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{'Nk2': 37620, 'analytic_conductor': 167.60109170456477, 'analytic_rank': 0, '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': 39, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597864887317, '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.g', '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.g', 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label 1045.6.a.g does not appear in mf_hecke_nf
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mf_newspaces • Show schema
Hide schema
{'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': 39, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '1045.6.a.g', 'source_level': 1045, 'target_char_orbit': 1, 'target_dim': 39, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '1045.6.a.g', 'target_level': 1045, 'twist_class_label': '1045.6.a.g', 'twist_class_level': 1045, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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hecke_orbit_code 27021597864887317 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': 7, 'label': '1045.6.a.g', 'level': 1045, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 181719000
{'hecke_orbit_code': 27021597864887317, 'n': 1, 'trace_an': 39}
-
id: 181719001
{'hecke_orbit_code': 27021597864887317, 'n': 2, 'trace_an': 12}
-
id: 181719002
{'hecke_orbit_code': 27021597864887317, 'n': 3, 'trace_an': 27}
-
id: 181719003
{'hecke_orbit_code': 27021597864887317, 'n': 4, 'trace_an': 670}
-
id: 181719004
{'hecke_orbit_code': 27021597864887317, 'n': 5, 'trace_an': -975}
-
id: 181719005
{'hecke_orbit_code': 27021597864887317, 'n': 6, 'trace_an': 69}
-
id: 181719006
{'hecke_orbit_code': 27021597864887317, 'n': 7, 'trace_an': -251}
-
id: 181719007
{'hecke_orbit_code': 27021597864887317, 'n': 8, 'trace_an': 270}
-
id: 181719008
{'hecke_orbit_code': 27021597864887317, 'n': 9, 'trace_an': 3666}
-
id: 181719009
{'hecke_orbit_code': 27021597864887317, 'n': 10, 'trace_an': -300}
-
id: 181719010
{'hecke_orbit_code': 27021597864887317, 'n': 11, 'trace_an': -4719}
-
id: 181719011
{'hecke_orbit_code': 27021597864887317, 'n': 12, 'trace_an': 872}
-
id: 181719012
{'hecke_orbit_code': 27021597864887317, 'n': 13, 'trace_an': -717}
-
id: 181719013
{'hecke_orbit_code': 27021597864887317, 'n': 14, 'trace_an': 2647}
-
id: 181719014
{'hecke_orbit_code': 27021597864887317, 'n': 15, 'trace_an': -675}
-
id: 181719015
{'hecke_orbit_code': 27021597864887317, 'n': 16, 'trace_an': 15078}
-
id: 181719016
{'hecke_orbit_code': 27021597864887317, 'n': 17, 'trace_an': 2155}
-
id: 181719017
{'hecke_orbit_code': 27021597864887317, 'n': 18, 'trace_an': 3293}
-
id: 181719018
{'hecke_orbit_code': 27021597864887317, 'n': 19, 'trace_an': 14079}
-
id: 181719019
{'hecke_orbit_code': 27021597864887317, 'n': 20, 'trace_an': -16750}
-
id: 181719020
{'hecke_orbit_code': 27021597864887317, 'n': 21, 'trace_an': 6891}
-
id: 181719021
{'hecke_orbit_code': 27021597864887317, 'n': 22, 'trace_an': -1452}
-
id: 181719022
{'hecke_orbit_code': 27021597864887317, 'n': 23, 'trace_an': 1296}
-
id: 181719023
{'hecke_orbit_code': 27021597864887317, 'n': 24, 'trace_an': -3138}
-
id: 181719024
{'hecke_orbit_code': 27021597864887317, 'n': 25, 'trace_an': 24375}
-
id: 181719025
{'hecke_orbit_code': 27021597864887317, 'n': 26, 'trace_an': 2585}
-
id: 181719026
{'hecke_orbit_code': 27021597864887317, 'n': 27, 'trace_an': 3846}
-
id: 181719027
{'hecke_orbit_code': 27021597864887317, 'n': 28, 'trace_an': -20901}
-
id: 181719028
{'hecke_orbit_code': 27021597864887317, 'n': 29, 'trace_an': -7635}
-
id: 181719029
{'hecke_orbit_code': 27021597864887317, 'n': 30, 'trace_an': -1725}
-
id: 181719030
{'hecke_orbit_code': 27021597864887317, 'n': 31, 'trace_an': 9595}
-
id: 181719031
{'hecke_orbit_code': 27021597864887317, 'n': 32, 'trace_an': -43}
-
id: 181719032
{'hecke_orbit_code': 27021597864887317, 'n': 33, 'trace_an': -3267}
-
id: 181719033
{'hecke_orbit_code': 27021597864887317, 'n': 34, 'trace_an': -28383}
-
id: 181719034
{'hecke_orbit_code': 27021597864887317, 'n': 35, 'trace_an': 6275}
-
id: 181719035
{'hecke_orbit_code': 27021597864887317, 'n': 36, 'trace_an': 80573}
-
id: 181719036
{'hecke_orbit_code': 27021597864887317, 'n': 37, 'trace_an': -28965}
-
id: 181719037
{'hecke_orbit_code': 27021597864887317, 'n': 38, 'trace_an': 4332}
-
id: 181719038
{'hecke_orbit_code': 27021597864887317, 'n': 39, 'trace_an': 21358}
-
id: 181719039
{'hecke_orbit_code': 27021597864887317, 'n': 40, 'trace_an': -6750}
-
id: 181719040
{'hecke_orbit_code': 27021597864887317, 'n': 41, 'trace_an': 19627}
-
id: 181719041
{'hecke_orbit_code': 27021597864887317, 'n': 42, 'trace_an': 12478}
-
id: 181719042
{'hecke_orbit_code': 27021597864887317, 'n': 43, 'trace_an': 3711}
-
id: 181719043
{'hecke_orbit_code': 27021597864887317, 'n': 44, 'trace_an': -81070}
-
id: 181719044
{'hecke_orbit_code': 27021597864887317, 'n': 45, 'trace_an': -91650}
-
id: 181719045
{'hecke_orbit_code': 27021597864887317, 'n': 46, 'trace_an': 37459}
-
id: 181719046
{'hecke_orbit_code': 27021597864887317, 'n': 47, 'trace_an': 38450}
-
id: 181719047
{'hecke_orbit_code': 27021597864887317, 'n': 48, 'trace_an': -12259}
-
id: 181719048
{'hecke_orbit_code': 27021597864887317, 'n': 49, 'trace_an': 78758}
-
id: 181719049
{'hecke_orbit_code': 27021597864887317, 'n': 50, 'trace_an': 7500}
-
id: 181719050
{'hecke_orbit_code': 27021597864887317, 'n': 51, 'trace_an': -68114}
-
id: 181719051
{'hecke_orbit_code': 27021597864887317, 'n': 52, 'trace_an': -50322}
-
id: 181719052
{'hecke_orbit_code': 27021597864887317, 'n': 53, 'trace_an': 20631}
-
id: 181719053
{'hecke_orbit_code': 27021597864887317, 'n': 54, 'trace_an': -124732}
-
id: 181719054
{'hecke_orbit_code': 27021597864887317, 'n': 55, 'trace_an': 117975}
-
id: 181719055
{'hecke_orbit_code': 27021597864887317, 'n': 56, 'trace_an': 94893}
-
id: 181719056
{'hecke_orbit_code': 27021597864887317, 'n': 57, 'trace_an': 9747}
-
id: 181719057
{'hecke_orbit_code': 27021597864887317, 'n': 58, 'trace_an': -148140}
-
id: 181719058
{'hecke_orbit_code': 27021597864887317, 'n': 59, 'trace_an': 170405}
-
id: 181719059
{'hecke_orbit_code': 27021597864887317, 'n': 60, 'trace_an': -21800}
-
id: 181719060
{'hecke_orbit_code': 27021597864887317, 'n': 61, 'trace_an': -22345}
-
id: 181719061
{'hecke_orbit_code': 27021597864887317, 'n': 62, 'trace_an': 246390}
-
id: 181719062
{'hecke_orbit_code': 27021597864887317, 'n': 63, 'trace_an': -151688}
-
id: 181719063
{'hecke_orbit_code': 27021597864887317, 'n': 64, 'trace_an': 340312}
-
id: 181719064
{'hecke_orbit_code': 27021597864887317, 'n': 65, 'trace_an': 17925}
-
id: 181719065
{'hecke_orbit_code': 27021597864887317, 'n': 66, 'trace_an': -8349}
-
id: 181719066
{'hecke_orbit_code': 27021597864887317, 'n': 67, 'trace_an': -16408}
-
id: 181719067
{'hecke_orbit_code': 27021597864887317, 'n': 68, 'trace_an': -32276}
-
id: 181719068
{'hecke_orbit_code': 27021597864887317, 'n': 69, 'trace_an': 93536}
-
id: 181719069
{'hecke_orbit_code': 27021597864887317, 'n': 70, 'trace_an': -66175}
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id: 181719070
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