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mf_newspaces • Show schema
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{'Nk2': 368, 'analytic_conductor': 1.357043930132034, 'char_conductor': 23, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 11, 'char_parity': 1, 'char_values': [23, 11, [5], [1]], 'conrey_index': 2, 'cusp_dim': 50, 'dim': 50, 'eis_dim': 20, 'eis_new_dim': 20, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137506062359, 'hecke_orbit_dims': [50], 'label': '23.4.c', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 70, 'mf_new_dim': 70, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 5, 'sturm_bound': 8, 'trace_bound': 0, 'trace_display': [-11, -13, -19, -19], 'traces': [50, -11, -13, -27, -19, -4, -19, 28, 24, 47, -53, 36, -65, 117, -425, -499, -117, 24, 73, 529, 429, 310, 542, 1606, 246, 324, 65, -677, -497, -1041, -471, -915, -391, -2751, -737, -1865, -1071, -1504, 127, 1479, 569, 3059, 1615, 2518, 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mf_subspaces • Show schema
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{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 2, 'conrey_indexes': [2, 3, 4, 6, 8, 9, 12, 13, 16, 18], 'label': '23.4.c', 'level': 23, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 3, 4, 6, 8, 9, 12, 13, 16, 18], 'sub_dim': 50, 'sub_label': '23.4.c', 'sub_level': 23, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '23.4.c', 'level': 23, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30649000
{'hecke_orbit_code': 137506062359, 'n': 1, 'trace_an': 50}
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id: 30649001
{'hecke_orbit_code': 137506062359, 'n': 2, 'trace_an': -11}
-
id: 30649002
{'hecke_orbit_code': 137506062359, 'n': 3, 'trace_an': -13}
-
id: 30649003
{'hecke_orbit_code': 137506062359, 'n': 4, 'trace_an': -27}
-
id: 30649004
{'hecke_orbit_code': 137506062359, 'n': 5, 'trace_an': -19}
-
id: 30649005
{'hecke_orbit_code': 137506062359, 'n': 6, 'trace_an': -4}
-
id: 30649006
{'hecke_orbit_code': 137506062359, 'n': 7, 'trace_an': -19}
-
id: 30649007
{'hecke_orbit_code': 137506062359, 'n': 8, 'trace_an': 28}
-
id: 30649008
{'hecke_orbit_code': 137506062359, 'n': 9, 'trace_an': 24}
-
id: 30649009
{'hecke_orbit_code': 137506062359, 'n': 10, 'trace_an': 47}
-
id: 30649010
{'hecke_orbit_code': 137506062359, 'n': 11, 'trace_an': -53}
-
id: 30649011
{'hecke_orbit_code': 137506062359, 'n': 12, 'trace_an': 36}
-
id: 30649012
{'hecke_orbit_code': 137506062359, 'n': 13, 'trace_an': -65}
-
id: 30649013
{'hecke_orbit_code': 137506062359, 'n': 14, 'trace_an': 117}
-
id: 30649014
{'hecke_orbit_code': 137506062359, 'n': 15, 'trace_an': -425}
-
id: 30649015
{'hecke_orbit_code': 137506062359, 'n': 16, 'trace_an': -499}
-
id: 30649016
{'hecke_orbit_code': 137506062359, 'n': 17, 'trace_an': -117}
-
id: 30649017
{'hecke_orbit_code': 137506062359, 'n': 18, 'trace_an': 24}
-
id: 30649018
{'hecke_orbit_code': 137506062359, 'n': 19, 'trace_an': 73}
-
id: 30649019
{'hecke_orbit_code': 137506062359, 'n': 20, 'trace_an': 529}
-
id: 30649020
{'hecke_orbit_code': 137506062359, 'n': 21, 'trace_an': 429}
-
id: 30649021
{'hecke_orbit_code': 137506062359, 'n': 22, 'trace_an': 310}
-
id: 30649022
{'hecke_orbit_code': 137506062359, 'n': 23, 'trace_an': 542}
-
id: 30649023
{'hecke_orbit_code': 137506062359, 'n': 24, 'trace_an': 1606}
-
id: 30649024
{'hecke_orbit_code': 137506062359, 'n': 25, 'trace_an': 246}
-
id: 30649025
{'hecke_orbit_code': 137506062359, 'n': 26, 'trace_an': 324}
-
id: 30649026
{'hecke_orbit_code': 137506062359, 'n': 27, 'trace_an': 65}
-
id: 30649027
{'hecke_orbit_code': 137506062359, 'n': 28, 'trace_an': -677}
-
id: 30649028
{'hecke_orbit_code': 137506062359, 'n': 29, 'trace_an': -497}
-
id: 30649029
{'hecke_orbit_code': 137506062359, 'n': 30, 'trace_an': -1041}
-
id: 30649030
{'hecke_orbit_code': 137506062359, 'n': 31, 'trace_an': -471}
-
id: 30649031
{'hecke_orbit_code': 137506062359, 'n': 32, 'trace_an': -915}
-
id: 30649032
{'hecke_orbit_code': 137506062359, 'n': 33, 'trace_an': -391}
-
id: 30649033
{'hecke_orbit_code': 137506062359, 'n': 34, 'trace_an': -2751}
-
id: 30649034
{'hecke_orbit_code': 137506062359, 'n': 35, 'trace_an': -737}
-
id: 30649035
{'hecke_orbit_code': 137506062359, 'n': 36, 'trace_an': -1865}
-
id: 30649036
{'hecke_orbit_code': 137506062359, 'n': 37, 'trace_an': -1071}
-
id: 30649037
{'hecke_orbit_code': 137506062359, 'n': 38, 'trace_an': -1504}
-
id: 30649038
{'hecke_orbit_code': 137506062359, 'n': 39, 'trace_an': 127}
-
id: 30649039
{'hecke_orbit_code': 137506062359, 'n': 40, 'trace_an': 1479}
-
id: 30649040
{'hecke_orbit_code': 137506062359, 'n': 41, 'trace_an': 569}
-
id: 30649041
{'hecke_orbit_code': 137506062359, 'n': 42, 'trace_an': 3059}
-
id: 30649042
{'hecke_orbit_code': 137506062359, 'n': 43, 'trace_an': 1615}
-
id: 30649043
{'hecke_orbit_code': 137506062359, 'n': 44, 'trace_an': 2518}
-
id: 30649044
{'hecke_orbit_code': 137506062359, 'n': 45, 'trace_an': 2768}
-
id: 30649045
{'hecke_orbit_code': 137506062359, 'n': 46, 'trace_an': 4041}
-
id: 30649046
{'hecke_orbit_code': 137506062359, 'n': 47, 'trace_an': 2904}
-
id: 30649047
{'hecke_orbit_code': 137506062359, 'n': 48, 'trace_an': 2702}
-
id: 30649048
{'hecke_orbit_code': 137506062359, 'n': 49, 'trace_an': 1226}
-
id: 30649049
{'hecke_orbit_code': 137506062359, 'n': 50, 'trace_an': 1322}
-
id: 30649050
{'hecke_orbit_code': 137506062359, 'n': 51, 'trace_an': 589}
-
id: 30649051
{'hecke_orbit_code': 137506062359, 'n': 52, 'trace_an': -2156}
-
id: 30649052
{'hecke_orbit_code': 137506062359, 'n': 53, 'trace_an': 391}
-
id: 30649053
{'hecke_orbit_code': 137506062359, 'n': 54, 'trace_an': -5862}
-
id: 30649054
{'hecke_orbit_code': 137506062359, 'n': 55, 'trace_an': -3323}
-
id: 30649055
{'hecke_orbit_code': 137506062359, 'n': 56, 'trace_an': -7028}
-
id: 30649056
{'hecke_orbit_code': 137506062359, 'n': 57, 'trace_an': -7623}
-
id: 30649057
{'hecke_orbit_code': 137506062359, 'n': 58, 'trace_an': -5639}
-
id: 30649058
{'hecke_orbit_code': 137506062359, 'n': 59, 'trace_an': -2445}
-
id: 30649059
{'hecke_orbit_code': 137506062359, 'n': 60, 'trace_an': -3157}
-
id: 30649060
{'hecke_orbit_code': 137506062359, 'n': 61, 'trace_an': -1059}
-
id: 30649061
{'hecke_orbit_code': 137506062359, 'n': 62, 'trace_an': 1468}
-
id: 30649062
{'hecke_orbit_code': 137506062359, 'n': 63, 'trace_an': 3155}
-
id: 30649063
{'hecke_orbit_code': 137506062359, 'n': 64, 'trace_an': 4570}
-
id: 30649064
{'hecke_orbit_code': 137506062359, 'n': 65, 'trace_an': 2641}
-
id: 30649065
{'hecke_orbit_code': 137506062359, 'n': 66, 'trace_an': 5206}
-
id: 30649066
{'hecke_orbit_code': 137506062359, 'n': 67, 'trace_an': 27}
-
id: 30649067
{'hecke_orbit_code': 137506062359, 'n': 68, 'trace_an': 8350}
-
id: 30649068
{'hecke_orbit_code': 137506062359, 'n': 69, 'trace_an': 4005}
-
id: 30649069
{'hecke_orbit_code': 137506062359, 'n': 70, 'trace_an': 9702}
-
id: 30649070
{'hecke_orbit_code': 137506062359, 'n': 71, 'trace_an': 3465}
-
id: 30649071
{'hecke_orbit_code': 137506062359, 'n': 72, 'trace_an': 5629}
-
id: 30649072
{'hecke_orbit_code': 137506062359, 'n': 73, 'trace_an': 435}
-
id: 30649073
{'hecke_orbit_code': 137506062359, 'n': 74, 'trace_an': -994}
-
id: 30649074
{'hecke_orbit_code': 137506062359, 'n': 75, 'trace_an': -7819}
-
id: 30649075
{'hecke_orbit_code': 137506062359, 'n': 76, 'trace_an': -3598}
-
id: 30649076
{'hecke_orbit_code': 137506062359, 'n': 77, 'trace_an': -5931}
-
id: 30649077
{'hecke_orbit_code': 137506062359, 'n': 78, 'trace_an': -8996}
-
id: 30649078
{'hecke_orbit_code': 137506062359, 'n': 79, 'trace_an': -2559}
-
id: 30649079
{'hecke_orbit_code': 137506062359, 'n': 80, 'trace_an': -14052}
-
id: 30649080
{'hecke_orbit_code': 137506062359, 'n': 81, 'trace_an': -4788}
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id: 30649081
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