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mf_newforms • Show schema
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{'Nk2': 3528, 'analytic_conductor': 15.717614341672101, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 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': [[3, [10, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663394, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '98.6.a.a', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '14.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-10q^{3}+2^{4}q^{4}-84q^{5}+40q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.6.a', 'trace_display': [-4, -10, -84, 0], 'trace_hash': 87754016580633896, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.039', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'ALdims': [4, 5, 6, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [10, 12, 10, 12], 'Nk2': 3528, 'analytic_conductor': 15.717614341672101, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 62, 'dim': 18, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663394, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2, 2, 4], 'label': '98.6.a', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 78, 'mf_new_dim': 18, 'num_forms': 9, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 84, 'trace_bound': 9, 'trace_display': [0, -18, -94, 0], 'traces': [18, 0, -18, 288, -94, 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mf_twists_cc • Show schema
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id: 382826
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663394, 'target_is_minimal': False, 'target_label': '98.6.a.a.1.1', 'target_level': 98, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 382827
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 103582791530185586, 'target_is_minimal': False, 'target_label': '882.6.a.x.1.1', 'target_level': 882, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 382828
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119628048, 'target_is_minimal': False, 'target_label': '784.6.a.i.1.1', 'target_level': 784, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 382829
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936421728354, 'target_is_minimal': False, 'target_label': '98.6.c.d.67.1', 'target_level': 98, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 382830
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336794357858, 'target_is_minimal': False, 'target_label': '98.6.c.c.79.1', 'target_level': 98, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 382831
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936421728354, 'target_is_minimal': False, 'target_label': '98.6.c.d.79.1', 'target_level': 98, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
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id: 382832
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336794357858, 'target_is_minimal': False, 'target_label': '98.6.c.c.67.1', 'target_level': 98, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 382833
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663310, 'target_is_minimal': True, 'target_label': '14.6.a.a.1.1', 'target_level': 14, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
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id: 382834
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237515902, 'target_is_minimal': False, 'target_label': '126.6.a.f.1.1', 'target_level': 126, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
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id: 382835
{'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404400, 'target_is_minimal': False, 'target_label': '112.6.a.c.1.1', 'target_level': 112, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
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id: 382836
{'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510936421728606, 'target_is_minimal': False, 'target_label': '350.6.c.d.99.2', 'target_level': 350, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 6}
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id: 382837
{'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936421728606, 'target_is_minimal': False, 'target_label': '350.6.c.d.99.1', 'target_level': 350, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.27', 'twisting_conrey_index': 27, 'weight': 6}
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id: 382838
{'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627614, 'target_is_minimal': False, 'target_label': '350.6.a.i.1.1', 'target_level': 350, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 6}
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id: 382839
{'conductor': 56, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145728, 'target_is_minimal': False, 'target_label': '448.6.a.e.1.1', 'target_level': 448, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.13', 'twisting_conrey_index': 13, 'weight': 6}
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id: 382840
{'conductor': 56, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596001739200, 'target_is_minimal': False, 'target_label': '448.6.a.l.1.1', 'target_level': 448, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.27', 'twisting_conrey_index': 27, 'weight': 6}
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id: 382841
{'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663394, 'source_is_minimal': False, 'source_label': '98.6.a.a.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034800, 'target_is_minimal': False, 'target_label': '1008.6.a.b.1.1', 'target_level': 1008, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 288950
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 2}
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id: 288951
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 3}
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id: 288952
{'charpoly_factorization': [[[84, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 5}
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id: 288953
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 7}
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id: 288954
{'charpoly_factorization': [[[336, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 11}
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id: 288955
{'charpoly_factorization': [[[584, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 13}
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id: 288956
{'charpoly_factorization': [[[-1458, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 17}
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id: 288957
{'charpoly_factorization': [[[470, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 19}
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id: 288958
{'charpoly_factorization': [[[4200, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 23}
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id: 288959
{'charpoly_factorization': [[[-4866, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 29}
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id: 288960
{'charpoly_factorization': [[[-7372, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 31}
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id: 288961
{'charpoly_factorization': [[[-14330, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 37}
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id: 288962
{'charpoly_factorization': [[[6222, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 41}
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id: 288963
{'charpoly_factorization': [[[-3704, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 43}
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id: 288964
{'charpoly_factorization': [[[-1812, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 47}
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id: 288965
{'charpoly_factorization': [[[37242, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 53}
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id: 288966
{'charpoly_factorization': [[[34302, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 59}
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id: 288967
{'charpoly_factorization': [[[24476, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 61}
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id: 288968
{'charpoly_factorization': [[[17452, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 67}
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id: 288969
{'charpoly_factorization': [[[-28224, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 71}
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id: 288970
{'charpoly_factorization': [[[3602, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 73}
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id: 288971
{'charpoly_factorization': [[[-42872, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 79}
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id: 288972
{'charpoly_factorization': [[[-35202, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 83}
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id: 288973
{'charpoly_factorization': [[[26730, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 89}
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id: 288974
{'charpoly_factorization': [[[-16978, 1], 1]], 'hecke_orbit_code': 100663394, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '98.6.a.a', 'level': 98, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 3243576
{'hecke_orbit_code': 100663394, 'n': 1, 'trace_an': 1}
-
id: 3243577
{'hecke_orbit_code': 100663394, 'n': 2, 'trace_an': -4}
-
id: 3243578
{'hecke_orbit_code': 100663394, 'n': 3, 'trace_an': -10}
-
id: 3243579
{'hecke_orbit_code': 100663394, 'n': 4, 'trace_an': 16}
-
id: 3243580
{'hecke_orbit_code': 100663394, 'n': 5, 'trace_an': -84}
-
id: 3243581
{'hecke_orbit_code': 100663394, 'n': 6, 'trace_an': 40}
-
id: 3243582
{'hecke_orbit_code': 100663394, 'n': 7, 'trace_an': 0}
-
id: 3243583
{'hecke_orbit_code': 100663394, 'n': 8, 'trace_an': -64}
-
id: 3243584
{'hecke_orbit_code': 100663394, 'n': 9, 'trace_an': -143}
-
id: 3243585
{'hecke_orbit_code': 100663394, 'n': 10, 'trace_an': 336}
-
id: 3243586
{'hecke_orbit_code': 100663394, 'n': 11, 'trace_an': -336}
-
id: 3243587
{'hecke_orbit_code': 100663394, 'n': 12, 'trace_an': -160}
-
id: 3243588
{'hecke_orbit_code': 100663394, 'n': 13, 'trace_an': -584}
-
id: 3243589
{'hecke_orbit_code': 100663394, 'n': 14, 'trace_an': 0}
-
id: 3243590
{'hecke_orbit_code': 100663394, 'n': 15, 'trace_an': 840}
-
id: 3243591
{'hecke_orbit_code': 100663394, 'n': 16, 'trace_an': 256}
-
id: 3243592
{'hecke_orbit_code': 100663394, 'n': 17, 'trace_an': 1458}
-
id: 3243593
{'hecke_orbit_code': 100663394, 'n': 18, 'trace_an': 572}
-
id: 3243594
{'hecke_orbit_code': 100663394, 'n': 19, 'trace_an': -470}
-
id: 3243595
{'hecke_orbit_code': 100663394, 'n': 20, 'trace_an': -1344}
-
id: 3243596
{'hecke_orbit_code': 100663394, 'n': 21, 'trace_an': 0}
-
id: 3243597
{'hecke_orbit_code': 100663394, 'n': 22, 'trace_an': 1344}
-
id: 3243598
{'hecke_orbit_code': 100663394, 'n': 23, 'trace_an': -4200}
-
id: 3243599
{'hecke_orbit_code': 100663394, 'n': 24, 'trace_an': 640}
-
id: 3243600
{'hecke_orbit_code': 100663394, 'n': 25, 'trace_an': 3931}
-
id: 3243601
{'hecke_orbit_code': 100663394, 'n': 26, 'trace_an': 2336}
-
id: 3243602
{'hecke_orbit_code': 100663394, 'n': 27, 'trace_an': 3860}
-
id: 3243603
{'hecke_orbit_code': 100663394, 'n': 28, 'trace_an': 0}
-
id: 3243604
{'hecke_orbit_code': 100663394, 'n': 29, 'trace_an': 4866}
-
id: 3243605
{'hecke_orbit_code': 100663394, 'n': 30, 'trace_an': -3360}
-
id: 3243606
{'hecke_orbit_code': 100663394, 'n': 31, 'trace_an': 7372}
-
id: 3243607
{'hecke_orbit_code': 100663394, 'n': 32, 'trace_an': -1024}
-
id: 3243608
{'hecke_orbit_code': 100663394, 'n': 33, 'trace_an': 3360}
-
id: 3243609
{'hecke_orbit_code': 100663394, 'n': 34, 'trace_an': -5832}
-
id: 3243610
{'hecke_orbit_code': 100663394, 'n': 35, 'trace_an': 0}
-
id: 3243611
{'hecke_orbit_code': 100663394, 'n': 36, 'trace_an': -2288}
-
id: 3243612
{'hecke_orbit_code': 100663394, 'n': 37, 'trace_an': 14330}
-
id: 3243613
{'hecke_orbit_code': 100663394, 'n': 38, 'trace_an': 1880}
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id: 3243614
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id: 3243823
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id: 3243824
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id: 3243825
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id: 3243826
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id: 3243827
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id: 3243828
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id: 3243829
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id: 3243830
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id: 3243831
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id: 3243832
{'hecke_orbit_code': 100663394, 'n': 991, 'trace_an': 24921200}
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id: 3243833
{'hecke_orbit_code': 100663394, 'n': 997, 'trace_an': -10195628}