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mf_newspaces • Show schema
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{'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'char_conductor': 32, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 8, 'char_parity': 1, 'char_values': [384, 8, [127, 133, 257], [8, 5, 8]], 'conrey_indexes': [49, 145, 241, 337], 'cusp_dim': 1760, 'dim': 224, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_orbit_code': 893487415680, 'label': '384.8.n', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 1824, 'mf_new_dim': 224, 'prim_orbit_index': 7, 'relative_dim': 56, 'sturm_bound': 512, 'trace_display': [0, 0, 0, 0], 'traces': [224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -286832, 0, 0, 0, 0, 0, 0, 0, -1429968, 0, 0, 0, 1633008, 0, 0, 0, 0, 0, 0, 0, 732368, 0, 0, 0, 0, 0, 0, 0, 2993328, 0, 3631264, 0, -4191008, 0, 0, 0, -3671872, 0, 4559776, 0, 4000752, 0, 0, 0, -776272, 0, 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mf_subspaces • Show schema
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id: 200441
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_indexes': [49, 145, 241, 337], 'label': '384.8.n', 'level': 384, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_indexes': [5, 13, 21, 29], 'sub_dim': 108, 'sub_label': '32.8.g', 'sub_level': 32, 'sub_mult': 6, 'weight': 8}
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id: 200443
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_indexes': [49, 145, 241, 337], 'label': '384.8.n', 'level': 384, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_indexes': [13, 37, 61, 85], 'sub_dim': 224, 'sub_label': '96.8.n', 'sub_level': 96, 'sub_mult': 3, 'weight': 8}
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id: 200440
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_indexes': [49, 145, 241, 337], 'label': '384.8.n', 'level': 384, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_indexes': [17, 49, 81, 113], 'sub_dim': 108, 'sub_label': '128.8.g', 'sub_level': 128, 'sub_mult': 2, 'weight': 8}
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id: 200442
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_indexes': [49, 145, 241, 337], 'label': '384.8.n', 'level': 384, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_indexes': [49, 145, 241, 337], 'sub_dim': 224, 'sub_label': '384.8.n', 'sub_level': 384, 'sub_mult': 1, 'weight': 8}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 14, 'label': '384.8.n', 'level': 384, 'portrait': 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', 'weight': 8}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 119363000
{'hecke_orbit_code': 893487415680, 'n': 1, 'trace_an': 224}
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id: 119363001
{'hecke_orbit_code': 893487415680, 'n': 2, 'trace_an': 0}
-
id: 119363002
{'hecke_orbit_code': 893487415680, 'n': 3, 'trace_an': 0}
-
id: 119363003
{'hecke_orbit_code': 893487415680, 'n': 4, 'trace_an': 0}
-
id: 119363004
{'hecke_orbit_code': 893487415680, 'n': 5, 'trace_an': 0}
-
id: 119363005
{'hecke_orbit_code': 893487415680, 'n': 6, 'trace_an': 0}
-
id: 119363006
{'hecke_orbit_code': 893487415680, 'n': 7, 'trace_an': 0}
-
id: 119363007
{'hecke_orbit_code': 893487415680, 'n': 8, 'trace_an': 0}
-
id: 119363008
{'hecke_orbit_code': 893487415680, 'n': 9, 'trace_an': 0}
-
id: 119363009
{'hecke_orbit_code': 893487415680, 'n': 10, 'trace_an': 0}
-
id: 119363010
{'hecke_orbit_code': 893487415680, 'n': 11, 'trace_an': 0}
-
id: 119363011
{'hecke_orbit_code': 893487415680, 'n': 12, 'trace_an': 0}
-
id: 119363012
{'hecke_orbit_code': 893487415680, 'n': 13, 'trace_an': 0}
-
id: 119363013
{'hecke_orbit_code': 893487415680, 'n': 14, 'trace_an': 0}
-
id: 119363014
{'hecke_orbit_code': 893487415680, 'n': 15, 'trace_an': 0}
-
id: 119363015
{'hecke_orbit_code': 893487415680, 'n': 16, 'trace_an': 0}
-
id: 119363016
{'hecke_orbit_code': 893487415680, 'n': 17, 'trace_an': 0}
-
id: 119363017
{'hecke_orbit_code': 893487415680, 'n': 18, 'trace_an': 0}
-
id: 119363018
{'hecke_orbit_code': 893487415680, 'n': 19, 'trace_an': 0}
-
id: 119363019
{'hecke_orbit_code': 893487415680, 'n': 20, 'trace_an': 0}
-
id: 119363020
{'hecke_orbit_code': 893487415680, 'n': 21, 'trace_an': 0}
-
id: 119363021
{'hecke_orbit_code': 893487415680, 'n': 22, 'trace_an': 0}
-
id: 119363022
{'hecke_orbit_code': 893487415680, 'n': 23, 'trace_an': -286832}
-
id: 119363023
{'hecke_orbit_code': 893487415680, 'n': 24, 'trace_an': 0}
-
id: 119363024
{'hecke_orbit_code': 893487415680, 'n': 25, 'trace_an': 0}
-
id: 119363025
{'hecke_orbit_code': 893487415680, 'n': 26, 'trace_an': 0}
-
id: 119363026
{'hecke_orbit_code': 893487415680, 'n': 27, 'trace_an': 0}
-
id: 119363027
{'hecke_orbit_code': 893487415680, 'n': 28, 'trace_an': 0}
-
id: 119363028
{'hecke_orbit_code': 893487415680, 'n': 29, 'trace_an': 0}
-
id: 119363029
{'hecke_orbit_code': 893487415680, 'n': 30, 'trace_an': 0}
-
id: 119363030
{'hecke_orbit_code': 893487415680, 'n': 31, 'trace_an': -1429968}
-
id: 119363031
{'hecke_orbit_code': 893487415680, 'n': 32, 'trace_an': 0}
-
id: 119363032
{'hecke_orbit_code': 893487415680, 'n': 33, 'trace_an': 0}
-
id: 119363033
{'hecke_orbit_code': 893487415680, 'n': 34, 'trace_an': 0}
-
id: 119363034
{'hecke_orbit_code': 893487415680, 'n': 35, 'trace_an': 1633008}
-
id: 119363035
{'hecke_orbit_code': 893487415680, 'n': 36, 'trace_an': 0}
-
id: 119363036
{'hecke_orbit_code': 893487415680, 'n': 37, 'trace_an': 0}
-
id: 119363037
{'hecke_orbit_code': 893487415680, 'n': 38, 'trace_an': 0}
-
id: 119363038
{'hecke_orbit_code': 893487415680, 'n': 39, 'trace_an': 0}
-
id: 119363039
{'hecke_orbit_code': 893487415680, 'n': 40, 'trace_an': 0}
-
id: 119363040
{'hecke_orbit_code': 893487415680, 'n': 41, 'trace_an': 0}
-
id: 119363041
{'hecke_orbit_code': 893487415680, 'n': 42, 'trace_an': 0}
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