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  • mf_newforms • Show schema
    {'Nk2': 14580, 'analytic_conductor': 82.44993930505186, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -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': [45, 1, [11, 37], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 30214124284, 'field_disc_factorization': [[2, 2], [7553531071, 1]], 'field_poly': [-350700, -37234, 0, 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, [63499776, -248000, -442, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398811471917, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 960, 'hecke_ring_index_factorization': [[2, 6], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '45.18.a.e', 'level': 45, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(147-\\beta _{1})q^{2}+(99318-14^{2}\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.18.a', 'trace_display': [442, 0, 1171875, 4962644], 'trace_hash': 1630941124841141793, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '2.867', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '22.615', 'prec': 17}, 0, 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  • mf_hecke_cc • Show schema
    {'an_normalized': [[1.0, 0.0], [-1.2224309028601614, 0.0], [0.0, 0.0], [0.4943373122675095, 0.0], [0.4472135954999579, 0.0], [0.0, 0.0], [1.6259481293777454, 0.0], [0.6181376959075242, 0.0], [0.0, 0.0], [-0.5466877193183526, 0.0], [0.01078397139779326, 0.0], [0.0, 0.0], [-1.1562992110091386, 0.0], [-1.987609239799028, 0.0], [0.0, 0.0], [-1.2499679339676444, 0.0], [1.861172458058994, 0.0], [0.0, 0.0], [-1.7528087727650998, 0.0], [0.22107436680893838, 0.0], [0.0, 0.0], [-0.013182659892222573, 0.0], [-0.5629413110276278, 0.0], [0.0, 0.0], [0.2, 0.0], [1.4134958884903936, 0.0], [0.0, 0.0], [0.8037668281629795, 0.0], [-1.5367070367979128, 0.0], [0.0, 0.0], [-1.1189964163149733, 0.0], [0.9098617341587938, 0.0], [0.0, 0.0], [-2.275154728283522, 0.0], [0.7271461090354523, 0.0], [0.0, 0.0], [0.8688438233344735, 0.0], [2.1426876106324526, 0.0], [0.0, 0.0], [0.27643958150086356, 0.0], [1.0902028148390268, 0.0], [0.0, 0.0], [-0.9545972987726136, 0.0], [0.005330919436354818, 0.0], [0.0, 0.0], [0.688156855096786, 0.0], [0.7504612980263169, 0.0], [0.0, 0.0], [1.6437073194269898, 0.0], [-0.24448618057203228, 0.0], [0.0, 0.0], [-0.5716018441472994, 0.0], [-0.6050675048577071, 0.0], [0.0, 0.0], [0.004822738622575831, 0.0], [1.0050598303587088, 0.0], [0.0, 0.0], [1.8785181704244358, 0.0], [-0.5603496547716204, 0.0], [0.0, 0.0], [-0.763790561721659, 0.0], [1.367895799493198, 0.0], [0.0, 0.0], [0.13772483280199774, 0.0], [-0.5171127276291615, 0.0], [0.0, 0.0], [0.18301065545019074, 0.0], [0.920046990583197, 0.0], [0.0, 0.0], [-0.8888858745794614, 0.0], [-0.23068088996524677, 0.0], [0.0, 0.0], [1.1194940153878006, 0.0], [-1.0621015394032352, 0.0], [0.0, 0.0], [-0.8664787776476113, 0.0], [0.017534178121505064, 0.0], [0.0, 0.0], [-1.950972101866408, 0.0], [-0.5590026540093243, 0.0], [0.0, 0.0], [-1.332697611244361, 0.0], [-0.7089217471201558, 0.0], [0.0, 0.0], [0.8323416268140573, 0.0], [1.1669292378064773, 0.0], [0.0, 0.0], [0.00666597923256457, 0.0], [-0.7040008378467301, 0.0], [0.0, 0.0], [-1.880082539141272, 0.0], [-0.27828289465774564, 0.0], [0.0, 0.0], [-0.9173870821079193, 0.0], [-0.783879913492149, 0.0], [0.0, 0.0], [-0.1250128798343805, 0.0], [-2.0093186225249906, 0.0], [0.0, 0.0], [0.09886746245350189, 0.0]], 'angles': [-0.35465955554806566, None, None, -0.0989235229589674, -0.2491418346645925, -0.3481125019912986, -0.05964893750507993, -0.4200322847903145, -0.2954111045724382, -0.3894618488837637, -0.34450306276182124, -0.1784763474287392, -0.15824557296776495, -0.32919200186777225, -0.18878175258759042, -0.2989162497393877, -0.2951962200735737, -0.312364250625826, -0.23541607386421376, -0.26839794937996736, -0.15544915709644508, -0.46468713346827817, -0.30766779497556335, -0.3072492182813176, -0.2599546983372348, -0.23117332725775044, -0.2663085305163826, -0.34705388021405315, -0.21934412853417384, -0.14698310934297223, -0.2944543540366614, -0.3335427928860136, -0.23976113509486183, -0.19539570325689526, -0.2895147869267341, -0.12241030285995444, -0.3067143618634079, -0.24419145872004933, -0.19584129434071493, -0.2685951651414904, -0.14200090241567248, -0.1987061368121039, -0.24549433690538655, -0.35749860387568766, -0.1727968382969992, -0.23994912653524655, -0.24535103651911763, -0.36476128241939726, -0.29451963895027783, -0.21047222352269032, -0.2569726590048378, -0.3198422865481206, -0.3592846287142953, -0.3886615876665747, -0.33203777709446214, -0.08133938186569953, -0.2727367714160842, -0.3150923696141343, -0.3818141744072544, -0.31295369891756036, -0.2816113370118591, -0.29638369206134557, -0.2689750723148924, -0.12422619727376578, -0.420395428120132, -0.17327879218248032, -0.2904911286909024, -0.2075076776406078, -0.22576425694878977, -0.1675884196558952, -0.07865458438813981, -0.2505824619816015, -0.4077573595971322, -0.41101160292008676, -0.3087913768701035, -0.2828503281670434, -0.44853133491308733, -0.23867824676661162, -0.3526941093046215, -0.39390623710908357, -0.3586175755755828, -0.24015527542134008, -0.13866587101567276, -0.20435608587930257, -0.21872210267112488, -0.31250026079479915, -0.24442769281987123, -0.30113629326718516, -0.10986012384020492, -0.12812608766692501, -0.3863048565417038, -0.30536185438995045, -0.17724326422911446, -0.23481564212556225, -0.4026233625035494, -0.1934866564137842, -0.29997650939708764, -0.2285479439884566, -0.28761852053239956, -0.31873213931581096], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': -9.4414140428635, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398811471917, 'label': '45.18.a.e.1.1', 'level': 45, 'weight': 18}
  • mf_newspaces • Show schema
    {'ALdims': [6, 6, 9, 8], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [17, 19, 16, 17], 'Nk2': 14580, 'analytic_conductor': 82.44993930505186, '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': [45, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 98, 'dim': 29, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989933, 'hecke_orbit_dims': [2, 2, 3, 3, 3, 4, 6, 6], 'label': '45.18.a', 'level': 45, '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': [3, 5], 'level_radical': 15, 'mf_dim': 106, 'mf_new_dim': 29, 'num_forms': 8, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 29, 'sturm_bound': 108, 'trace_bound': 2, 'trace_display': [286, 0, -390625, 20354440], 'traces': 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  • mf_twists_cc • Show schema
    • id: 44146778
      {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471917, 'source_is_minimal': False, 'source_label': '45.18.a.e.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398811471917, 'target_is_minimal': False, 'target_label': '45.18.a.e.1.1', 'target_level': 45, 'twist_class_label': '15.18.a.b.1.3', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
    • id: 44146779
      {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471917, 'source_is_minimal': False, 'source_label': '45.18.a.e.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503599929360399, 'target_is_minimal': True, 'target_label': '15.18.a.b.1.3', 'target_level': 15, 'twist_class_label': '15.18.a.b.1.3', 'twist_class_level': 15, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 18}
    • id: 44146780
      {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471917, 'source_is_minimal': False, 'source_label': '45.18.a.e.1.1', 'source_level': 45, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13510867903578187, 'target_is_minimal': False, 'target_label': '75.18.b.d.49.5', 'target_level': 75, 'twist_class_label': '15.18.a.b.1.3', 'twist_class_level': 15, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 18}
    • id: 44146781
      {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471917, 'source_is_minimal': False, 'source_label': '45.18.a.e.1.1', 'source_level': 45, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510867903578187, 'target_is_minimal': False, 'target_label': '75.18.b.d.49.2', 'target_level': 75, 'twist_class_label': '15.18.a.b.1.3', 'twist_class_level': 15, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 18}
    • id: 44146782
      {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471917, 'source_is_minimal': False, 'source_label': '45.18.a.e.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398811471947, 'target_is_minimal': False, 'target_label': '75.18.a.e.1.1', 'target_level': 75, 'twist_class_label': '15.18.a.b.1.3', 'twist_class_level': 15, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 18}
  • mf_hecke_charpolys • Show schema
    • id: 152950
      {'charpoly_factorization': [[[63499776, -248000, -442, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 2}
    • id: 152951
      {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 18014398811471917, 'p': 3}
    • id: 152952
      {'charpoly_factorization': [[[-390625, 1], 3]], 'hecke_orbit_code': 18014398811471917, 'p': 5}
    • id: 152953
      {'charpoly_factorization': [[[4864717603122010159680, -688099955599056, -4962644, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 7}
    • id: 152954
      {'charpoly_factorization': [[[-320123513672108657296896, 33646469267063488, 1049849720, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 11}
    • id: 152955
      {'charpoly_factorization': [[[-4839699764067422221349208008, -2474347108382835508, 3091742090, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 13}
    • id: 152956
      {'charpoly_factorization': [[[-19709887896862875155732447135592, -1687951260008669467988, -15119940094, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 17}
    • id: 152957
      {'charpoly_factorization': [[[3033801259014309938952998862400, -2294606736053098079440, 111896117996, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 19}
    • id: 152958
      {'charpoly_factorization': [[[-2457048878021352365271440580165120, 109547178708037100918976, 784535528472, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 23}
    • id: 152959
      {'charpoly_factorization': [[[-6456430374720481690864304035686663000, -12920736140123503099944980, 1395352153678, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 29}
    • id: 152960
      {'charpoly_factorization': [[[53588481656373302902706434570900185600, 48048677593411608720863424, 12458197616536, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 31}
    • id: 152961
      {'charpoly_factorization': [[[17536559326846080045405859985095894698040, -693517652660017337695963956, -32093748310134, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 37}
    • id: 152962
      {'charpoly_factorization': [[[69896902967912311562960719061268582909480, 1339992056735490172118500204, -102276917392466, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 41}
    • id: 152963
      {'charpoly_factorization': [[[41869421779815568905885730812206370072256, 5560836845976654208731656624, 141347515908644, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 43}
    • id: 152964
      {'charpoly_factorization': [[[-55470832835823035319632124721098046084608, -7917421204834447235644852544, -54182226541768, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 47}
    • id: 152965
      {'charpoly_factorization': [[[-30818794951730731034881164408866023309265880, -92821807497928660282271397524, 345545322785582, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 53}
    • id: 152966
      {'charpoly_factorization': [[[-389139797842675837695444623043889023622310400, 296544827140881832641983262400, 2075534176494536, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 59}
    • id: 152967
      {'charpoly_factorization': [[[-5521213811689176123645900649219987427851589912, -4316095992824054671884391385044, 1591128188427998, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 61}
    • id: 152968
      {'charpoly_factorization': [[[3072646855577251890720628666239713167987468992, -6891978424092301467857132996688, 2417737431711844, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 67}
    • id: 152969
      {'charpoly_factorization': [[[-11286410240038103975558206760851494223299182592, -4266940864118241603854582002688, 5019485593673056, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 71}
    • id: 152970
      {'charpoly_factorization': [[[-571505316251173786719605109728997011702511048200, -68753710240033089426504812694004, 10804161755859578, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 73}
    • id: 152971
      {'charpoly_factorization': [[[-876140730617627652564853766966761670613797952000, 343803344874555073566861006648000, 40642131657181960, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 79}
    • id: 152972
      {'charpoly_factorization': [[[4223782433115344933507754671375843321358280594752, -238696979185814212795670632253520, -21823256926416996, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 83}
    • id: 152973
      {'charpoly_factorization': [[[2878862109524369308153801149849721891234252096200, -644045682014747905529427485708340, -2700230040372426, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 89}
    • id: 152974
      {'charpoly_factorization': [[[-36853111992986427758253404856507593604785925678728, -3142538152643783115513028403537268, 79760576372788314, 1], 1]], 'hecke_orbit_code': 18014398811471917, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '45.18.a.e', 'level': 45, 'portrait': 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', 'weight': 18}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 40364593
      {'hecke_orbit_code': 18014398811471917, 'n': 1, 'trace_an': 3}
    • id: 40364594
      {'hecke_orbit_code': 18014398811471917, 'n': 2, 'trace_an': 442}
    • id: 40364595
      {'hecke_orbit_code': 18014398811471917, 'n': 3, 'trace_an': 0}
    • id: 40364596
      {'hecke_orbit_code': 18014398811471917, 'n': 4, 'trace_an': 298148}
    • id: 40364597
      {'hecke_orbit_code': 18014398811471917, 'n': 5, 'trace_an': 1171875}
    • id: 40364598
      {'hecke_orbit_code': 18014398811471917, 'n': 6, 'trace_an': 0}
    • id: 40364599
      {'hecke_orbit_code': 18014398811471917, 'n': 7, 'trace_an': 4962644}
    • id: 40364600
      {'hecke_orbit_code': 18014398811471917, 'n': 8, 'trace_an': 108831912}
    • id: 40364601
      {'hecke_orbit_code': 18014398811471917, 'n': 9, 'trace_an': 0}
    • id: 40364602
      {'hecke_orbit_code': 18014398811471917, 'n': 10, 'trace_an': 172656250}
    • id: 40364603
      {'hecke_orbit_code': 18014398811471917, 'n': 11, 'trace_an': -1049849720}
    • id: 40364604
      {'hecke_orbit_code': 18014398811471917, 'n': 12, 'trace_an': 0}
    • id: 40364605
      {'hecke_orbit_code': 18014398811471917, 'n': 13, 'trace_an': -3091742090}
    • id: 40364606
      {'hecke_orbit_code': 18014398811471917, 'n': 14, 'trace_an': -27586028328}
    • id: 40364607
      {'hecke_orbit_code': 18014398811471917, 'n': 15, 'trace_an': 0}
    • id: 40364608
      {'hecke_orbit_code': 18014398811471917, 'n': 16, 'trace_an': 22392797456}
    • id: 40364609
      {'hecke_orbit_code': 18014398811471917, 'n': 17, 'trace_an': 15119940094}
    • id: 40364610
      {'hecke_orbit_code': 18014398811471917, 'n': 18, 'trace_an': 0}
    • id: 40364611
      {'hecke_orbit_code': 18014398811471917, 'n': 19, 'trace_an': -111896117996}
    • id: 40364612
      {'hecke_orbit_code': 18014398811471917, 'n': 20, 'trace_an': 116464062500}
    • id: 40364613
      {'hecke_orbit_code': 18014398811471917, 'n': 21, 'trace_an': 0}
    • id: 40364614
      {'hecke_orbit_code': 18014398811471917, 'n': 22, 'trace_an': -693818341648}
    • id: 40364615
      {'hecke_orbit_code': 18014398811471917, 'n': 23, 'trace_an': -784535528472}
    • id: 40364616
      {'hecke_orbit_code': 18014398811471917, 'n': 24, 'trace_an': 0}
    • id: 40364617
      {'hecke_orbit_code': 18014398811471917, 'n': 25, 'trace_an': 457763671875}
    • id: 40364618
      {'hecke_orbit_code': 18014398811471917, 'n': 26, 'trace_an': 1092511841044}
    • id: 40364619
      {'hecke_orbit_code': 18014398811471917, 'n': 27, 'trace_an': 0}
    • id: 40364620
      {'hecke_orbit_code': 18014398811471917, 'n': 28, 'trace_an': -7640185610512}
    • id: 40364621
      {'hecke_orbit_code': 18014398811471917, 'n': 29, 'trace_an': -1395352153678}
    • id: 40364622
      {'hecke_orbit_code': 18014398811471917, 'n': 30, 'trace_an': 0}
    • id: 40364623
      {'hecke_orbit_code': 18014398811471917, 'n': 31, 'trace_an': -12458197616536}
    • id: 40364624
      {'hecke_orbit_code': 18014398811471917, 'n': 32, 'trace_an': 24074446195616}
    • id: 40364625
      {'hecke_orbit_code': 18014398811471917, 'n': 33, 'trace_an': 0}
    • id: 40364626
      {'hecke_orbit_code': 18014398811471917, 'n': 34, 'trace_an': -41046727271164}
    • id: 40364627
      {'hecke_orbit_code': 18014398811471917, 'n': 35, 'trace_an': 1938532812500}
    • id: 40364628
      {'hecke_orbit_code': 18014398811471917, 'n': 36, 'trace_an': 0}
    • id: 40364629
      {'hecke_orbit_code': 18014398811471917, 'n': 37, 'trace_an': 32093748310134}
    • id: 40364630
      {'hecke_orbit_code': 18014398811471917, 'n': 38, 'trace_an': 68757678664024}
    • id: 40364631
      {'hecke_orbit_code': 18014398811471917, 'n': 39, 'trace_an': 0}
    • id: 40364632
      {'hecke_orbit_code': 18014398811471917, 'n': 40, 'trace_an': 42512465625000}
    • id: 40364633
      {'hecke_orbit_code': 18014398811471917, 'n': 41, 'trace_an': 102276917392466}
    • id: 40364634
      {'hecke_orbit_code': 18014398811471917, 'n': 42, 'trace_an': 0}
    • id: 40364635
      {'hecke_orbit_code': 18014398811471917, 'n': 43, 'trace_an': -141347515908644}
    • id: 40364636
      {'hecke_orbit_code': 18014398811471917, 'n': 44, 'trace_an': -319886980653472}
    • id: 40364637
      {'hecke_orbit_code': 18014398811471917, 'n': 45, 'trace_an': 0}
    • id: 40364638
      {'hecke_orbit_code': 18014398811471917, 'n': 46, 'trace_an': -299722933931856}
    • id: 40364639
      {'hecke_orbit_code': 18014398811471917, 'n': 47, 'trace_an': 54182226541768}
    • id: 40364640
      {'hecke_orbit_code': 18014398811471917, 'n': 48, 'trace_an': 0}
    • id: 40364641
      {'hecke_orbit_code': 18014398811471917, 'n': 49, 'trace_an': 702936204707227}
    • id: 40364642
      {'hecke_orbit_code': 18014398811471917, 'n': 50, 'trace_an': 67443847656250}
    • id: 40364643
      {'hecke_orbit_code': 18014398811471917, 'n': 51, 'trace_an': 0}
    • id: 40364644
      {'hecke_orbit_code': 18014398811471917, 'n': 52, 'trace_an': -670193699134584}
    • id: 40364645
      {'hecke_orbit_code': 18014398811471917, 'n': 53, 'trace_an': -345545322785582}
    • id: 40364646
      {'hecke_orbit_code': 18014398811471917, 'n': 54, 'trace_an': 0}
    • id: 40364647
      {'hecke_orbit_code': 18014398811471917, 'n': 55, 'trace_an': -410097546875000}
    • id: 40364648
      {'hecke_orbit_code': 18014398811471917, 'n': 56, 'trace_an': -3014407093472160}
    • id: 40364649
      {'hecke_orbit_code': 18014398811471917, 'n': 57, 'trace_an': 0}
    • id: 40364650
      {'hecke_orbit_code': 18014398811471917, 'n': 58, 'trace_an': 2198630240496412}
    • id: 40364651
      {'hecke_orbit_code': 18014398811471917, 'n': 59, 'trace_an': -2075534176494536}
    • id: 40364652
      {'hecke_orbit_code': 18014398811471917, 'n': 60, 'trace_an': 0}
    • id: 40364653
      {'hecke_orbit_code': 18014398811471917, 'n': 61, 'trace_an': -1591128188427998}
    • id: 40364654
      {'hecke_orbit_code': 18014398811471917, 'n': 62, 'trace_an': -1555165628278608}
    • id: 40364655
      {'hecke_orbit_code': 18014398811471917, 'n': 63, 'trace_an': 0}
    • id: 40364656
      {'hecke_orbit_code': 18014398811471917, 'n': 64, 'trace_an': 4014461944704576}
    • id: 40364657
      {'hecke_orbit_code': 18014398811471917, 'n': 65, 'trace_an': -1207711753906250}
    • id: 40364658
      {'hecke_orbit_code': 18014398811471917, 'n': 66, 'trace_an': 0}
    • id: 40364659
      {'hecke_orbit_code': 18014398811471917, 'n': 67, 'trace_an': -2417737431711844}
    • id: 40364660
      {'hecke_orbit_code': 18014398811471917, 'n': 68, 'trace_an': -1338181134241816}
    • id: 40364661
      {'hecke_orbit_code': 18014398811471917, 'n': 69, 'trace_an': 0}
    • id: 40364662
      {'hecke_orbit_code': 18014398811471917, 'n': 70, 'trace_an': -10775792315625000}
    • id: 40364663
      {'hecke_orbit_code': 18014398811471917, 'n': 71, 'trace_an': -5019485593673056}
    • id: 40364664
      {'hecke_orbit_code': 18014398811471917, 'n': 72, 'trace_an': 0}
    • id: 40364665
      {'hecke_orbit_code': 18014398811471917, 'n': 73, 'trace_an': -10804161755859578}
    • id: 40364666
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