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{'Nk2': 11760, 'analytic_conductor': 43.36640385421935, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -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': [735, 1, [491, 442, 346], [1, 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]], [11, [24, 1]], [13, [74, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073567, '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': '735.4.a.i', 'level': 735, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '15.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3q^{2}+3q^{3}+q^{4}+5q^{5}+9q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '735.4.a', 'trace_display': [3, 3, 5, 0], 'trace_hash': 2064344712694684540, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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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
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id: 46565748
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797086073567, 'target_is_minimal': False, 'target_label': '735.4.a.i.1.1', 'target_level': 735, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 46565749
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321852061, 'target_is_minimal': False, 'target_label': '2205.4.a.c.1.1', 'target_level': 2205, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 46565750
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479375, 'target_is_minimal': True, 'target_label': '15.4.a.b.1.1', 'target_level': 15, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
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id: 46565751
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479405, 'target_is_minimal': False, 'target_label': '45.4.a.b.1.1', 'target_level': 45, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
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id: 46565752
{'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203961584, 'target_is_minimal': False, 'target_label': '240.4.a.f.1.1', 'target_level': 240, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 4}
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id: 46565753
{'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68786585675, 'target_is_minimal': False, 'target_label': '75.4.b.a.49.1', 'target_level': 75, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 4}
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id: 46565754
{'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68786585675, 'target_is_minimal': False, 'target_label': '75.4.b.a.49.2', 'target_level': 75, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '35.27', 'twisting_conrey_index': 27, 'weight': 4}
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id: 46565755
{'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67108939, 'target_is_minimal': False, 'target_label': '75.4.a.a.1.1', 'target_level': 75, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 4}
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id: 46565756
{'conductor': 56, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 153122387397706688, 'target_is_minimal': False, 'target_label': '960.4.a.bi.1.1', 'target_level': 960, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '56.13', 'twisting_conrey_index': 13, 'weight': 4}
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id: 46565757
{'conductor': 56, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539595968185280, 'target_is_minimal': False, 'target_label': '960.4.a.l.1.1', 'target_level': 960, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '56.27', 'twisting_conrey_index': 27, 'weight': 4}
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id: 46565758
{'conductor': 63, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 136, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073827127701, 'target_is_minimal': False, 'target_label': '405.4.e.d.136.1', 'target_level': 405, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '63.13', 'twisting_conrey_index': 13, 'weight': 4}
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id: 46565759
{'conductor': 63, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 271, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036271218721173, 'target_is_minimal': False, 'target_label': '405.4.e.k.271.1', 'target_level': 405, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '63.20', 'twisting_conrey_index': 20, 'weight': 4}
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id: 46565760
{'conductor': 63, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 271, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073827127701, 'target_is_minimal': False, 'target_label': '405.4.e.d.271.1', 'target_level': 405, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '63.34', 'twisting_conrey_index': 34, 'weight': 4}
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id: 46565761
{'conductor': 63, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 136, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036271218721173, 'target_is_minimal': False, 'target_label': '405.4.e.k.136.1', 'target_level': 405, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '63.41', 'twisting_conrey_index': 41, 'weight': 4}
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id: 46565762
{'conductor': 77, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67110679, 'target_is_minimal': False, 'target_label': '1815.4.a.a.1.1', 'target_level': 1815, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '77.76', 'twisting_conrey_index': 76, 'weight': 4}
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id: 46565763
{'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193732408016, 'target_is_minimal': False, 'target_label': '720.4.a.r.1.1', 'target_level': 720, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 4}
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id: 46565764
{'conductor': 105, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510867668697313, 'target_is_minimal': False, 'target_label': '225.4.b.d.199.1', 'target_level': 225, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '105.62', 'twisting_conrey_index': 62, 'weight': 4}
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id: 46565765
{'conductor': 105, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510867668697313, 'target_is_minimal': False, 'target_label': '225.4.b.d.199.2', 'target_level': 225, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '105.83', 'twisting_conrey_index': 83, 'weight': 4}
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id: 46565766
{'conductor': 105, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831332065, 'target_is_minimal': False, 'target_label': '225.4.a.g.1.1', 'target_level': 225, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '105.104', 'twisting_conrey_index': 104, 'weight': 4}
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id: 46565767
{'conductor': 140, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043539192939696, 'target_is_minimal': False, 'target_label': '1200.4.f.m.49.1', 'target_level': 1200, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '140.27', 'twisting_conrey_index': 27, 'weight': 4}
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id: 46565768
{'conductor': 140, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043539192939696, 'target_is_minimal': False, 'target_label': '1200.4.f.m.49.2', 'target_level': 1200, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '140.83', 'twisting_conrey_index': 83, 'weight': 4}
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id: 46565769
{'conductor': 140, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073567, 'source_is_minimal': False, 'source_label': '735.4.a.i.1.1', 'source_level': 735, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394850297008, 'target_is_minimal': False, 'target_label': '1200.4.a.o.1.1', 'target_level': 1200, 'twist_class_label': '15.4.a.b.1.1', 'twist_class_level': 15, 'twisting_char_label': '140.139', 'twisting_conrey_index': 139, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1251050
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 2}
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id: 1251051
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 3}
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id: 1251052
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 5}
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id: 1251053
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 7}
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id: 1251054
{'charpoly_factorization': [[[24, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 11}
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id: 1251055
{'charpoly_factorization': [[[74, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 13}
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id: 1251056
{'charpoly_factorization': [[[54, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 17}
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id: 1251057
{'charpoly_factorization': [[[-124, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 19}
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id: 1251058
{'charpoly_factorization': [[[120, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 23}
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id: 1251059
{'charpoly_factorization': [[[78, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 29}
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id: 1251060
{'charpoly_factorization': [[[200, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 31}
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id: 1251061
{'charpoly_factorization': [[[70, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 37}
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id: 1251062
{'charpoly_factorization': [[[330, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 41}
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id: 1251063
{'charpoly_factorization': [[[-92, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 43}
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id: 1251064
{'charpoly_factorization': [[[-24, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 47}
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id: 1251065
{'charpoly_factorization': [[[-450, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 53}
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id: 1251066
{'charpoly_factorization': [[[24, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 59}
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id: 1251067
{'charpoly_factorization': [[[-322, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 61}
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id: 1251068
{'charpoly_factorization': [[[196, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 67}
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id: 1251069
{'charpoly_factorization': [[[288, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 71}
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id: 1251070
{'charpoly_factorization': [[[-430, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 73}
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id: 1251071
{'charpoly_factorization': [[[520, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 79}
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id: 1251072
{'charpoly_factorization': [[[156, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 83}
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id: 1251073
{'charpoly_factorization': [[[1026, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 89}
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id: 1251074
{'charpoly_factorization': [[[-286, 1], 1]], 'hecke_orbit_code': 36028797086073567, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '735.4.a.i', 'level': 735, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 200019000
{'hecke_orbit_code': 36028797086073567, 'n': 1, 'trace_an': 1}
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id: 200019001
{'hecke_orbit_code': 36028797086073567, 'n': 2, 'trace_an': 3}
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