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mf_newforms • Show schema
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{'Nk2': 648, 'analytic_conductor': 2.8869087566336513, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 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': [18, 1, [11], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[5, [96, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663314, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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mf_twists_cc • Show schema
Hide schema
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id: 381643
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663314, 'target_is_minimal': True, 'target_label': '18.6.a.a.1.1', 'target_level': 18, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 381644
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404306, 'target_is_minimal': True, 'target_label': '18.6.a.c.1.1', 'target_level': 18, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 381645
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663440, 'target_is_minimal': False, 'target_label': '144.6.a.a.1.1', 'target_level': 144, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 381646
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043333068063170, 'target_is_minimal': False, 'target_label': '450.6.c.m.199.1', 'target_level': 450, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 381647
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043333068063170, 'target_is_minimal': False, 'target_label': '450.6.c.m.199.2', 'target_level': 450, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 381648
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 94575592275444162, 'target_is_minimal': False, 'target_label': '450.6.a.v.1.1', 'target_level': 450, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
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id: 381649
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374369138, 'target_is_minimal': False, 'target_label': '882.6.a.k.1.1', 'target_level': 882, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
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id: 381650
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 153122387431260736, 'target_is_minimal': False, 'target_label': '576.6.a.bi.1.1', 'target_level': 576, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 381651
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 148618787803890240, 'target_is_minimal': False, 'target_label': '576.6.a.bh.1.1', 'target_level': 576, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 381652
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616930, 'target_is_minimal': False, 'target_label': '162.6.c.a.109.1', 'target_level': 162, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 381653
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539733440692386, 'target_is_minimal': False, 'target_label': '162.6.c.l.55.1', 'target_level': 162, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 6}
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id: 381654
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616930, 'target_is_minimal': False, 'target_label': '162.6.c.a.55.1', 'target_level': 162, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 381655
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539733440692386, 'target_is_minimal': False, 'target_label': '162.6.c.l.109.1', 'target_level': 162, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 6}
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id: 381656
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596001738896, 'target_is_minimal': False, 'target_label': '144.6.a.l.1.1', 'target_level': 144, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
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id: 381657
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007336794358210, 'target_is_minimal': False, 'target_label': '450.6.c.c.199.2', 'target_level': 450, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 381658
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336794358210, 'target_is_minimal': False, 'target_label': '450.6.c.c.199.1', 'target_level': 450, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 6}
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id: 381659
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374368706, 'target_is_minimal': False, 'target_label': '450.6.a.k.1.1', 'target_level': 450, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
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id: 381660
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596001739634, 'target_is_minimal': False, 'target_label': '882.6.a.l.1.1', 'target_level': 882, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
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id: 381661
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663872, 'target_is_minimal': False, 'target_label': '576.6.a.a.1.1', 'target_level': 576, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 381662
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663314, 'source_is_minimal': True, 'source_label': '18.6.a.a.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034368, 'target_is_minimal': False, 'target_label': '576.6.a.b.1.1', 'target_level': 576, 'twist_class_label': '18.6.a.a.1.1', 'twist_class_level': 18, '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: 70775
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 2}
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id: 70776
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 3}
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id: 70777
{'charpoly_factorization': [[[96, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 5}
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id: 70778
{'charpoly_factorization': [[[148, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 7}
-
id: 70779
{'charpoly_factorization': [[[-384, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 11}
-
id: 70780
{'charpoly_factorization': [[[334, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 13}
-
id: 70781
{'charpoly_factorization': [[[-576, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 17}
-
id: 70782
{'charpoly_factorization': [[[664, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 19}
-
id: 70783
{'charpoly_factorization': [[[3840, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 23}
-
id: 70784
{'charpoly_factorization': [[[-96, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 29}
-
id: 70785
{'charpoly_factorization': [[[4564, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 31}
-
id: 70786
{'charpoly_factorization': [[[-5798, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 37}
-
id: 70787
{'charpoly_factorization': [[[6720, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 41}
-
id: 70788
{'charpoly_factorization': [[[14872, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 43}
-
id: 70789
{'charpoly_factorization': [[[19200, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 47}
-
id: 70790
{'charpoly_factorization': [[[-7776, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 53}
-
id: 70791
{'charpoly_factorization': [[[13056, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 59}
-
id: 70792
{'charpoly_factorization': [[[-42782, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 61}
-
id: 70793
{'charpoly_factorization': [[[-36656, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 67}
-
id: 70794
{'charpoly_factorization': [[[-64512, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 71}
-
id: 70795
{'charpoly_factorization': [[[16810, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 73}
-
id: 70796
{'charpoly_factorization': [[[-28076, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 79}
-
id: 70797
{'charpoly_factorization': [[[66432, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 83}
-
id: 70798
{'charpoly_factorization': [[[81792, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 89}
-
id: 70799
{'charpoly_factorization': [[[29938, 1], 1]], 'hecke_orbit_code': 100663314, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '18.6.a.a', 'level': 18, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 12492000
{'hecke_orbit_code': 100663314, 'n': 1, 'trace_an': 1}
-
id: 12492001
{'hecke_orbit_code': 100663314, 'n': 2, 'trace_an': -4}
-
id: 12492002
{'hecke_orbit_code': 100663314, 'n': 3, 'trace_an': 0}
-
id: 12492003
{'hecke_orbit_code': 100663314, 'n': 4, 'trace_an': 16}
-
id: 12492004
{'hecke_orbit_code': 100663314, 'n': 5, 'trace_an': -96}
-
id: 12492005
{'hecke_orbit_code': 100663314, 'n': 6, 'trace_an': 0}
-
id: 12492006
{'hecke_orbit_code': 100663314, 'n': 7, 'trace_an': -148}
-
id: 12492007
{'hecke_orbit_code': 100663314, 'n': 8, 'trace_an': -64}
-
id: 12492008
{'hecke_orbit_code': 100663314, 'n': 9, 'trace_an': 0}
-
id: 12492009
{'hecke_orbit_code': 100663314, 'n': 10, 'trace_an': 384}
-
id: 12492010
{'hecke_orbit_code': 100663314, 'n': 11, 'trace_an': 384}
-
id: 12492011
{'hecke_orbit_code': 100663314, 'n': 12, 'trace_an': 0}
-
id: 12492012
{'hecke_orbit_code': 100663314, 'n': 13, 'trace_an': -334}
-
id: 12492013
{'hecke_orbit_code': 100663314, 'n': 14, 'trace_an': 592}
-
id: 12492014
{'hecke_orbit_code': 100663314, 'n': 15, 'trace_an': 0}
-
id: 12492015
{'hecke_orbit_code': 100663314, 'n': 16, 'trace_an': 256}
-
id: 12492016
{'hecke_orbit_code': 100663314, 'n': 17, 'trace_an': 576}
-
id: 12492017
{'hecke_orbit_code': 100663314, 'n': 18, 'trace_an': 0}
-
id: 12492018
{'hecke_orbit_code': 100663314, 'n': 19, 'trace_an': -664}
-
id: 12492019
{'hecke_orbit_code': 100663314, 'n': 20, 'trace_an': -1536}
-
id: 12492020
{'hecke_orbit_code': 100663314, 'n': 21, 'trace_an': 0}
-
id: 12492021
{'hecke_orbit_code': 100663314, 'n': 22, 'trace_an': -1536}
-
id: 12492022
{'hecke_orbit_code': 100663314, 'n': 23, 'trace_an': -3840}
-
id: 12492023
{'hecke_orbit_code': 100663314, 'n': 24, 'trace_an': 0}
-
id: 12492024
{'hecke_orbit_code': 100663314, 'n': 25, 'trace_an': 6091}
-
id: 12492025
{'hecke_orbit_code': 100663314, 'n': 26, 'trace_an': 1336}
-
id: 12492026
{'hecke_orbit_code': 100663314, 'n': 27, 'trace_an': 0}
-
id: 12492027
{'hecke_orbit_code': 100663314, 'n': 28, 'trace_an': -2368}
-
id: 12492028
{'hecke_orbit_code': 100663314, 'n': 29, 'trace_an': 96}
-
id: 12492029
{'hecke_orbit_code': 100663314, 'n': 30, 'trace_an': 0}
-
id: 12492030
{'hecke_orbit_code': 100663314, 'n': 31, 'trace_an': -4564}
-
id: 12492031
{'hecke_orbit_code': 100663314, 'n': 32, 'trace_an': -1024}
-
id: 12492032
{'hecke_orbit_code': 100663314, 'n': 33, 'trace_an': 0}
-
id: 12492033
{'hecke_orbit_code': 100663314, 'n': 34, 'trace_an': -2304}
-
id: 12492034
{'hecke_orbit_code': 100663314, 'n': 35, 'trace_an': 14208}
-
id: 12492035
{'hecke_orbit_code': 100663314, 'n': 36, 'trace_an': 0}
-
id: 12492036
{'hecke_orbit_code': 100663314, 'n': 37, 'trace_an': 5798}
-
id: 12492037
{'hecke_orbit_code': 100663314, 'n': 38, 'trace_an': 2656}
-
id: 12492038
{'hecke_orbit_code': 100663314, 'n': 39, 'trace_an': 0}
-
id: 12492039
{'hecke_orbit_code': 100663314, 'n': 40, 'trace_an': 6144}
-
id: 12492040
{'hecke_orbit_code': 100663314, 'n': 41, 'trace_an': -6720}
-
id: 12492041
{'hecke_orbit_code': 100663314, 'n': 42, 'trace_an': 0}
-
id: 12492042
{'hecke_orbit_code': 100663314, 'n': 43, 'trace_an': -14872}
-
id: 12492043
{'hecke_orbit_code': 100663314, 'n': 44, 'trace_an': 6144}
-
id: 12492044
{'hecke_orbit_code': 100663314, 'n': 45, 'trace_an': 0}
-
id: 12492045
{'hecke_orbit_code': 100663314, 'n': 46, 'trace_an': 15360}
-
id: 12492046
{'hecke_orbit_code': 100663314, 'n': 47, 'trace_an': -19200}
-
id: 12492047
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