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{'Nk2': 7392, 'analytic_conductor': 27.258882422652164, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, 1], [11, -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': [462, 1, [155, 199, 211], [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': [[5, [14, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479822, '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': True, 'label': '462.4.a.b', 'level': 462, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '462.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-3q^{3}+4q^{4}-14q^{5}+6q^{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': '462.4.a', 'trace_display': [-2, -3, -14, -7], 'trace_hash': 1131584097627111772, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.963', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.868', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [11, -1]], 3, 1], [[[2, 1], [3, -1], [7, 1], [11, 1]], 2, 1], [[[2, -1], [3, 1], [7, 1], [11, 1]], 2, 2], [[[2, 1], [3, 1], [7, -1], [11, -1]], 2, 1], [[[2, -1], [3, -1], [7, 1], [11, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [11, -1]], 2, 1], [[[2, 1], [3, -1], [7, -1], [11, -1]], 1, 1], [[[2, -1], [3, -1], [7, 1], [11, -1]], 1, 1], [[[2, -1], [3, -1], [7, -1], [11, 1]], 1, 1], [[[2, 1], [3, -1], [7, 1], [11, -1]], 3, 1], [[[2, -1], [3, 1], [7, -1], [11, 1]], 1, 1], [[[2, 1], [3, 1], [7, 1], [11, 1]], 2, 1], [[[2, 1], [3, 1], [7, -1], [11, 1]], 3, 2], [[[2, -1], [3, 1], [7, 1], [11, -1]], 2, 1], [[[2, 1], [3, 1], [7, 1], [11, -1]], 2, 2], [[[2, 1], [3, -1], [7, -1], [11, 1]], 3, 1]], 'ALdims': [2, 2, 3, 2, 2, 3, 3, 1, 2, 2, 1, 2, 2, 1, 1, 3], 'Nk2': 7392, 'analytic_conductor': 27.258882422652164, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 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mf_twists_nf • Show schema
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id: 337224
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '462.4.a.b', 'source_level': 462, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '462.4.a.b', 'target_level': 462, 'twist_class_label': '462.4.a.b', 'twist_class_level': 462, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 337225
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '462.4.a.b', 'source_level': 462, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '1386.4.a.m', 'target_level': 1386, 'twist_class_label': '462.4.a.b', 'twist_class_level': 462, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 925125
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 2}
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id: 925126
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 3}
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id: 925127
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 5}
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id: 925128
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 7}
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id: 925129
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 11}
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id: 925130
{'charpoly_factorization': [[[-38, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 13}
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id: 925131
{'charpoly_factorization': [[[-54, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 17}
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id: 925132
{'charpoly_factorization': [[[-40, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 19}
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id: 925133
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 23}
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id: 925134
{'charpoly_factorization': [[[170, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 29}
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id: 925135
{'charpoly_factorization': [[[-92, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 31}
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id: 925136
{'charpoly_factorization': [[[-294, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 37}
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id: 925137
{'charpoly_factorization': [[[258, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 41}
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id: 925138
{'charpoly_factorization': [[[52, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 43}
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id: 925139
{'charpoly_factorization': [[[76, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 47}
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id: 925140
{'charpoly_factorization': [[[322, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 53}
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id: 925141
{'charpoly_factorization': [[[-260, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 59}
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id: 925142
{'charpoly_factorization': [[[-22, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 61}
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id: 925143
{'charpoly_factorization': [[[436, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 67}
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id: 925144
{'charpoly_factorization': [[[368, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 71}
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id: 925145
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 73}
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id: 925146
{'charpoly_factorization': [[[200, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 79}
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id: 925147
{'charpoly_factorization': [[[952, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 83}
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id: 925148
{'charpoly_factorization': [[[70, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 89}
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id: 925149
{'charpoly_factorization': [[[1086, 1], 1]], 'hecke_orbit_code': 4503599694479822, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '462.4.a.b', 'level': 462, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 72529000
{'hecke_orbit_code': 4503599694479822, 'n': 1, 'trace_an': 1}
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id: 72529001
{'hecke_orbit_code': 4503599694479822, 'n': 2, 'trace_an': -2}
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id: 72529002
{'hecke_orbit_code': 4503599694479822, 'n': 3, 'trace_an': -3}
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