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mf_newforms • Show schema
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{'Nk2': 6912, 'analytic_conductor': 30.79369340409228, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 12, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [192, 2, [127, 133, 65], [1, 2, 1]], 'cm_discs': [], 'conrey_index': 191, 'conrey_indexes': [191], 'dim': 2, 'field_disc': -11, 'field_disc_factorization': [[-1, 1], [11, 1]], 'field_poly': [3, -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, [6336, 0, 1]], [11, [648, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137539616960, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 12, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 6912, 'analytic_conductor': 30.79369340409228, 'char_conductor': 12, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [192, 2, [127, 133, 65], [1, 2, 1]], 'conrey_index': 191, 'cusp_dim': 148, 'dim': 38, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 137539616960, 'hecke_orbit_dims': [2, 2, 2, 4, 8, 20], 'label': '192.6.c', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 172, 'mf_new_dim': 42, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 38, 'sturm_bound': 192, 'trace_bound': 3, 'trace_display': [0, 0, 0, 0], 'traces': [38, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 236, 0, 0, 0, 0, 0, 0, 0, -484, 0, 0, 0, -18754, 0, 0, 0, 0, 0, 0, 0, -6160, 0, 0, 0, -2148, 0, 0, 0, 0, 0, 0, 0, -42272, 0, 0, 0, -62430, 0, 0, 0, 0, 0, 0, 0, -30324, 0, 0, 0, -98228, 0, 0, 0, 0, 0, 0, 0, -142048, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, -110890, 0, 0, 0, -144896, 0, 0, 0, 0, 0, 0, 0, -2164, 0, 0, 0, 132172, 0, 0, 0, 0, 0, 0, 0, -128224, 0, 0, 0, 372268, 0, 0, 0, 0, 0, 0, 0, 391964, 0, 0, 0, 450078, 0, 0, 0, 0, 0, 0, 0, -211364, 0, 0, 0, 1087224, 0, 0, 0, 0, 0, 0, 0, -282688, 0, 0, 0, 1043232, 0, 0, 0, 0, 0, 0, 0, -66048, 0, 0, 0, 909068, 0, 0, 0, 0, 0, 0, 0, -799456, 0, 0, 0, 788298, 0, 0, 0, 0, 0, 0, 0, 274160, 0, 0, 0, 544828, 0, 0, 0, 0, 0, 0, 0, -470612, 0, 0, 0, 651020, 0, 0, 0, 0, 0, 0, 0, -442388, 0, 0, 0, 604224, 0, 0, 0, 0, 0, 0, 0, -2059040, 0, 0, 0, -600776, 0, 0, 0, 0, 0, 0, 0, -1645962, 0, 0, 0, -2985060, 0, 0, 0, 0, 0, 0, 0, -2050196, 0, 0, 0, -2489940, 0, 0, 0, 0, 0, 0, 0, -833264, 0, 0, 0, -1034816, 0, 0, 0, 0, 0, 0, 0, 3444512, 0, 0, 0, -2697376, 0, 0, 0, 0, 0, 0, 0, -4511624, 0, 0, 0, 1580412, 0, 0, 0, 0, 0, 0, 0, -618144, 0, 0, 0, 1806342, 0, 0, 0, 0, 0, 0, 0, -487664, 0, 0, 0, -1329640, 0, 0, 0, 0, 0, 0, 0, -1912100, 0, 0, 0, -1273508, 0, 0, 0, 0, 0, 0, 0, 2682672, 0, 0, 0, -2791268, 0, 0, 0, 0, 0, 0, 0, 2041740, 0, 0, 0, 5721516, 0, 0, 0, 0, 0, 0, 0, 2804672, 0, 0, 0, 838412, 0, 0, 0, 0, 0, 0, 0, 5008896, 0, 0, 0, 6138698, 0, 0, 0, 0, 0, 0, 0, 10205248, 0, 0, 0, -11204, 0, 0, 0, 0, 0, 0, 0, 2241228, 0, 0, 0, -3980864, 0, 0, 0, 0, 0, 0, 0, 13822352, 0, 0, 0, 13655916, 0, 0, 0, 0, 0, 0, 0, 12301760, 0, 0, 0, -1792356, 0, 0, 0, 0, 0, 0, 0, -7040548, 0, 0, 0, 1106204, 0, 0, 0, 0, 0, 0, 0, -8344352, 0, 0, 0, -1168980, 0, 0, 0, 0, 0, 0, 0, 13674474, 0, 0, 0, -8998592, 0, 0, 0, 0, 0, 0, 0, -808004, 0, 0, 0, -24609476, 0, 0, 0, 0, 0, 0, 0, -9488608, 0, 0, 0, -14134216, 0, 0, 0, 0, 0, 0, 0, 20196192, 0, 0, 0, 4127608, 0, 0, 0, 0, 0, 0, 0, -12819348, 0, 0, 0, 11421184, 0, 0, 0, 0, 0, 0, 0, 5782240, 0, 0, 0, -14585120, 0, 0, 0, 0, 0, 0, 0, 9483996, 0, 0, 0, -21925760, 0, 0, 0, 0, 0, 0, 0, -38130804, 0, 0, 0, -145962, 0, 0, 0, 0, 0, 0, 0, -9647664, 0, 0, 0, -37810420, 0, 0, 0, 0, 0, 0, 0, 13499132, 0, 0, 0, 934904, 0, 0, 0, 0, 0, 0, 0, -17683968, 0, 0, 0, -16192384, 0, 0, 0, 0, 0, 0, 0, 19315328, 0, 0, 0, 4466124, 0, 0, 0, 0, 0, 0, 0, 27647936, 0, 0, 0, 16256472, 0, 0, 0, 0, 0, 0, 0, -18887140, 0, 0, 0, -7791652, 0, 0, 0, 0, 0, 0, 0, -18492704, 0, 0, 0, -10935396, 0, 0, 0, 0, 0, 0, 0, -37122848, 0, 0, 0, 2061078, 0, 0, 0, 0, 0, 0, 0, 11479756, 0, 0, 0, 5291812, 0, 0, 0, 0, 0, 0, 0, 36751072, 0, 0, 0, 5941792, 0, 0, 0, 0, 0, 0, 0, -6842004, 0, 0, 0, 49893116, 0, 0, 0, 0, 0, 0, 0, 9011084, 0, 0, 0, 32702156, 0, 0, 0, 0, 0, 0, 0, 5250896, 0, 0, 0, 134521920, 0, 0, 0, 0, 0, 0, 0, -23275072, 0, 0, 0, 5135360, 0, 0, 0, 0, 0, 0, 0, -23030656, 0, 0, 0, -43631652, 0, 0, 0, 0, 0, 0, 0, -67101760, 0, 0, 0, 59916248, 0, 0, 0, 0, 0, 0, 0, 24553006, 0, 0, 0, -14798068, 0, 0, 0, 0, 0, 0, 0, 61408344, 0, 0, 0, -7487904, 0, 0, 0, 0, 0, 0, 0, 3738672, 0, 0, 0, 107283900, 0, 0, 0, 0, 0, 0, 0, 69001728, 0, 0, 0, 7033996, 0, 0, 0, 0, 0, 0, 0, -27788712, 0, 0, 0, 66618944, 0, 0, 0, 0, 0, 0, 0, -67747616, 0, 0, 0, 41966040, 0, 0, 0, 0, 0, 0, 0, -21097152, 0, 0, 0, -75403136, 0, 0, 0, 0, 0, 0, 0, -152920596, 0, 0, 0, 32648184, 0, 0, 0, 0, 0, 0, 0, -11617488, 0, 0, 0, -186685364, 0, 0, 0, 0, 0, 0, 0, 68775004, 0, 0, 0, -4205938, 0, 0, 0, 0, 0, 0, 0, -41914180, 0, 0, 0, -2750468, 0, 0, 0, 0, 0, 0, 0, 151925696, 0, 0, 0, 28530592, 0, 0, 0, 0, 0, 0, 0, 39741052, 0, 0, 0, 154396204, 0, 0, 0, 0, 0, 0, 0, -58683616, 0, 0, 0, -69033288, 0, 0, 0, 0, 0, 0, 0, -49864640, 0, 0, 0, -112180736, 0, 0, 0, 0, 0, 0, 0, -245338400, 0, 0, 0, -56537632, 0, 0, 0, 0, 0, 0, 0, -3438708, 0, 0, 0, -225089524, 0, 0, 0, 0, 0, 0, 0, 57726752, 0, 0, 0, -71169348, 0, 0, 0, 0, 0, 0, 0, -76697888, 0, 0, 0, -42664392, 0, 0, 0, 0, 0, 0, 0, 258603232, 0, 0, 0, -17505486, 0, 0, 0, 0, 0, 0, 0, -25256448, 0, 0, 0, 453098392, 0, 0, 0, 0, 0, 0, 0, -53267364, 0, 0, 0, -134069280, 0, 0, 0, 0, 0, 0, 0, 56141276, 0, 0, 0, -107055844, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 1564497
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 191, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616960, 'source_is_minimal': False, 'source_label': '192.6.c.a.191.1', 'source_level': 192, 'target_conrey_index': 191, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616960, 'target_is_minimal': False, 'target_label': '192.6.c.a.191.1', 'target_level': 192, 'twist_class_label': '48.6.c.a.47.1', 'twist_class_level': 48, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 1564498
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 191, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616960, 'source_is_minimal': False, 'source_label': '192.6.c.a.191.1', 'source_level': 192, 'target_conrey_index': 191, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336794357952, 'target_is_minimal': False, 'target_label': '192.6.c.c.191.1', 'target_level': 192, 'twist_class_label': '48.6.c.a.47.1', 'twist_class_level': 48, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 1564499
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 191, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616960, 'source_is_minimal': False, 'source_label': '192.6.c.a.191.1', 'source_level': 192, 'target_conrey_index': 191, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007336794357952, 'target_is_minimal': False, 'target_label': '192.6.c.c.191.2', 'target_level': 192, 'twist_class_label': '48.6.c.a.47.1', 'twist_class_level': 48, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 1564500
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 191, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616960, 'source_is_minimal': False, 'source_label': '192.6.c.a.191.1', 'source_level': 192, 'target_conrey_index': 47, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616816, 'target_is_minimal': True, 'target_label': '48.6.c.a.47.1', 'target_level': 48, 'twist_class_label': '48.6.c.a.47.1', 'twist_class_level': 48, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 1564501
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 191, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616960, 'source_is_minimal': False, 'source_label': '192.6.c.a.191.1', 'source_level': 192, 'target_conrey_index': 47, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007336794357808, 'target_is_minimal': True, 'target_label': '48.6.c.c.47.2', 'target_level': 48, 'twist_class_label': '48.6.c.a.47.1', 'twist_class_level': 48, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 1564502
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 191, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616960, 'source_is_minimal': False, 'source_label': '192.6.c.a.191.1', 'source_level': 192, 'target_conrey_index': 191, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137539616960, 'target_is_minimal': False, 'target_label': '192.6.c.a.191.2', 'target_level': 192, 'twist_class_label': '48.6.c.a.47.1', 'twist_class_level': 48, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
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id: 1564503
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 191, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616960, 'source_is_minimal': False, 'source_label': '192.6.c.a.191.1', 'source_level': 192, 'target_conrey_index': 47, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137539616816, 'target_is_minimal': True, 'target_label': '48.6.c.a.47.2', 'target_level': 48, 'twist_class_label': '48.6.c.a.47.1', 'twist_class_level': 48, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 1564504
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 191, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616960, 'source_is_minimal': False, 'source_label': '192.6.c.a.191.1', 'source_level': 192, 'target_conrey_index': 47, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336794357808, 'target_is_minimal': True, 'target_label': '48.6.c.c.47.1', 'target_level': 48, 'twist_class_label': '48.6.c.a.47.1', 'twist_class_level': 48, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 480825
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 2}
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id: 480826
{'charpoly_factorization': [[[243, 24, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 3}
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id: 480827
{'charpoly_factorization': [[[6336, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 5}
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id: 480828
{'charpoly_factorization': [[[32076, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 7}
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id: 480829
{'charpoly_factorization': [[[648, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 11}
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id: 480830
{'charpoly_factorization': [[[-242, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 13}
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id: 480831
{'charpoly_factorization': [[[101376, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 17}
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id: 480832
{'charpoly_factorization': [[[1571724, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 19}
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id: 480833
{'charpoly_factorization': [[[-1296, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 23}
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id: 480834
{'charpoly_factorization': [[[3960000, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 29}
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id: 480835
{'charpoly_factorization': [[[11579436, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 31}
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id: 480836
{'charpoly_factorization': [[[-12058, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 37}
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id: 480837
{'charpoly_factorization': [[[219200256, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 41}
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id: 480838
{'charpoly_factorization': [[[327207276, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 43}
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id: 480839
{'charpoly_factorization': [[[-12960, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 47}
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id: 480840
{'charpoly_factorization': [[[728139456, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 53}
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id: 480841
{'charpoly_factorization': [[[8424, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 59}
-
id: 480842
{'charpoly_factorization': [[[-25762, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 61}
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id: 480843
{'charpoly_factorization': [[[104214924, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 67}
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id: 480844
{'charpoly_factorization': [[[-55728, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 71}
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id: 480845
{'charpoly_factorization': [[[-26026, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 73}
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id: 480846
{'charpoly_factorization': [[[367238124, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 79}
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id: 480847
{'charpoly_factorization': [[[-78408, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 83}
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id: 480848
{'charpoly_factorization': [[[7092290304, 0, 1], 1]], 'hecke_orbit_code': 137539616960, 'p': 89}
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id: 480849
{'charpoly_factorization': [[[-103090, 1], 2]], 'hecke_orbit_code': 137539616960, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '192.6.c.a', 'level': 192, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 23432000
{'hecke_orbit_code': 137539616960, 'n': 1, 'trace_an': 2}
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id: 23432001
{'hecke_orbit_code': 137539616960, 'n': 2, 'trace_an': 0}
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id: 23432002
{'hecke_orbit_code': 137539616960, 'n': 3, 'trace_an': -24}
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id: 23432003
{'hecke_orbit_code': 137539616960, 'n': 4, 'trace_an': 0}
-
id: 23432004
{'hecke_orbit_code': 137539616960, 'n': 5, 'trace_an': 0}
-
id: 23432005
{'hecke_orbit_code': 137539616960, 'n': 6, 'trace_an': 0}
-
id: 23432006
{'hecke_orbit_code': 137539616960, 'n': 7, 'trace_an': 0}
-
id: 23432007
{'hecke_orbit_code': 137539616960, 'n': 8, 'trace_an': 0}
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id: 23432008
{'hecke_orbit_code': 137539616960, 'n': 9, 'trace_an': 90}
-
id: 23432009
{'hecke_orbit_code': 137539616960, 'n': 10, 'trace_an': 0}
-
id: 23432010
{'hecke_orbit_code': 137539616960, 'n': 11, 'trace_an': -1296}
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id: 23432011
{'hecke_orbit_code': 137539616960, 'n': 12, 'trace_an': 0}
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id: 23432012
{'hecke_orbit_code': 137539616960, 'n': 13, 'trace_an': 484}
-
id: 23432013
{'hecke_orbit_code': 137539616960, 'n': 14, 'trace_an': 0}
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id: 23432014
{'hecke_orbit_code': 137539616960, 'n': 15, 'trace_an': 1584}
-
id: 23432015
{'hecke_orbit_code': 137539616960, 'n': 16, 'trace_an': 0}
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id: 23432016
{'hecke_orbit_code': 137539616960, 'n': 17, 'trace_an': 0}
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id: 23432017
{'hecke_orbit_code': 137539616960, 'n': 18, 'trace_an': 0}
-
id: 23432018
{'hecke_orbit_code': 137539616960, 'n': 19, 'trace_an': 0}
-
id: 23432019
{'hecke_orbit_code': 137539616960, 'n': 20, 'trace_an': 0}
-
id: 23432020
{'hecke_orbit_code': 137539616960, 'n': 21, 'trace_an': -3564}
-
id: 23432021
{'hecke_orbit_code': 137539616960, 'n': 22, 'trace_an': 0}
-
id: 23432022
{'hecke_orbit_code': 137539616960, 'n': 23, 'trace_an': 2592}
-
id: 23432023
{'hecke_orbit_code': 137539616960, 'n': 24, 'trace_an': 0}
-
id: 23432024
{'hecke_orbit_code': 137539616960, 'n': 25, 'trace_an': -6422}
-
id: 23432025
{'hecke_orbit_code': 137539616960, 'n': 26, 'trace_an': 0}
-
id: 23432026
{'hecke_orbit_code': 137539616960, 'n': 27, 'trace_an': 3672}
-
id: 23432027
{'hecke_orbit_code': 137539616960, 'n': 28, 'trace_an': 0}
-
id: 23432028
{'hecke_orbit_code': 137539616960, 'n': 29, 'trace_an': 0}
-
id: 23432029
{'hecke_orbit_code': 137539616960, 'n': 30, 'trace_an': 0}
-
id: 23432030
{'hecke_orbit_code': 137539616960, 'n': 31, 'trace_an': 0}
-
id: 23432031
{'hecke_orbit_code': 137539616960, 'n': 32, 'trace_an': 0}
-
id: 23432032
{'hecke_orbit_code': 137539616960, 'n': 33, 'trace_an': 15552}
-
id: 23432033
{'hecke_orbit_code': 137539616960, 'n': 34, 'trace_an': 0}
-
id: 23432034
{'hecke_orbit_code': 137539616960, 'n': 35, 'trace_an': 28512}
-
id: 23432035
{'hecke_orbit_code': 137539616960, 'n': 36, 'trace_an': 0}
-
id: 23432036
{'hecke_orbit_code': 137539616960, 'n': 37, 'trace_an': 24116}
-
id: 23432037
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