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{'Nk2': 32016, 'analytic_conductor': 118.06282192148697, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [23, -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': [2001, 1, [668, 1132, 553], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 37, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321851857, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '2001.4.a.c', 'level': 2001, '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': True, 'level_primes': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'ALdims': [37, 38, 37, 42, 36, 43, 44, 31], 'Nk2': 32016, 'analytic_conductor': 118.06282192148697, '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': [2001, 1, [668, 1132, 553], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 716, 'dim': 308, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_orbit_code': 67110865, 'hecke_orbit_dims': [31, 36, 37, 37, 38, 42, 43, 44], 'label': '2001.4.a', 'level': 2001, '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': True, 'level_primes': [3, 23, 29], 'level_radical': 2001, 'mf_dim': 724, 'mf_new_dim': 308, 'num_forms': 8, 'plus_dim': 166, 'prim_orbit_index': 1, 'relative_dim': 308, 'sturm_bound': 960, 'trace_bound': 2, 'trace_display': [0, 0, 0, 64], 'traces': [308, 0, 0, 1232, 0, 0, 64, -168, 2772, -168, 0, 0, -56, -152, 0, 4848, 0, 0, 112, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 37, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199321851857, 'source_is_minimal': True, 'source_label': '2001.4.a.c.1.2', 'source_level': 2001, 'target_conrey_index': 1, 'target_dim': 37, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199321851857, 'target_is_minimal': True, 'target_label': '2001.4.a.c.1.2', 'target_level': 2001, 'twist_class_label': '2001.4.a.c.1.2', 'twist_class_level': 2001, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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hecke_orbit_code 9007199321851857 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '2001.4.a.c', 'level': 2001, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 28728019
{'hecke_orbit_code': 9007199321851857, 'n': 1, 'trace_an': 37}
-
id: 28728020
{'hecke_orbit_code': 9007199321851857, 'n': 2, 'trace_an': -8}
-
id: 28728021
{'hecke_orbit_code': 9007199321851857, 'n': 3, 'trace_an': -111}
-
id: 28728022
{'hecke_orbit_code': 9007199321851857, 'n': 4, 'trace_an': 138}
-
id: 28728023
{'hecke_orbit_code': 9007199321851857, 'n': 5, 'trace_an': -15}
-
id: 28728024
{'hecke_orbit_code': 9007199321851857, 'n': 6, 'trace_an': 24}
-
id: 28728025
{'hecke_orbit_code': 9007199321851857, 'n': 7, 'trace_an': -6}
-
id: 28728026
{'hecke_orbit_code': 9007199321851857, 'n': 8, 'trace_an': -141}
-
id: 28728027
{'hecke_orbit_code': 9007199321851857, 'n': 9, 'trace_an': 333}
-
id: 28728028
{'hecke_orbit_code': 9007199321851857, 'n': 10, 'trace_an': 26}
-
id: 28728029
{'hecke_orbit_code': 9007199321851857, 'n': 11, 'trace_an': -109}
-
id: 28728030
{'hecke_orbit_code': 9007199321851857, 'n': 12, 'trace_an': -414}
-
id: 28728031
{'hecke_orbit_code': 9007199321851857, 'n': 13, 'trace_an': 115}
-
id: 28728032
{'hecke_orbit_code': 9007199321851857, 'n': 14, 'trace_an': -243}
-
id: 28728033
{'hecke_orbit_code': 9007199321851857, 'n': 15, 'trace_an': 45}
-
id: 28728034
{'hecke_orbit_code': 9007199321851857, 'n': 16, 'trace_an': 406}
-
id: 28728035
{'hecke_orbit_code': 9007199321851857, 'n': 17, 'trace_an': -228}
-
id: 28728036
{'hecke_orbit_code': 9007199321851857, 'n': 18, 'trace_an': -72}
-
id: 28728037
{'hecke_orbit_code': 9007199321851857, 'n': 19, 'trace_an': -135}
-
id: 28728038
{'hecke_orbit_code': 9007199321851857, 'n': 20, 'trace_an': -73}
-
id: 28728039
{'hecke_orbit_code': 9007199321851857, 'n': 21, 'trace_an': 18}
-
id: 28728040
{'hecke_orbit_code': 9007199321851857, 'n': 22, 'trace_an': -40}
-
id: 28728041
{'hecke_orbit_code': 9007199321851857, 'n': 23, 'trace_an': 851}
-
id: 28728042
{'hecke_orbit_code': 9007199321851857, 'n': 24, 'trace_an': 423}
-
id: 28728043
{'hecke_orbit_code': 9007199321851857, 'n': 25, 'trace_an': 942}
-
id: 28728044
{'hecke_orbit_code': 9007199321851857, 'n': 26, 'trace_an': -543}
-
id: 28728045
{'hecke_orbit_code': 9007199321851857, 'n': 27, 'trace_an': -999}
-
id: 28728046
{'hecke_orbit_code': 9007199321851857, 'n': 28, 'trace_an': 853}
-
id: 28728047
{'hecke_orbit_code': 9007199321851857, 'n': 29, 'trace_an': -1073}
-
id: 28728048
{'hecke_orbit_code': 9007199321851857, 'n': 30, 'trace_an': -78}
-
id: 28728049
{'hecke_orbit_code': 9007199321851857, 'n': 31, 'trace_an': -518}
-
id: 28728050
{'hecke_orbit_code': 9007199321851857, 'n': 32, 'trace_an': -1596}
-
id: 28728051
{'hecke_orbit_code': 9007199321851857, 'n': 33, 'trace_an': 327}
-
id: 28728052
{'hecke_orbit_code': 9007199321851857, 'n': 34, 'trace_an': 312}
-
id: 28728053
{'hecke_orbit_code': 9007199321851857, 'n': 35, 'trace_an': -37}
-
id: 28728054
{'hecke_orbit_code': 9007199321851857, 'n': 36, 'trace_an': 1242}
-
id: 28728055
{'hecke_orbit_code': 9007199321851857, 'n': 37, 'trace_an': 245}
-
id: 28728056
{'hecke_orbit_code': 9007199321851857, 'n': 38, 'trace_an': -59}
-
id: 28728057
{'hecke_orbit_code': 9007199321851857, 'n': 39, 'trace_an': -345}
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id: 28728058
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