0.14568738744618326, -0.4744758339073526, -0.0891185258258011, -0.11044970471167374, -0.08952820177839162, -0.2361343093738165, 0.07390125578731446, -0.46069516568716684, 0.29909380112231837, -0.17872754147954453, -0.05211901309614883, -0.3129242537289707, -0.11220831545473564, -0.41712405689031373, -0.14926971782651222, -0.4610710469022507], 'char_orbit_index': 9, 'conrey_index': 361, 'dual_conrey_index': 373, 'dual_embedding_index': 2, 'dual_embedding_m': 4, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 25.723965334570632, 'embedding_root_real': -14.851738310538956, 'hecke_orbit': 11, 'hecke_orbit_code': 45036546163737164, 'label': '588.8.i.k.361.2', 'level': 588, 'weight': 8}
  • mf_newspaces • Show schema
    {'Nk2': 37632, 'analytic_conductor': 183.6823949846636, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [588, 3, [295, 197, 493], [3, 3, 2]], 'conrey_index': 361, 'cusp_dim': 1520, 'dim': 94, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_orbit_code': 549890032204, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6, 6, 8, 10, 16, 16], 'label': '588.8.i', 'level': 588, '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, 7], 'level_radical': 42, 'mf_dim': 1616, 'mf_new_dim': 94, 'num_forms': 18, 'prim_orbit_index': 3, 'relative_dim': 47, 'sturm_bound': 896, 'trace_bound': 5, 'trace_display': [0, 27, -2, 0], 'traces': [94, 0, 27, 0, -2, 0, 0, 0, -34263, 0, 6890, 0, -32082, 0, 21276, 0, -4864, 0, 12963, 0, 0, 0, -19764, 0, -831565, 0, 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0, 0, 3661628490, 0, 193577357710, 0, -74508332616, 0, 201226165488, 0, -138921011364, 0, -54290963256, 0, 0, 0, -108783063910, 0, -85770907521, 0, -36419023332, 0, 2087233000, 0, 61623089112, 0, 9040620276, 0, 0, 0, 16715691567, 0, -28205159283, 0, 100983276180, 0, 160799478418, 0, 26706640167, 0, -65027655162, 0, 0, 0, 106874227494, 0, 233006057760, 0, 30352980546, 0, 117854889786, 0, -197815222196, 0, -6848884176, 0, 0, 0, -125755531486, 0, 52668442619, 0, -115815228192, 0, -186861013104, 0, 98488580388, 0, -11007361296, 0, 0, 0, 161456137240, 0, -10586196828, 0, 441906605996, 0, 129201694474, 0, 133515829224, 0, 6218722644, 0, 0, 0, 113551778367, 0, -16155159010, 0, -142954782432, 0, 2340260586, 0, -250417562316, 0, -53850034968, 0, 0, 0, -51372104424, 0, -49474326535, 0, -118057837878, 0, -358391642368, 0, 102032099763, 0, 2202271821, 0], 'weight': 8, 'weight_parity': 1}
  • mf_twists_cc • Show schema
    • id: 47219964
      {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 361, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45036546163737164, 'source_is_minimal': False, 'source_label': '588.8.i.k.361.2', 'source_level': 588, 'target_conrey_index': 361, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45036546163737164, 'target_is_minimal': False, 'target_label': '588.8.i.k.361.2', 'target_level': 588, 'twist_class_label': '84.8.a.c.1.1', 'twist_class_level': 84, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
    • id: 47219965
      {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 361, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45036546163737164, 'source_is_minimal': False, 'source_label': '588.8.i.k.361.2', 'source_level': 588, 'target_conrey_index': 373, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45036546163737164, 'target_is_minimal': False, 'target_label': '588.8.i.k.373.2', 'target_level': 588, 'twist_class_label': '84.8.a.c.1.1', 'twist_class_level': 84, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
    • id: 47219966
      {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 361, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45036546163737164, 'source_is_minimal': False, 'source_label': '588.8.i.k.361.2', 'source_level': 588, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998271070796, 'target_is_minimal': False, 'target_label': '588.8.a.f.1.2', 'target_level': 588, 'twist_class_label': '84.8.a.c.1.1', 'twist_class_level': 84, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
    • id: 47219967
      {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 361, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45036546163737164, 'source_is_minimal': False, 'source_label': '588.8.i.k.361.2', 'source_level': 588, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199388958804, 'target_is_minimal': True, 'target_label': '84.8.a.c.1.1', 'target_level': 84, 'twist_class_label': '84.8.a.c.1.1', 'twist_class_level': 84, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 8}
    • id: 47219968
      {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 361, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45036546163737164, 'source_is_minimal': False, 'source_label': '588.8.i.k.361.2', 'source_level': 588, 'target_conrey_index': 373, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532946536366668, 'target_is_minimal': False, 'target_label': '588.8.i.j.373.1', 'target_level': 588, 'twist_class_label': '84.8.a.c.1.1', 'twist_class_level': 84, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
    • id: 47219969
      {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 361, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45036546163737164, 'source_is_minimal': False, 'source_label': '588.8.i.k.361.2', 'source_level': 588, 'target_conrey_index': 361, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532946536366668, 'target_is_minimal': False, 'target_label': '588.8.i.j.361.1', 'target_level': 588, 'twist_class_label': '84.8.a.c.1.1', 'twist_class_level': 84, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 8}
    • id: 47219970
      {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 361, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45036546163737164, 'source_is_minimal': False, 'source_label': '588.8.i.k.361.2', 'source_level': 588, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199388958972, 'target_is_minimal': False, 'target_label': '252.8.a.c.1.2', 'target_level': 252, 'twist_class_label': '84.8.a.c.1.1', 'twist_class_level': 84, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 8}
    • id: 47219971
      {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 361, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45036546163737164, 'source_is_minimal': False, 'source_label': '588.8.i.k.361.2', 'source_level': 588, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594172146000, 'target_is_minimal': False, 'target_label': '336.8.a.q.1.1', 'target_level': 336, 'twist_class_label': '84.8.a.c.1.1', 'twist_class_level': 84, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 1092000
      {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 45036546163737164, 'p': 2}
    • id: 1092001
      {'charpoly_factorization': [[[729, -27, 1], 2]], 'hecke_orbit_code': 45036546163737164, 'p': 3}
    • id: 1092002
      {'charpoly_factorization': [[[12982323600, -30080160, 183636, 264, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 5}
    • id: 1092003
      {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 45036546163737164, 'p': 7}
    • id: 1092004
      {'charpoly_factorization': [[[56043933696, 1178945280, 25037136, -4980, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 11}
    • id: 1092005
      {'charpoly_factorization': [[[-49920188, 10148, 1], 2]], 'hecke_orbit_code': 45036546163737164, 'p': 13}
    • id: 1092006
      {'charpoly_factorization': [[[226117219962408336, -8479434194208, 793498068, 17832, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 17}
    • id: 1092007
      {'charpoly_factorization': [[[1074367915112704, -205056365312, 71915088, 6256, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 19}
    • id: 1092008
      {'charpoly_factorization': [[[331844349375811584, -8094785677056, 773518032, 14052, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 23}
    • id: 1092009
      {'charpoly_factorization': [[[14505368436, -243588, 1], 2]], 'hecke_orbit_code': 45036546163737164, 'p': 29}
    • id: 1092010
      {'charpoly_factorization': [[[3066528821293024804864, 26072466497953792, 166298991168, 470824, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 31}
    • id: 1092011
      {'charpoly_factorization': [[[3105115834057879207696, -17336493033079376, 152516731692, 311116, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 37}
    • id: 1092012
      {'charpoly_factorization': [[[189493906140, -919248, 1], 2]], 'hecke_orbit_code': 45036546163737164, 'p': 41}
    • id: 1092013
      {'charpoly_factorization': [[[-246999010736, 112616, 1], 2]], 'hecke_orbit_code': 45036546163737164, 'p': 43}
    • id: 1092014
      {'charpoly_factorization': [[[301876513817723456864256, 56292697408951296, 559930133952, -102456, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 47}
    • id: 1092015
      {'charpoly_factorization': [[[1897254647419814823853584, 3746590153030632816, 6021143649612, 2720028, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 53}
    • id: 1092016
      {'charpoly_factorization': [[[44098043009902812890931456, 126225204115203072, 6640997042448, -19008, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 59}
    • id: 1092017
      {'charpoly_factorization': [[[14288718261654310490145424, 3497098386758384464, 4635940919772, -925148, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 61}
    • id: 1092018
      {'charpoly_factorization': [[[82226630293167701642938624, 18620223095879911168, 13284440192208, -2053424, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 67}
    • id: 1092019
      {'charpoly_factorization': [[[-3623141894400, 869508, 1], 2]], 'hecke_orbit_code': 45036546163737164, 'p': 71}
    • id: 1092020
      {'charpoly_factorization': [[[116754083277423650024064400, -37874971203959962640, 23091903674364, 3505228, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 73}
    • id: 1092021
      {'charpoly_factorization': [[[632727689259453782425600, 5282414584060456960, 44896410232896, -6640856, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 79}
    • id: 1092022
      {'charpoly_factorization': [[[-4261335046704, -7856760, 1], 2]], 'hecke_orbit_code': 45036546163737164, 'p': 83}
    • id: 1092023
      {'charpoly_factorization': [[[462641866955361251749607184, -200688267502534940352, 65546954333028, -9330384, 1], 1]], 'hecke_orbit_code': 45036546163737164, 'p': 89}
    • id: 1092024
      {'charpoly_factorization': [[[-89368449155180, 2220212, 1], 2]], 'hecke_orbit_code': 45036546163737164, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 9, 'hecke_orbit': 11, 'label': '588.8.i.k', 'level': 588, 'portrait': 'data:image/png;base64,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', 'weight': 8}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 55552537
      {'hecke_orbit_code': 45036546163737164, 'n': 1, 'trace_an': 4}
    • id: 55552538
      {'hecke_orbit_code': 45036546163737164, 'n': 2, 'trace_an': 0}
    • id: 55552539
      {'hecke_orbit_code': 45036546163737164, 'n': 3, 'trace_an': 54}
    • id: 55552540
      {'hecke_orbit_code': 45036546163737164, 'n': 4, 'trace_an': 0}
    • id: 55552541
      {'hecke_orbit_code': 45036546163737164, 'n': 5, 'trace_an': -264}
    • id: 55552542
      {'hecke_orbit_code': 45036546163737164, 'n': 6, 'trace_an': 0}
    • id: 55552543
      {'hecke_orbit_code': 45036546163737164, 'n': 7, 'trace_an': 0}
    • id: 55552544
      {'hecke_orbit_code': 45036546163737164, 'n': 8, 'trace_an': 0}
    • id: 55552545
      {'hecke_orbit_code': 45036546163737164, 'n': 9, 'trace_an': -1458}
    • id: 55552546
      {'hecke_orbit_code': 45036546163737164, 'n': 10, 'trace_an': 0}
    • id: 55552547
      {'hecke_orbit_code': 45036546163737164, 'n': 11, 'trace_an': 4980}
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      {'hecke_orbit_code': 45036546163737164, 'n': 77, 'trace_an': 0}
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      {'hecke_orbit_code': 45036546163737164, 'n': 78, 'trace_an': 0}
    • id: 55552615
      {'hecke_orbit_code': 45036546163737164, 'n': 79, 'trace_an': 6640856}
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      {'hecke_orbit_code': 45036546163737164, 'n': 80, 'trace_an': 0}
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      {'hecke_orbit_code': 45036546163737164, 'n': 81, 'trace_an': -1062882}
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    • id: 55552619
      {'hecke_orbit_code': 45036546163737164, 'n': 83, 'trace_an': 15713520}
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      {'hecke_orbit_code': 45036546163737164, 'n': 84, 'trace_an': 0}
    • id: 55552621
      {'hecke_orbit_code': 45036546163737164, 'n': 85, 'trace_an': -29446992}
    • id: 55552622
      {'hecke_orbit_code': 45036546163737164, 'n': 86, 'trace_an': 0}
    • id: 55552623
      {'hecke_orbit_code': 45036546163737164, 'n': 87, 'trace_an': 6576876}
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      {'hecke_orbit_code': 45036546163737164, 'n': 89, 'trace_an': 9330384}
    • id: 55552626
      {'hecke_orbit_code': 45036546163737164, 'n': 90, 'trace_an': 0}
    • id: 55552627
      {'hecke_orbit_code': 45036546163737164, 'n': 91, 'trace_an': 0}
    • id: 55552628
      {'hecke_orbit_code': 45036546163737164, 'n': 92, 'trace_an': 0}
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    • id: 55552631
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    • id: 55552632
      {'hecke_orbit_code': 45036546163737164, 'n': 96, 'trace_an': 0}
    • id: 55552633
      {'hecke_orbit_code': 45036546163737164, 'n': 97, 'trace_an': -4440424}
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      {'hecke_orbit_code': 45036546163737164, 'n': 98, 'trace_an': 0}
    • id: 55552635
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    • id: 55552636
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