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mf_newspaces • Show schema
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{'Nk2': 5824, 'analytic_conductor': 28.42703731905508, 'char_conductor': 91, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 23, 'char_orbit_label': 'w', 'char_order': 12, 'char_parity': 1, 'char_values': [91, 12, [66, 15], [10, 5]], 'conrey_index': 19, 'cusp_dim': 252, 'dim': 252, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_orbit_code': 1511962706011, 'hecke_orbit_dims': [252], 'label': '91.8.w', 'level': 91, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'mf_dim': 268, 'mf_new_dim': 268, 'num_forms': 1, 'prim_orbit_index': 23, 'relative_dim': 63, 'sturm_bound': 74, 'trace_bound': 0, 'trace_display': [-2, 0, -6, -1062], 'traces': [252, -2, 0, -6, -6, 768, -1062, 248, -169132, -12, 8786, -13824, 0, 29800, 7978, 442370, -6, -38188, 2848, -99072, -127962, 8028, -6, 13116, 0, -409476, 0, 182934, -116432, 0, -860198, -429596, -754974, 768, 160606, -868554, -217800, 0, 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mf_subspaces • Show schema
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{'char_orbit_index': 23, 'char_orbit_label': 'w', 'conrey_index': 19, 'conrey_indexes': [19, 24, 33, 80], 'label': '91.8.w', 'level': 91, 'sub_char_orbit_index': 23, 'sub_char_orbit_label': 'w', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19, 24, 33, 80], 'sub_dim': 252, 'sub_label': '91.8.w', 'sub_level': 91, 'sub_mult': 1, 'weight': 8}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 23, 'label': '91.8.w', 'level': 91, 'portrait': 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', 'weight': 8}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 166669000
{'hecke_orbit_code': 1511962706011, 'n': 1, 'trace_an': 252}
-
id: 166669001
{'hecke_orbit_code': 1511962706011, 'n': 2, 'trace_an': -2}
-
id: 166669002
{'hecke_orbit_code': 1511962706011, 'n': 3, 'trace_an': 0}
-
id: 166669003
{'hecke_orbit_code': 1511962706011, 'n': 4, 'trace_an': -6}
-
id: 166669004
{'hecke_orbit_code': 1511962706011, 'n': 5, 'trace_an': -6}
-
id: 166669005
{'hecke_orbit_code': 1511962706011, 'n': 6, 'trace_an': 768}
-
id: 166669006
{'hecke_orbit_code': 1511962706011, 'n': 7, 'trace_an': -1062}
-
id: 166669007
{'hecke_orbit_code': 1511962706011, 'n': 8, 'trace_an': 248}
-
id: 166669008
{'hecke_orbit_code': 1511962706011, 'n': 9, 'trace_an': -169132}
-
id: 166669009
{'hecke_orbit_code': 1511962706011, 'n': 10, 'trace_an': -12}
-
id: 166669010
{'hecke_orbit_code': 1511962706011, 'n': 11, 'trace_an': 8786}
-
id: 166669011
{'hecke_orbit_code': 1511962706011, 'n': 12, 'trace_an': -13824}
-
id: 166669012
{'hecke_orbit_code': 1511962706011, 'n': 13, 'trace_an': 0}
-
id: 166669013
{'hecke_orbit_code': 1511962706011, 'n': 14, 'trace_an': 29800}
-
id: 166669014
{'hecke_orbit_code': 1511962706011, 'n': 15, 'trace_an': 7978}
-
id: 166669015
{'hecke_orbit_code': 1511962706011, 'n': 16, 'trace_an': 442370}
-
id: 166669016
{'hecke_orbit_code': 1511962706011, 'n': 17, 'trace_an': -6}
-
id: 166669017
{'hecke_orbit_code': 1511962706011, 'n': 18, 'trace_an': -38188}
-
id: 166669018
{'hecke_orbit_code': 1511962706011, 'n': 19, 'trace_an': 2848}
-
id: 166669019
{'hecke_orbit_code': 1511962706011, 'n': 20, 'trace_an': -99072}
-
id: 166669020
{'hecke_orbit_code': 1511962706011, 'n': 21, 'trace_an': -127962}
-
id: 166669021
{'hecke_orbit_code': 1511962706011, 'n': 22, 'trace_an': 8028}
-
id: 166669022
{'hecke_orbit_code': 1511962706011, 'n': 23, 'trace_an': -6}
-
id: 166669023
{'hecke_orbit_code': 1511962706011, 'n': 24, 'trace_an': 13116}
-
id: 166669024
{'hecke_orbit_code': 1511962706011, 'n': 25, 'trace_an': 0}
-
id: 166669025
{'hecke_orbit_code': 1511962706011, 'n': 26, 'trace_an': -409476}
-
id: 166669026
{'hecke_orbit_code': 1511962706011, 'n': 27, 'trace_an': 0}
-
id: 166669027
{'hecke_orbit_code': 1511962706011, 'n': 28, 'trace_an': 182934}
-
id: 166669028
{'hecke_orbit_code': 1511962706011, 'n': 29, 'trace_an': -116432}
-
id: 166669029
{'hecke_orbit_code': 1511962706011, 'n': 30, 'trace_an': 0}
-
id: 166669030
{'hecke_orbit_code': 1511962706011, 'n': 31, 'trace_an': -860198}
-
id: 166669031
{'hecke_orbit_code': 1511962706011, 'n': 32, 'trace_an': -429596}
-
id: 166669032
{'hecke_orbit_code': 1511962706011, 'n': 33, 'trace_an': -754974}
-
id: 166669033
{'hecke_orbit_code': 1511962706011, 'n': 34, 'trace_an': 768}
-
id: 166669034
{'hecke_orbit_code': 1511962706011, 'n': 35, 'trace_an': 160606}
-
id: 166669035
{'hecke_orbit_code': 1511962706011, 'n': 36, 'trace_an': -868554}
-
id: 166669036
{'hecke_orbit_code': 1511962706011, 'n': 37, 'trace_an': -217800}
-
id: 166669037
{'hecke_orbit_code': 1511962706011, 'n': 38, 'trace_an': 0}
-
id: 166669038
{'hecke_orbit_code': 1511962706011, 'n': 39, 'trace_an': 1627628}
-
id: 166669039
{'hecke_orbit_code': 1511962706011, 'n': 40, 'trace_an': -3275952}
-
id: 166669040
{'hecke_orbit_code': 1511962706011, 'n': 41, 'trace_an': -2417670}
-
id: 166669041
{'hecke_orbit_code': 1511962706011, 'n': 42, 'trace_an': 3905156}
-
id: 166669042
{'hecke_orbit_code': 1511962706011, 'n': 43, 'trace_an': 2599008}
-
id: 166669043
{'hecke_orbit_code': 1511962706011, 'n': 44, 'trace_an': -1448346}
-
id: 166669044
{'hecke_orbit_code': 1511962706011, 'n': 45, 'trace_an': 13116}
-
id: 166669045
{'hecke_orbit_code': 1511962706011, 'n': 46, 'trace_an': -118602}
-
id: 166669046
{'hecke_orbit_code': 1511962706011, 'n': 47, 'trace_an': -4155018}
-
id: 166669047
{'hecke_orbit_code': 1511962706011, 'n': 48, 'trace_an': -72060}
-
id: 166669048
{'hecke_orbit_code': 1511962706011, 'n': 49, 'trace_an': -2660104}
-
id: 166669049
{'hecke_orbit_code': 1511962706011, 'n': 50, 'trace_an': -5631014}
-
id: 166669050
{'hecke_orbit_code': 1511962706011, 'n': 51, 'trace_an': -3461940}
-
id: 166669051
{'hecke_orbit_code': 1511962706011, 'n': 52, 'trace_an': -2976820}
-
id: 166669052
{'hecke_orbit_code': 1511962706011, 'n': 53, 'trace_an': -2003916}
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id: 166669053
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