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mf_newspaces • Show schema
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{'Nk2': 4180, 'analytic_conductor': 8.3443670112238, 'char_conductor': 1045, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 19, 'char_orbit_label': 's', 'char_order': 6, 'char_parity': 1, 'char_values': [1045, 6, [837, 761, 496], [3, 3, 5]], 'conrey_indexes': [164, 274], 'cusp_dim': 232, 'dim': 232, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_orbit_code': 1236984136725, 'label': '1045.2.s', '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': 248, 'mf_new_dim': 248, 'prim_orbit_index': 19, 'relative_dim': 116, 'sturm_bound': 240, 'trace_display': [0, 0, -4, 0], 'traces': [232, 0, 0, 108, -4, 0, 0, 0, -112, 0, -16, 0, 0, -48, 6, -100, 0, 0, 0, -56, 0, 0, 0, 0, 4, 24, 0, 0, 0, 0, 0, 0, 0, -12, 0, 136, 0, 0, 0, 0, 0, 0, 0, -52, -36, 0, 0, 0, 104, 0, 0, 0, 0, 0, -10, 0, 0, 0, -84, 18, 0, 0, 0, -80, 0, -6, 0, 0, 0, 12, 84, 0, 0, 0, 0, 0, 0, 0, 0, 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-544, -480, 0, 0, 0, 28], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 19, 'char_orbit_label': 's', 'conrey_indexes': [164, 274], 'label': '1045.2.s', 'level': 1045, 'sub_char_orbit_index': 19, 'sub_char_orbit_label': 's', 'sub_conrey_indexes': [164, 274], 'sub_dim': 232, 'sub_label': '1045.2.s', 'sub_level': 1045, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 19, 'label': '1045.2.s', 'level': 1045, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 143104000
{'hecke_orbit_code': 1236984136725, 'n': 1, 'trace_an': 232}
-
id: 143104001
{'hecke_orbit_code': 1236984136725, 'n': 2, 'trace_an': 0}
-
id: 143104002
{'hecke_orbit_code': 1236984136725, 'n': 3, 'trace_an': 0}
-
id: 143104003
{'hecke_orbit_code': 1236984136725, 'n': 4, 'trace_an': 108}
-
id: 143104004
{'hecke_orbit_code': 1236984136725, 'n': 5, 'trace_an': -4}
-
id: 143104005
{'hecke_orbit_code': 1236984136725, 'n': 6, 'trace_an': 0}
-
id: 143104006
{'hecke_orbit_code': 1236984136725, 'n': 7, 'trace_an': 0}
-
id: 143104007
{'hecke_orbit_code': 1236984136725, 'n': 8, 'trace_an': 0}
-
id: 143104008
{'hecke_orbit_code': 1236984136725, 'n': 9, 'trace_an': -112}
-
id: 143104009
{'hecke_orbit_code': 1236984136725, 'n': 10, 'trace_an': 0}
-
id: 143104010
{'hecke_orbit_code': 1236984136725, 'n': 11, 'trace_an': -16}
-
id: 143104011
{'hecke_orbit_code': 1236984136725, 'n': 12, 'trace_an': 0}
-
id: 143104012
{'hecke_orbit_code': 1236984136725, 'n': 13, 'trace_an': 0}
-
id: 143104013
{'hecke_orbit_code': 1236984136725, 'n': 14, 'trace_an': -48}
-
id: 143104014
{'hecke_orbit_code': 1236984136725, 'n': 15, 'trace_an': 6}
-
id: 143104015
{'hecke_orbit_code': 1236984136725, 'n': 16, 'trace_an': -100}
-
id: 143104016
{'hecke_orbit_code': 1236984136725, 'n': 17, 'trace_an': 0}
-
id: 143104017
{'hecke_orbit_code': 1236984136725, 'n': 18, 'trace_an': 0}
-
id: 143104018
{'hecke_orbit_code': 1236984136725, 'n': 19, 'trace_an': 0}
-
id: 143104019
{'hecke_orbit_code': 1236984136725, 'n': 20, 'trace_an': -56}
-
id: 143104020
{'hecke_orbit_code': 1236984136725, 'n': 21, 'trace_an': 0}
-
id: 143104021
{'hecke_orbit_code': 1236984136725, 'n': 22, 'trace_an': 0}
-
id: 143104022
{'hecke_orbit_code': 1236984136725, 'n': 23, 'trace_an': 0}
-
id: 143104023
{'hecke_orbit_code': 1236984136725, 'n': 24, 'trace_an': 0}
-
id: 143104024
{'hecke_orbit_code': 1236984136725, 'n': 25, 'trace_an': 4}
-
id: 143104025
{'hecke_orbit_code': 1236984136725, 'n': 26, 'trace_an': 24}
-
id: 143104026
{'hecke_orbit_code': 1236984136725, 'n': 27, 'trace_an': 0}
-
id: 143104027
{'hecke_orbit_code': 1236984136725, 'n': 28, 'trace_an': 0}
-
id: 143104028
{'hecke_orbit_code': 1236984136725, 'n': 29, 'trace_an': 0}
-
id: 143104029
{'hecke_orbit_code': 1236984136725, 'n': 30, 'trace_an': 0}
-
id: 143104030
{'hecke_orbit_code': 1236984136725, 'n': 31, 'trace_an': 0}
-
id: 143104031
{'hecke_orbit_code': 1236984136725, 'n': 32, 'trace_an': 0}
-
id: 143104032
{'hecke_orbit_code': 1236984136725, 'n': 33, 'trace_an': 0}
-
id: 143104033
{'hecke_orbit_code': 1236984136725, 'n': 34, 'trace_an': -12}
-
id: 143104034
{'hecke_orbit_code': 1236984136725, 'n': 35, 'trace_an': 0}
-
id: 143104035
{'hecke_orbit_code': 1236984136725, 'n': 36, 'trace_an': 136}
-
id: 143104036
{'hecke_orbit_code': 1236984136725, 'n': 37, 'trace_an': 0}
-
id: 143104037
{'hecke_orbit_code': 1236984136725, 'n': 38, 'trace_an': 0}
-
id: 143104038
{'hecke_orbit_code': 1236984136725, 'n': 39, 'trace_an': 0}
-
id: 143104039
{'hecke_orbit_code': 1236984136725, 'n': 40, 'trace_an': 0}
-
id: 143104040
{'hecke_orbit_code': 1236984136725, 'n': 41, 'trace_an': 0}
-
id: 143104041
{'hecke_orbit_code': 1236984136725, 'n': 42, 'trace_an': 0}
-
id: 143104042
{'hecke_orbit_code': 1236984136725, 'n': 43, 'trace_an': 0}
-
id: 143104043
{'hecke_orbit_code': 1236984136725, 'n': 44, 'trace_an': -52}
-
id: 143104044
{'hecke_orbit_code': 1236984136725, 'n': 45, 'trace_an': -36}
-
id: 143104045
{'hecke_orbit_code': 1236984136725, 'n': 46, 'trace_an': 0}
-
id: 143104046
{'hecke_orbit_code': 1236984136725, 'n': 47, 'trace_an': 0}
-
id: 143104047
{'hecke_orbit_code': 1236984136725, 'n': 48, 'trace_an': 0}
-
id: 143104048
{'hecke_orbit_code': 1236984136725, 'n': 49, 'trace_an': 104}
-
id: 143104049
{'hecke_orbit_code': 1236984136725, 'n': 50, 'trace_an': 0}
-
id: 143104050
{'hecke_orbit_code': 1236984136725, 'n': 51, 'trace_an': 0}
-
id: 143104051
{'hecke_orbit_code': 1236984136725, 'n': 52, 'trace_an': 0}
-
id: 143104052
{'hecke_orbit_code': 1236984136725, 'n': 53, 'trace_an': 0}
-
id: 143104053
{'hecke_orbit_code': 1236984136725, 'n': 54, 'trace_an': 0}
-
id: 143104054
{'hecke_orbit_code': 1236984136725, 'n': 55, 'trace_an': -10}
-
id: 143104055
{'hecke_orbit_code': 1236984136725, 'n': 56, 'trace_an': 0}
-
id: 143104056
{'hecke_orbit_code': 1236984136725, 'n': 57, 'trace_an': 0}
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id: 143104057
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