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mf_newforms • Show schema
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{'Nk2': 2704, 'analytic_conductor': 9.971322790970163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [169, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -1, 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, [2, -5, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713443497, 'hecke_ring_generator_nbound': 2, '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': '169.4.a.j', 'level': 169, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.4.c.b', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(3-\\beta )q^{2}+(4-3\\beta )q^{3}+(5-5\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.4.a', 'trace_display': [5, 5, 15, -15], 'trace_hash': 1870169214817232773, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.026', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.900', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.209', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.133', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.101', 'prec': 17}, {'__RealLiteral__': 0, 'data': '60.821', 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[13, -1]], 15, 5], [[[13, 1]], 18, 7]], 'ALdims': [18, 15], 'Nk2': 2704, 'analytic_conductor': 9.971322790970163, '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': [169, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 33, 'eis_dim': 14, 'eis_new_dim': 11, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67109033, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 9, 9], 'label': '169.4.a', 'level': 169, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 53, 'mf_new_dim': 44, 'num_forms': 12, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 60, 'trace_bound': 3, 'trace_display': [4, 2, 10, 22], 'traces': [33, 4, 2, 110, 10, -12, 22, 48, 159, -78, -54, 150, 0, -186, -16, 274, -98, 220, 210, 100, 212, -136, -144, -588, 581, 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mf_twists_cc • Show schema
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id: 46879797
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713443497, 'target_is_minimal': False, 'target_label': '169.4.a.j.1.1', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 46879798
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49539595968185841, 'target_is_minimal': False, 'target_label': '1521.4.a.l.1.2', 'target_level': 1521, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 46879799
{'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 147, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021872709238953, 'target_is_minimal': False, 'target_label': '169.4.e.g.147.3', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 46879800
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 22, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518135642914985, 'target_is_minimal': False, 'target_label': '169.4.c.f.22.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 4}
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id: 46879801
{'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 3, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737133432845, 'target_is_minimal': True, 'target_label': '13.4.c.b.3.1', 'target_level': 13, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 46879802
{'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 168, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014467296067753, 'target_is_minimal': False, 'target_label': '169.4.b.e.168.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.5', 'twisting_conrey_index': 5, 'weight': 4}
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id: 46879803
{'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 23, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021872709238953, 'target_is_minimal': False, 'target_label': '169.4.e.g.23.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.6', 'twisting_conrey_index': 6, 'weight': 4}
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id: 46879804
{'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 23, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021872709238953, 'target_is_minimal': False, 'target_label': '169.4.e.g.23.3', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.7', 'twisting_conrey_index': 7, 'weight': 4}
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id: 46879805
{'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 168, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014467296067753, 'target_is_minimal': False, 'target_label': '169.4.b.e.168.3', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.8', 'twisting_conrey_index': 8, 'weight': 4}
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id: 46879806
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 146, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518135642914985, 'target_is_minimal': False, 'target_label': '169.4.c.f.146.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 4}
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id: 46879807
{'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 9, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737133432845, 'target_is_minimal': True, 'target_label': '13.4.c.b.9.1', 'target_level': 13, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.10', 'twisting_conrey_index': 10, 'weight': 4}
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id: 46879808
{'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 147, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021872709238953, 'target_is_minimal': False, 'target_label': '169.4.e.g.147.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.11', 'twisting_conrey_index': 11, 'weight': 4}
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id: 46879809
{'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998203961513, 'target_is_minimal': False, 'target_label': '169.4.a.f.1.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 4}
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id: 46879810
{'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 55, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511211266080885, 'target_is_minimal': False, 'target_label': '117.4.g.d.55.2', 'target_level': 117, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.17', 'twisting_conrey_index': 17, 'weight': 4}
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id: 46879811
{'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 100, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511211266080885, 'target_is_minimal': False, 'target_label': '117.4.g.d.100.2', 'target_level': 117, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.23', 'twisting_conrey_index': 23, 'weight': 4}
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id: 46879812
{'conductor': 39, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 85568392987149809, 'target_is_minimal': False, 'target_label': '1521.4.a.t.1.1', 'target_level': 1521, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.38', 'twisting_conrey_index': 38, 'weight': 4}
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id: 46879813
{'conductor': 52, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 113, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014948332404944, 'target_is_minimal': False, 'target_label': '208.4.i.e.113.1', 'target_level': 208, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '52.23', 'twisting_conrey_index': 23, 'weight': 4}
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id: 46879814
{'conductor': 52, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443497, 'source_is_minimal': False, 'source_label': '169.4.a.j.1.1', 'source_level': 169, 'target_conrey_index': 81, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014948332404944, 'target_is_minimal': False, 'target_label': '208.4.i.e.81.1', 'target_level': 208, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '52.43', 'twisting_conrey_index': 43, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 436050
{'charpoly_factorization': [[[2, -5, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 2}
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id: 436051
{'charpoly_factorization': [[[-32, -5, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 3}
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id: 436052
{'charpoly_factorization': [[[-50, -15, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 5}
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id: 436053
{'charpoly_factorization': [[[52, 15, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 7}
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id: 436054
{'charpoly_factorization': [[[-884, 17, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 11}
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id: 436055
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 40532396713443497, 'p': 13}
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id: 436056
{'charpoly_factorization': [[[137, -70, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 17}
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id: 436057
{'charpoly_factorization': [[[4864, -141, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 19}
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id: 436058
{'charpoly_factorization': [[[628, -145, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 23}
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id: 436059
{'charpoly_factorization': [[[-15011, -34, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 29}
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id: 436060
{'charpoly_factorization': [[[-37600, -140, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 31}
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id: 436061
{'charpoly_factorization': [[[797, -190, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 37}
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id: 436062
{'charpoly_factorization': [[[70661, 538, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 41}
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id: 436063
{'charpoly_factorization': [[[11768, -455, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 43}
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id: 436064
{'charpoly_factorization': [[[-82400, 60, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 47}
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id: 436065
{'charpoly_factorization': [[[-41450, -545, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 53}
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id: 436066
{'charpoly_factorization': [[[150764, -809, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 59}
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id: 436067
{'charpoly_factorization': [[[-106999, -502, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 61}
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id: 436068
{'charpoly_factorization': [[[21212, -475, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 67}
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id: 436069
{'charpoly_factorization': [[[-42824, 127, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 71}
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id: 436070
{'charpoly_factorization': [[[54850, 585, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 73}
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id: 436071
{'charpoly_factorization': [[[7600, -240, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 79}
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id: 436072
{'charpoly_factorization': [[[-25600, 260, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 83}
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id: 436073
{'charpoly_factorization': [[[145654, 921, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 89}
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id: 436074
{'charpoly_factorization': [[[-891778, -415, 1], 1]], 'hecke_orbit_code': 40532396713443497, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '169.4.a.j', 'level': 169, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 207276000
{'hecke_orbit_code': 40532396713443497, 'n': 1, 'trace_an': 2}
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id: 207276001
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