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{'Nk2': 37620, 'analytic_conductor': 167.60109170456477, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [11, 1], [19, 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': [1045, 1, [837, 761, 496], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 37, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355405333, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1045.6.a.c', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'minimal_twist': '1045.6.a.c', 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label 1045.6.a.c does not appear in mf_hecke_nf
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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [11, -1], [19, -1]], 40, 1], [[[5, 1], [11, 1], [19, -1]], 39, 1], [[[5, -1], [11, 1], [19, 1]], 38, 1], [[[5, 1], [11, 1], [19, 1]], 37, 1], [[[5, -1], [11, 1], [19, -1]], 36, 1], [[[5, -1], [11, -1], [19, 1]], 38, 1], [[[5, 1], [11, -1], [19, 1]], 37, 1], [[[5, 1], [11, -1], [19, -1]], 35, 1]], 'ALdims': [37, 39, 37, 35, 38, 36, 38, 40], 'Nk2': 37620, 'analytic_conductor': 167.60109170456477, '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': [1045, 1, [837, 761, 496], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 596, 'dim': 300, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_orbit_code': 100664341, 'hecke_orbit_dims': [35, 36, 37, 37, 38, 38, 39, 40], 'label': '1045.6.a', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'mf_dim': 604, 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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 37, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '1045.6.a.c', 'source_level': 1045, 'target_char_orbit': 1, 'target_dim': 37, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '1045.6.a.c', 'target_level': 1045, 'twist_class_label': '1045.6.a.c', 'twist_class_level': 1045, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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hecke_orbit_code 9007199355405333 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': '1045.6.a.c', 'level': 1045, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 112574000
{'hecke_orbit_code': 9007199355405333, 'n': 1, 'trace_an': 37}
-
id: 112574001
{'hecke_orbit_code': 9007199355405333, 'n': 2, 'trace_an': -12}
-
id: 112574002
{'hecke_orbit_code': 9007199355405333, 'n': 3, 'trace_an': -27}
-
id: 112574003
{'hecke_orbit_code': 9007199355405333, 'n': 4, 'trace_an': 574}
-
id: 112574004
{'hecke_orbit_code': 9007199355405333, 'n': 5, 'trace_an': -925}
-
id: 112574005
{'hecke_orbit_code': 9007199355405333, 'n': 6, 'trace_an': -75}
-
id: 112574006
{'hecke_orbit_code': 9007199355405333, 'n': 7, 'trace_an': 337}
-
id: 112574007
{'hecke_orbit_code': 9007199355405333, 'n': 8, 'trace_an': -696}
-
id: 112574008
{'hecke_orbit_code': 9007199355405333, 'n': 9, 'trace_an': 3140}
-
id: 112574009
{'hecke_orbit_code': 9007199355405333, 'n': 10, 'trace_an': 300}
-
id: 112574010
{'hecke_orbit_code': 9007199355405333, 'n': 11, 'trace_an': -4477}
-
id: 112574011
{'hecke_orbit_code': 9007199355405333, 'n': 12, 'trace_an': -568}
-
id: 112574012
{'hecke_orbit_code': 9007199355405333, 'n': 13, 'trace_an': 719}
-
id: 112574013
{'hecke_orbit_code': 9007199355405333, 'n': 14, 'trace_an': 687}
-
id: 112574014
{'hecke_orbit_code': 9007199355405333, 'n': 15, 'trace_an': 675}
-
id: 112574015
{'hecke_orbit_code': 9007199355405333, 'n': 16, 'trace_an': 11494}
-
id: 112574016
{'hecke_orbit_code': 9007199355405333, 'n': 17, 'trace_an': 999}
-
id: 112574017
{'hecke_orbit_code': 9007199355405333, 'n': 18, 'trace_an': -595}
-
id: 112574018
{'hecke_orbit_code': 9007199355405333, 'n': 19, 'trace_an': -13357}
-
id: 112574019
{'hecke_orbit_code': 9007199355405333, 'n': 20, 'trace_an': -14350}
-
id: 112574020
{'hecke_orbit_code': 9007199355405333, 'n': 21, 'trace_an': -1077}
-
id: 112574021
{'hecke_orbit_code': 9007199355405333, 'n': 22, 'trace_an': 1452}
-
id: 112574022
{'hecke_orbit_code': 9007199355405333, 'n': 23, 'trace_an': 5096}
-
id: 112574023
{'hecke_orbit_code': 9007199355405333, 'n': 24, 'trace_an': -3154}
-
id: 112574024
{'hecke_orbit_code': 9007199355405333, 'n': 25, 'trace_an': 23125}
-
id: 112574025
{'hecke_orbit_code': 9007199355405333, 'n': 26, 'trace_an': -10395}
-
id: 112574026
{'hecke_orbit_code': 9007199355405333, 'n': 27, 'trace_an': -7578}
-
id: 112574027
{'hecke_orbit_code': 9007199355405333, 'n': 28, 'trace_an': 19863}
-
id: 112574028
{'hecke_orbit_code': 9007199355405333, 'n': 29, 'trace_an': -7969}
-
id: 112574029
{'hecke_orbit_code': 9007199355405333, 'n': 30, 'trace_an': 1875}
-
id: 112574030
{'hecke_orbit_code': 9007199355405333, 'n': 31, 'trace_an': 603}
-
id: 112574031
{'hecke_orbit_code': 9007199355405333, 'n': 32, 'trace_an': -27809}
-
id: 112574032
{'hecke_orbit_code': 9007199355405333, 'n': 33, 'trace_an': 3267}
-
id: 112574033
{'hecke_orbit_code': 9007199355405333, 'n': 34, 'trace_an': -24081}
-
id: 112574034
{'hecke_orbit_code': 9007199355405333, 'n': 35, 'trace_an': -8425}
-
id: 112574035
{'hecke_orbit_code': 9007199355405333, 'n': 36, 'trace_an': 59869}
-
id: 112574036
{'hecke_orbit_code': 9007199355405333, 'n': 37, 'trace_an': 7963}
-
id: 112574037
{'hecke_orbit_code': 9007199355405333, 'n': 38, 'trace_an': 4332}
-
id: 112574038
{'hecke_orbit_code': 9007199355405333, 'n': 39, 'trace_an': 86}
-
id: 112574039
{'hecke_orbit_code': 9007199355405333, 'n': 40, 'trace_an': 17400}
-
id: 112574040
{'hecke_orbit_code': 9007199355405333, 'n': 41, 'trace_an': 1475}
-
id: 112574041
{'hecke_orbit_code': 9007199355405333, 'n': 42, 'trace_an': -46542}
-
id: 112574042
{'hecke_orbit_code': 9007199355405333, 'n': 43, 'trace_an': 38059}
-
id: 112574043
{'hecke_orbit_code': 9007199355405333, 'n': 44, 'trace_an': -69454}
-
id: 112574044
{'hecke_orbit_code': 9007199355405333, 'n': 45, 'trace_an': -78500}
-
id: 112574045
{'hecke_orbit_code': 9007199355405333, 'n': 46, 'trace_an': -3413}
-
id: 112574046
{'hecke_orbit_code': 9007199355405333, 'n': 47, 'trace_an': -37658}
-
id: 112574047
{'hecke_orbit_code': 9007199355405333, 'n': 48, 'trace_an': -51317}
-
id: 112574048
{'hecke_orbit_code': 9007199355405333, 'n': 49, 'trace_an': 39188}
-
id: 112574049
{'hecke_orbit_code': 9007199355405333, 'n': 50, 'trace_an': -7500}
-
id: 112574050
{'hecke_orbit_code': 9007199355405333, 'n': 51, 'trace_an': -40262}
-
id: 112574051
{'hecke_orbit_code': 9007199355405333, 'n': 52, 'trace_an': 25358}
-
id: 112574052
{'hecke_orbit_code': 9007199355405333, 'n': 53, 'trace_an': -52545}
-
id: 112574053
{'hecke_orbit_code': 9007199355405333, 'n': 54, 'trace_an': 64732}
-
id: 112574054
{'hecke_orbit_code': 9007199355405333, 'n': 55, 'trace_an': 111925}
-
id: 112574055
{'hecke_orbit_code': 9007199355405333, 'n': 56, 'trace_an': -54173}
-
id: 112574056
{'hecke_orbit_code': 9007199355405333, 'n': 57, 'trace_an': 9747}
-
id: 112574057
{'hecke_orbit_code': 9007199355405333, 'n': 58, 'trace_an': 105808}
-
id: 112574058
{'hecke_orbit_code': 9007199355405333, 'n': 59, 'trace_an': -34039}
-
id: 112574059
{'hecke_orbit_code': 9007199355405333, 'n': 60, 'trace_an': 14200}
-
id: 112574060
{'hecke_orbit_code': 9007199355405333, 'n': 61, 'trace_an': 30023}
-
id: 112574061
{'hecke_orbit_code': 9007199355405333, 'n': 62, 'trace_an': -100198}
-
id: 112574062
{'hecke_orbit_code': 9007199355405333, 'n': 63, 'trace_an': 30376}
-
id: 112574063
{'hecke_orbit_code': 9007199355405333, 'n': 64, 'trace_an': 160888}
-
id: 112574064
{'hecke_orbit_code': 9007199355405333, 'n': 65, 'trace_an': -17975}
-
id: 112574065
{'hecke_orbit_code': 9007199355405333, 'n': 66, 'trace_an': 9075}
-
id: 112574066
{'hecke_orbit_code': 9007199355405333, 'n': 67, 'trace_an': -45284}
-
id: 112574067
{'hecke_orbit_code': 9007199355405333, 'n': 68, 'trace_an': 125176}
-
id: 112574068
{'hecke_orbit_code': 9007199355405333, 'n': 69, 'trace_an': 109244}
-
id: 112574069
{'hecke_orbit_code': 9007199355405333, 'n': 70, 'trace_an': -17175}
-
id: 112574070
{'hecke_orbit_code': 9007199355405333, 'n': 71, 'trace_an': -84020}
-
id: 112574071
{'hecke_orbit_code': 9007199355405333, 'n': 72, 'trace_an': -291176}
-
id: 112574072
{'hecke_orbit_code': 9007199355405333, 'n': 73, 'trace_an': 24542}
-
id: 112574073
{'hecke_orbit_code': 9007199355405333, 'n': 74, 'trace_an': 38795}
-
id: 112574074
{'hecke_orbit_code': 9007199355405333, 'n': 75, 'trace_an': -16875}
-
id: 112574075
{'hecke_orbit_code': 9007199355405333, 'n': 76, 'trace_an': -207214}
-
id: 112574076
{'hecke_orbit_code': 9007199355405333, 'n': 77, 'trace_an': -40777}
-
id: 112574077
{'hecke_orbit_code': 9007199355405333, 'n': 78, 'trace_an': 1042}
-
id: 112574078
{'hecke_orbit_code': 9007199355405333, 'n': 79, 'trace_an': 49303}
-
id: 112574079
{'hecke_orbit_code': 9007199355405333, 'n': 80, 'trace_an': -287350}
-
id: 112574080
{'hecke_orbit_code': 9007199355405333, 'n': 81, 'trace_an': 344453}
-
id: 112574081
{'hecke_orbit_code': 9007199355405333, 'n': 82, 'trace_an': -286030}
-
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