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{'Nk2': 24336, 'analytic_conductor': 89.74190511873148, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [13, 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': [1521, 1, [677, 847], [1, 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': [[2, [3, 1]], [5, [-9, 1]], [7, [-2, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321851377, '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': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1521.4.a.c', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'minimal_twist': '39.4.e.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3q^{2}+q^{4}+9q^{5}+2q^{7}+21q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1521.4.a', 'trace_display': [-3, 0, 9, 2], 'trace_hash': 834813242474231209, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.946', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.841', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [13, -1]], 57, 12], [[[3, -1], [13, 1]], 54, 18], [[[3, 1], [13, -1]], 36, 4], [[[3, 1], [13, 1]], 41, 6]], 'ALdims': [41, 36, 54, 57], 'Nk2': 24336, 'analytic_conductor': 89.74190511873148, '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': [1521, 1, [677, 847], [1, 1]], 'conrey_index': 1, 'cusp_dim': 518, 'dim': 188, 'eis_dim': 56, 'eis_new_dim': 11, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 67110385, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 4, 4, 8, 8, 9, 9, 9, 9, 9, 9, 10, 12, 18, 18], 'label': '1521.4.a', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 574, 'mf_new_dim': 199, 'num_forms': 40, 'plus_dim': 98, 'prim_orbit_index': 1, 'relative_dim': 188, 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mf_twists_cc • Show schema
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id: 40452126
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321851377, 'target_is_minimal': False, 'target_label': '1521.4.a.c.1.1', 'target_level': 1521, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 40452127
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591355, 'target_is_minimal': False, 'target_label': '507.4.a.e.1.1', 'target_level': 507, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 40452128
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 100, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504012011339893, 'target_is_minimal': False, 'target_label': '117.4.g.b.100.1', 'target_level': 117, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 4}
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id: 40452129
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504012011339893, 'target_is_minimal': False, 'target_label': '117.4.g.b.55.1', 'target_level': 117, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 4}
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id: 40452130
{'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713444849, 'target_is_minimal': False, 'target_label': '1521.4.a.j.1.1', 'target_level': 1521, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 4}
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id: 40452131
{'conductor': 39, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 337, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007268041327099, 'target_is_minimal': False, 'target_label': '507.4.b.c.337.1', 'target_level': 507, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '39.5', 'twisting_conrey_index': 5, 'weight': 4}
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id: 40452132
{'conductor': 39, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 337, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007268041327099, 'target_is_minimal': False, 'target_label': '507.4.b.c.337.2', 'target_level': 507, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '39.8', 'twisting_conrey_index': 8, 'weight': 4}
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id: 40452133
{'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 22, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 274945015847, 'target_is_minimal': True, 'target_label': '39.4.e.a.22.1', 'target_level': 39, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '39.29', 'twisting_conrey_index': 29, 'weight': 4}
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id: 40452134
{'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 16, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 274945015847, 'target_is_minimal': True, 'target_label': '39.4.e.a.16.1', 'target_level': 39, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '39.35', 'twisting_conrey_index': 35, 'weight': 4}
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id: 40452135
{'conductor': 39, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109371, 'target_is_minimal': False, 'target_label': '507.4.a.a.1.1', 'target_level': 507, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '39.38', 'twisting_conrey_index': 38, 'weight': 4}
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id: 40452136
{'conductor': 156, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 289, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504699206107760, 'target_is_minimal': False, 'target_label': '624.4.q.b.289.1', 'target_level': 624, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '156.35', 'twisting_conrey_index': 35, 'weight': 4}
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id: 40452137
{'conductor': 156, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851377, 'source_is_minimal': False, 'source_label': '1521.4.a.c.1.1', 'source_level': 1521, 'target_conrey_index': 529, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504699206107760, 'target_is_minimal': False, 'target_label': '624.4.q.b.529.1', 'target_level': 624, 'twist_class_label': '39.4.e.a.16.1', 'twist_class_level': 39, 'twisting_char_label': '156.107', 'twisting_conrey_index': 107, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1886850
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 2}
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id: 1886851
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 3}
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id: 1886852
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 5}
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id: 1886853
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 7}
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id: 1886854
{'charpoly_factorization': [[[30, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 11}
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id: 1886855
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 13}
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id: 1886856
{'charpoly_factorization': [[[-111, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 17}
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id: 1886857
{'charpoly_factorization': [[[46, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 19}
-
id: 1886858
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 23}
-
id: 1886859
{'charpoly_factorization': [[[-105, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 29}
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id: 1886860
{'charpoly_factorization': [[[100, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 31}
-
id: 1886861
{'charpoly_factorization': [[[-17, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 37}
-
id: 1886862
{'charpoly_factorization': [[[-231, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 41}
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id: 1886863
{'charpoly_factorization': [[[514, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 43}
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id: 1886864
{'charpoly_factorization': [[[-162, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 47}
-
id: 1886865
{'charpoly_factorization': [[[639, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 53}
-
id: 1886866
{'charpoly_factorization': [[[600, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 59}
-
id: 1886867
{'charpoly_factorization': [[[-233, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 61}
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id: 1886868
{'charpoly_factorization': [[[-926, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 67}
-
id: 1886869
{'charpoly_factorization': [[[-930, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 71}
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id: 1886870
{'charpoly_factorization': [[[253, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 73}
-
id: 1886871
{'charpoly_factorization': [[[1324, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 79}
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id: 1886872
{'charpoly_factorization': [[[810, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 83}
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id: 1886873
{'charpoly_factorization': [[[498, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 89}
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id: 1886874
{'charpoly_factorization': [[[-1358, 1], 1]], 'hecke_orbit_code': 9007199321851377, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '1521.4.a.c', 'level': 1521, 'portrait': 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'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 110948000
{'hecke_orbit_code': 9007199321851377, 'n': 1, 'trace_an': 1}
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id: 110948001
{'hecke_orbit_code': 9007199321851377, 'n': 2, 'trace_an': -3}
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id: 110948002
{'hecke_orbit_code': 9007199321851377, 'n': 3, 'trace_an': 0}
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id: 110948003
{'hecke_orbit_code': 9007199321851377, 'n': 4, 'trace_an': 1}
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id: 110948004
{'hecke_orbit_code': 9007199321851377, 'n': 5, 'trace_an': 9}
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id: 110948005
{'hecke_orbit_code': 9007199321851377, 'n': 6, 'trace_an': 0}
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id: 110948006
{'hecke_orbit_code': 9007199321851377, 'n': 7, 'trace_an': 2}
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id: 110948007
{'hecke_orbit_code': 9007199321851377, 'n': 8, 'trace_an': 21}
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id: 110948008
{'hecke_orbit_code': 9007199321851377, 'n': 9, 'trace_an': 0}
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id: 110948009
{'hecke_orbit_code': 9007199321851377, 'n': 10, 'trace_an': -27}
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id: 110948010
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id: 110948980
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id: 110948981
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id: 110948982
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id: 110948983
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id: 110948984
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id: 110948985
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id: 110948986
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id: 110948987
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id: 110948988
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id: 110948989
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id: 110948990
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id: 110948991
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id: 110948992
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id: 110948993
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id: 110948994
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id: 110948995
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id: 110948996
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id: 110948997
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id: 110948998
{'hecke_orbit_code': 9007199321851377, 'n': 999, 'trace_an': 0}
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id: 110948999
{'hecke_orbit_code': 9007199321851377, 'n': 1000, 'trace_an': -31941}