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mf_newspaces • Show schema
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{'Nk2': 504, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.2515287663670332, 'char_conductor': 168, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [504, 2, [127, 253, 281, 73], [1, 1, 1, 1]], 'conrey_index': 251, 'cusp_dim': 4, 'dihedral_dim': 4, 'dim': 4, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_orbit_code': 274894684664, 'hecke_orbit_dims': [4], 'label': '504.1.e', 'level': 504, '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': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 12, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 4, 's4_dim': 0, 'sturm_bound': 96, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 4, 0, 0, 4, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -4, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, -4, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, -8, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0], 'weight': 1, 'weight_parity': -1}
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mf_subspaces • Show schema
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{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 251, 'conrey_indexes': [251], 'label': '504.1.e', 'level': 504, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 251, 'sub_conrey_indexes': [251], 'sub_dim': 4, 'sub_label': '504.1.e', 'sub_level': 504, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '504.1.e', 'level': 504, 'portrait': 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', 'weight': 1}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45010000
{'hecke_orbit_code': 274894684664, 'n': 1, 'trace_an': 4}
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id: 45010001
{'hecke_orbit_code': 274894684664, 'n': 2, 'trace_an': 0}
-
id: 45010002
{'hecke_orbit_code': 274894684664, 'n': 3, 'trace_an': 0}
-
id: 45010003
{'hecke_orbit_code': 274894684664, 'n': 4, 'trace_an': 0}
-
id: 45010004
{'hecke_orbit_code': 274894684664, 'n': 5, 'trace_an': 0}
-
id: 45010005
{'hecke_orbit_code': 274894684664, 'n': 6, 'trace_an': 0}
-
id: 45010006
{'hecke_orbit_code': 274894684664, 'n': 7, 'trace_an': 0}
-
id: 45010007
{'hecke_orbit_code': 274894684664, 'n': 8, 'trace_an': 0}
-
id: 45010008
{'hecke_orbit_code': 274894684664, 'n': 9, 'trace_an': 0}
-
id: 45010009
{'hecke_orbit_code': 274894684664, 'n': 10, 'trace_an': 0}
-
id: 45010010
{'hecke_orbit_code': 274894684664, 'n': 11, 'trace_an': 0}
-
id: 45010011
{'hecke_orbit_code': 274894684664, 'n': 12, 'trace_an': 0}
-
id: 45010012
{'hecke_orbit_code': 274894684664, 'n': 13, 'trace_an': 0}
-
id: 45010013
{'hecke_orbit_code': 274894684664, 'n': 14, 'trace_an': 0}
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id: 45010014
{'hecke_orbit_code': 274894684664, 'n': 15, 'trace_an': 0}
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id: 45010015
{'hecke_orbit_code': 274894684664, 'n': 16, 'trace_an': -4}
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id: 45010016
{'hecke_orbit_code': 274894684664, 'n': 17, 'trace_an': 0}
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id: 45010017
{'hecke_orbit_code': 274894684664, 'n': 18, 'trace_an': 0}
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id: 45010018
{'hecke_orbit_code': 274894684664, 'n': 19, 'trace_an': 0}
-
id: 45010019
{'hecke_orbit_code': 274894684664, 'n': 20, 'trace_an': 0}
-
id: 45010020
{'hecke_orbit_code': 274894684664, 'n': 21, 'trace_an': 0}
-
id: 45010021
{'hecke_orbit_code': 274894684664, 'n': 22, 'trace_an': 4}
-
id: 45010022
{'hecke_orbit_code': 274894684664, 'n': 23, 'trace_an': 0}
-
id: 45010023
{'hecke_orbit_code': 274894684664, 'n': 24, 'trace_an': 0}
-
id: 45010024
{'hecke_orbit_code': 274894684664, 'n': 25, 'trace_an': 4}
-
id: 45010025
{'hecke_orbit_code': 274894684664, 'n': 26, 'trace_an': 0}
-
id: 45010026
{'hecke_orbit_code': 274894684664, 'n': 27, 'trace_an': 0}
-
id: 45010027
{'hecke_orbit_code': 274894684664, 'n': 28, 'trace_an': -4}
-
id: 45010028
{'hecke_orbit_code': 274894684664, 'n': 29, 'trace_an': 0}
-
id: 45010029
{'hecke_orbit_code': 274894684664, 'n': 30, 'trace_an': 0}
-
id: 45010030
{'hecke_orbit_code': 274894684664, 'n': 31, 'trace_an': 0}
-
id: 45010031
{'hecke_orbit_code': 274894684664, 'n': 32, 'trace_an': 0}
-
id: 45010032
{'hecke_orbit_code': 274894684664, 'n': 33, 'trace_an': 0}
-
id: 45010033
{'hecke_orbit_code': 274894684664, 'n': 34, 'trace_an': 0}
-
id: 45010034
{'hecke_orbit_code': 274894684664, 'n': 35, 'trace_an': 0}
-
id: 45010035
{'hecke_orbit_code': 274894684664, 'n': 36, 'trace_an': 0}
-
id: 45010036
{'hecke_orbit_code': 274894684664, 'n': 37, 'trace_an': 0}
-
id: 45010037
{'hecke_orbit_code': 274894684664, 'n': 38, 'trace_an': 0}
-
id: 45010038
{'hecke_orbit_code': 274894684664, 'n': 39, 'trace_an': 0}
-
id: 45010039
{'hecke_orbit_code': 274894684664, 'n': 40, 'trace_an': 0}
-
id: 45010040
{'hecke_orbit_code': 274894684664, 'n': 41, 'trace_an': 0}
-
id: 45010041
{'hecke_orbit_code': 274894684664, 'n': 42, 'trace_an': 0}
-
id: 45010042
{'hecke_orbit_code': 274894684664, 'n': 43, 'trace_an': 0}
-
id: 45010043
{'hecke_orbit_code': 274894684664, 'n': 44, 'trace_an': 0}
-
id: 45010044
{'hecke_orbit_code': 274894684664, 'n': 45, 'trace_an': 0}
-
id: 45010045
{'hecke_orbit_code': 274894684664, 'n': 46, 'trace_an': -4}
-
id: 45010046
{'hecke_orbit_code': 274894684664, 'n': 47, 'trace_an': 0}
-
id: 45010047
{'hecke_orbit_code': 274894684664, 'n': 48, 'trace_an': 0}
-
id: 45010048
{'hecke_orbit_code': 274894684664, 'n': 49, 'trace_an': -4}
-
id: 45010049
{'hecke_orbit_code': 274894684664, 'n': 50, 'trace_an': 0}
-
id: 45010050
{'hecke_orbit_code': 274894684664, 'n': 51, 'trace_an': 0}
-
id: 45010051
{'hecke_orbit_code': 274894684664, 'n': 52, 'trace_an': 0}
-
id: 45010052
{'hecke_orbit_code': 274894684664, 'n': 53, 'trace_an': 0}
-
id: 45010053
{'hecke_orbit_code': 274894684664, 'n': 54, 'trace_an': 0}
-
id: 45010054
{'hecke_orbit_code': 274894684664, 'n': 55, 'trace_an': 0}
-
id: 45010055
{'hecke_orbit_code': 274894684664, 'n': 56, 'trace_an': 0}
-
id: 45010056
{'hecke_orbit_code': 274894684664, 'n': 57, 'trace_an': 0}
-
id: 45010057
{'hecke_orbit_code': 274894684664, 'n': 58, 'trace_an': 4}
-
id: 45010058
{'hecke_orbit_code': 274894684664, 'n': 59, 'trace_an': 0}
-
id: 45010059
{'hecke_orbit_code': 274894684664, 'n': 60, 'trace_an': 0}
-
id: 45010060
{'hecke_orbit_code': 274894684664, 'n': 61, 'trace_an': 0}
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id: 45010061
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