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{'Nk2': 8352, 'analytic_conductor': 30.798997022996602, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [29, 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': [522, 1, [407, 379], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 24, 'field_disc_factorization': [[2, 3], [3, 1]], 'field_poly': [-6, 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, [-191, -10, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713443850, 'hecke_ring_generator_nbound': 11, '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': '522.4.a.j', 'level': 522, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 29], 'level_radical': 174, 'minimal_twist': '58.4.a.c', 'nf_label': '2.2.24.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+4q^{4}+(5+6\\beta )q^{5}+(-8+8\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '522.4.a', 'trace_display': [4, 0, 10, -16], 'trace_hash': 932481007171959719, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.950', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.516', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.479', '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], [29, -1]], 4, 4], [[[2, -1], [3, 1], [29, 1]], 3, 1], [[[2, 1], [3, -1], [29, -1]], 5, 3], [[[2, 1], [3, 1], [29, 1]], 4, 1], [[[2, -1], [3, 1], [29, -1]], 4, 1], [[[2, 1], [3, 1], [29, -1]], 3, 1], [[[2, -1], [3, -1], [29, 1]], 6, 3], [[[2, 1], [3, -1], [29, 1]], 6, 3]], 'ALdims': [4, 3, 6, 5, 3, 4, 6, 4], 'Nk2': 8352, 'analytic_conductor': 30.798997022996602, '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': [522, 1, [407, 379], [1, 1]], 'conrey_index': 1, 'cusp_dim': 262, 'dim': 35, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109386, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 3, 3, 3, 3, 3, 4, 4], 'label': '522.4.a', 'level': 522, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 29], 'level_radical': 174, 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mf_twists_nf • Show schema
Hide schema
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id: 365649
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '522.4.a.j', 'source_level': 522, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '58.4.a.c', 'target_level': 58, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 365650
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '522.4.a.j', 'source_level': 522, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '464.4.a.e', 'target_level': 464, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 365651
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '522.4.a.j', 'source_level': 522, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '522.4.a.j', 'target_level': 522, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 365652
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '522.4.a.j', 'source_level': 522, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1450.4.a.g', 'target_level': 1450, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 365653
{'conductor': 87, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '522.4.a.j', 'source_level': 522, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1682.4.a.c', 'target_level': 1682, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '87.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 365654
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '522.4.a.j', 'source_level': 522, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '1856.4.a.i', 'target_level': 1856, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 365655
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '522.4.a.j', 'source_level': 522, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1856.4.a.l', 'target_level': 1856, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1000175
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 40532396713443850, 'p': 2}
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id: 1000176
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 40532396713443850, 'p': 3}
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id: 1000177
{'charpoly_factorization': [[[-191, -10, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 5}
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id: 1000178
{'charpoly_factorization': [[[-320, 16, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 7}
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id: 1000179
{'charpoly_factorization': [[[1971, -90, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 11}
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id: 1000180
{'charpoly_factorization': [[[241, 50, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 13}
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id: 1000181
{'charpoly_factorization': [[[-1052, -44, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 17}
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id: 1000182
{'charpoly_factorization': [[[2820, -108, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 19}
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id: 1000183
{'charpoly_factorization': [[[-36308, -28, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 23}
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id: 1000184
{'charpoly_factorization': [[[29, 1], 2]], 'hecke_orbit_code': 40532396713443850, 'p': 29}
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id: 1000185
{'charpoly_factorization': [[[-70197, -66, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 31}
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id: 1000186
{'charpoly_factorization': [[[304, -40, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 37}
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id: 1000187
{'charpoly_factorization': [[[-15296, 304, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 41}
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id: 1000188
{'charpoly_factorization': [[[-12629, 130, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 43}
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id: 1000189
{'charpoly_factorization': [[[7243, -514, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 47}
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id: 1000190
{'charpoly_factorization': [[[213217, -958, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 53}
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id: 1000191
{'charpoly_factorization': [[[-366900, -180, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 59}
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id: 1000192
{'charpoly_factorization': [[[263332, -1028, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 61}
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id: 1000193
{'charpoly_factorization': [[[205536, 912, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 67}
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id: 1000194
{'charpoly_factorization': [[[151468, 796, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 71}
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id: 1000195
{'charpoly_factorization': [[[-2672, 856, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 73}
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id: 1000196
{'charpoly_factorization': [[[-756645, 318, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 79}
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id: 1000197
{'charpoly_factorization': [[[826732, -1828, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 83}
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id: 1000198
{'charpoly_factorization': [[[191680, -944, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 89}
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id: 1000199
{'charpoly_factorization': [[[-26144, -368, 1], 1]], 'hecke_orbit_code': 40532396713443850, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '522.4.a.j', 'level': 522, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 207373000
{'hecke_orbit_code': 40532396713443850, 'n': 1, 'trace_an': 2}
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id: 207373001
{'hecke_orbit_code': 40532396713443850, 'n': 2, 'trace_an': 4}
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id: 207373002
{'hecke_orbit_code': 40532396713443850, 'n': 3, 'trace_an': 0}
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id: 207373003
{'hecke_orbit_code': 40532396713443850, 'n': 4, 'trace_an': 8}
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id: 207373004
{'hecke_orbit_code': 40532396713443850, 'n': 5, 'trace_an': 10}
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id: 207373005
{'hecke_orbit_code': 40532396713443850, 'n': 6, 'trace_an': 0}
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id: 207373006
{'hecke_orbit_code': 40532396713443850, 'n': 7, 'trace_an': -16}
-
id: 207373007
{'hecke_orbit_code': 40532396713443850, 'n': 8, 'trace_an': 16}
-
id: 207373008
{'hecke_orbit_code': 40532396713443850, 'n': 9, 'trace_an': 0}
-
id: 207373009
{'hecke_orbit_code': 40532396713443850, 'n': 10, 'trace_an': 20}
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id: 207373010
{'hecke_orbit_code': 40532396713443850, 'n': 11, 'trace_an': 90}
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id: 207373011
{'hecke_orbit_code': 40532396713443850, 'n': 12, 'trace_an': 0}
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id: 207373012
{'hecke_orbit_code': 40532396713443850, 'n': 13, 'trace_an': -50}
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id: 207373013
{'hecke_orbit_code': 40532396713443850, 'n': 14, 'trace_an': -32}
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id: 207373014
{'hecke_orbit_code': 40532396713443850, 'n': 15, 'trace_an': 0}
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id: 207373015
{'hecke_orbit_code': 40532396713443850, 'n': 16, 'trace_an': 32}
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id: 207373016
{'hecke_orbit_code': 40532396713443850, 'n': 17, 'trace_an': 44}
-
id: 207373017
{'hecke_orbit_code': 40532396713443850, 'n': 18, 'trace_an': 0}
-
id: 207373018
{'hecke_orbit_code': 40532396713443850, 'n': 19, 'trace_an': 108}
-
id: 207373019
{'hecke_orbit_code': 40532396713443850, 'n': 20, 'trace_an': 40}
-
id: 207373020
{'hecke_orbit_code': 40532396713443850, 'n': 21, 'trace_an': 0}
-
id: 207373021
{'hecke_orbit_code': 40532396713443850, 'n': 22, 'trace_an': 180}
-
id: 207373022
{'hecke_orbit_code': 40532396713443850, 'n': 23, 'trace_an': 28}
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id: 207373023
{'hecke_orbit_code': 40532396713443850, 'n': 24, 'trace_an': 0}
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id: 207373024
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