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mf_newspaces • Show schema
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{'Nk2': 8400, 'analytic_conductor': 16.76858442446888, 'char_conductor': 525, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 52, 'char_orbit_label': 'bz', 'char_order': 10, 'char_parity': 1, 'char_values': [2100, 10, [1051, 701, 1177, 1501], [10, 5, 7, 5]], 'conrey_index': 209, 'cusp_dim': 1872, 'dim': 320, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_orbit_code': 3504726870068, 'label': '2100.2.bz', 'level': 2100, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 1968, 'mf_new_dim': 320, 'prim_orbit_index': 23, 'relative_dim': 80, 'sturm_bound': 960, 'trace_display': [0, 0, 0, 0], 'traces': [320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 25, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56, 0, 44, 0, 0, 0, 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mf_subspaces • Show schema
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id: 587214
{'char_orbit_index': 52, 'char_orbit_label': 'bz', 'conrey_index': 209, 'conrey_indexes': [209, 629, 1469, 1889], 'label': '2100.2.bz', 'level': 2100, 'sub_char_orbit_index': 23, 'sub_char_orbit_label': 'w', 'sub_conrey_index': 104, 'sub_conrey_indexes': [104, 209, 314, 419], 'sub_dim': 304, 'sub_label': '525.2.w', 'sub_level': 525, 'sub_mult': 3, 'weight': 2}
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id: 587212
{'char_orbit_index': 52, 'char_orbit_label': 'bz', 'conrey_index': 209, 'conrey_indexes': [209, 629, 1469, 1889], 'label': '2100.2.bz', 'level': 2100, 'sub_char_orbit_index': 26, 'sub_char_orbit_label': 'z', 'sub_conrey_index': 209, 'sub_conrey_indexes': [209, 419, 629, 839], 'sub_dim': 320, 'sub_label': '1050.2.z', 'sub_level': 1050, 'sub_mult': 2, 'weight': 2}
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id: 587213
{'char_orbit_index': 52, 'char_orbit_label': 'bz', 'conrey_index': 209, 'conrey_indexes': [209, 629, 1469, 1889], 'label': '2100.2.bz', 'level': 2100, 'sub_char_orbit_index': 52, 'sub_char_orbit_label': 'bz', 'sub_conrey_index': 209, 'sub_conrey_indexes': [209, 629, 1469, 1889], 'sub_dim': 320, 'sub_label': '2100.2.bz', 'sub_level': 2100, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 52, 'label': '2100.2.bz', 'level': 2100, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 250539000
{'hecke_orbit_code': 3504726870068, 'n': 1, 'trace_an': 320}
-
id: 250539001
{'hecke_orbit_code': 3504726870068, 'n': 2, 'trace_an': 0}
-
id: 250539002
{'hecke_orbit_code': 3504726870068, 'n': 3, 'trace_an': 0}
-
id: 250539003
{'hecke_orbit_code': 3504726870068, 'n': 4, 'trace_an': 0}
-
id: 250539004
{'hecke_orbit_code': 3504726870068, 'n': 5, 'trace_an': 0}
-
id: 250539005
{'hecke_orbit_code': 3504726870068, 'n': 6, 'trace_an': 0}
-
id: 250539006
{'hecke_orbit_code': 3504726870068, 'n': 7, 'trace_an': 0}
-
id: 250539007
{'hecke_orbit_code': 3504726870068, 'n': 8, 'trace_an': 0}
-
id: 250539008
{'hecke_orbit_code': 3504726870068, 'n': 9, 'trace_an': 0}
-
id: 250539009
{'hecke_orbit_code': 3504726870068, 'n': 10, 'trace_an': 0}
-
id: 250539010
{'hecke_orbit_code': 3504726870068, 'n': 11, 'trace_an': 0}
-
id: 250539011
{'hecke_orbit_code': 3504726870068, 'n': 12, 'trace_an': 0}
-
id: 250539012
{'hecke_orbit_code': 3504726870068, 'n': 13, 'trace_an': 0}
-
id: 250539013
{'hecke_orbit_code': 3504726870068, 'n': 14, 'trace_an': 0}
-
id: 250539014
{'hecke_orbit_code': 3504726870068, 'n': 15, 'trace_an': 10}
-
id: 250539015
{'hecke_orbit_code': 3504726870068, 'n': 16, 'trace_an': 0}
-
id: 250539016
{'hecke_orbit_code': 3504726870068, 'n': 17, 'trace_an': 0}
-
id: 250539017
{'hecke_orbit_code': 3504726870068, 'n': 18, 'trace_an': 0}
-
id: 250539018
{'hecke_orbit_code': 3504726870068, 'n': 19, 'trace_an': 0}
-
id: 250539019
{'hecke_orbit_code': 3504726870068, 'n': 20, 'trace_an': 0}
-
id: 250539020
{'hecke_orbit_code': 3504726870068, 'n': 21, 'trace_an': -6}
-
id: 250539021
{'hecke_orbit_code': 3504726870068, 'n': 22, 'trace_an': 0}
-
id: 250539022
{'hecke_orbit_code': 3504726870068, 'n': 23, 'trace_an': 0}
-
id: 250539023
{'hecke_orbit_code': 3504726870068, 'n': 24, 'trace_an': 0}
-
id: 250539024
{'hecke_orbit_code': 3504726870068, 'n': 25, 'trace_an': 0}
-
id: 250539025
{'hecke_orbit_code': 3504726870068, 'n': 26, 'trace_an': 0}
-
id: 250539026
{'hecke_orbit_code': 3504726870068, 'n': 27, 'trace_an': 0}
-
id: 250539027
{'hecke_orbit_code': 3504726870068, 'n': 28, 'trace_an': 0}
-
id: 250539028
{'hecke_orbit_code': 3504726870068, 'n': 29, 'trace_an': 0}
-
id: 250539029
{'hecke_orbit_code': 3504726870068, 'n': 30, 'trace_an': 0}
-
id: 250539030
{'hecke_orbit_code': 3504726870068, 'n': 31, 'trace_an': 0}
-
id: 250539031
{'hecke_orbit_code': 3504726870068, 'n': 32, 'trace_an': 0}
-
id: 250539032
{'hecke_orbit_code': 3504726870068, 'n': 33, 'trace_an': 0}
-
id: 250539033
{'hecke_orbit_code': 3504726870068, 'n': 34, 'trace_an': 0}
-
id: 250539034
{'hecke_orbit_code': 3504726870068, 'n': 35, 'trace_an': 0}
-
id: 250539035
{'hecke_orbit_code': 3504726870068, 'n': 36, 'trace_an': 0}
-
id: 250539036
{'hecke_orbit_code': 3504726870068, 'n': 37, 'trace_an': 0}
-
id: 250539037
{'hecke_orbit_code': 3504726870068, 'n': 38, 'trace_an': 0}
-
id: 250539038
{'hecke_orbit_code': 3504726870068, 'n': 39, 'trace_an': -32}
-
id: 250539039
{'hecke_orbit_code': 3504726870068, 'n': 40, 'trace_an': 0}
-
id: 250539040
{'hecke_orbit_code': 3504726870068, 'n': 41, 'trace_an': 0}
-
id: 250539041
{'hecke_orbit_code': 3504726870068, 'n': 42, 'trace_an': 0}
-
id: 250539042
{'hecke_orbit_code': 3504726870068, 'n': 43, 'trace_an': 0}
-
id: 250539043
{'hecke_orbit_code': 3504726870068, 'n': 44, 'trace_an': 0}
-
id: 250539044
{'hecke_orbit_code': 3504726870068, 'n': 45, 'trace_an': 0}
-
id: 250539045
{'hecke_orbit_code': 3504726870068, 'n': 46, 'trace_an': 0}
-
id: 250539046
{'hecke_orbit_code': 3504726870068, 'n': 47, 'trace_an': 0}
-
id: 250539047
{'hecke_orbit_code': 3504726870068, 'n': 48, 'trace_an': 0}
-
id: 250539048
{'hecke_orbit_code': 3504726870068, 'n': 49, 'trace_an': -20}
-
id: 250539049
{'hecke_orbit_code': 3504726870068, 'n': 50, 'trace_an': 0}
-
id: 250539050
{'hecke_orbit_code': 3504726870068, 'n': 51, 'trace_an': 24}
-
id: 250539051
{'hecke_orbit_code': 3504726870068, 'n': 52, 'trace_an': 0}
-
id: 250539052
{'hecke_orbit_code': 3504726870068, 'n': 53, 'trace_an': 0}
-
id: 250539053
{'hecke_orbit_code': 3504726870068, 'n': 54, 'trace_an': 0}
-
id: 250539054
{'hecke_orbit_code': 3504726870068, 'n': 55, 'trace_an': 0}
-
id: 250539055
{'hecke_orbit_code': 3504726870068, 'n': 56, 'trace_an': 0}
-
id: 250539056
{'hecke_orbit_code': 3504726870068, 'n': 57, 'trace_an': 0}
-
id: 250539057
{'hecke_orbit_code': 3504726870068, 'n': 58, 'trace_an': 0}
-
id: 250539058
{'hecke_orbit_code': 3504726870068, 'n': 59, 'trace_an': 0}
-
id: 250539059
{'hecke_orbit_code': 3504726870068, 'n': 60, 'trace_an': 0}
-
id: 250539060
{'hecke_orbit_code': 3504726870068, 'n': 61, 'trace_an': 0}
-
id: 250539061
{'hecke_orbit_code': 3504726870068, 'n': 62, 'trace_an': 0}
-
id: 250539062
{'hecke_orbit_code': 3504726870068, 'n': 63, 'trace_an': 25}
-
id: 250539063
{'hecke_orbit_code': 3504726870068, 'n': 64, 'trace_an': 0}
-
id: 250539064
{'hecke_orbit_code': 3504726870068, 'n': 65, 'trace_an': 0}
-
id: 250539065
{'hecke_orbit_code': 3504726870068, 'n': 66, 'trace_an': 0}
-
id: 250539066
{'hecke_orbit_code': 3504726870068, 'n': 67, 'trace_an': 0}
-
id: 250539067
{'hecke_orbit_code': 3504726870068, 'n': 68, 'trace_an': 0}
-
id: 250539068
{'hecke_orbit_code': 3504726870068, 'n': 69, 'trace_an': 0}
-
id: 250539069
{'hecke_orbit_code': 3504726870068, 'n': 70, 'trace_an': 0}
-
id: 250539070
{'hecke_orbit_code': 3504726870068, 'n': 71, 'trace_an': 0}
-
id: 250539071
{'hecke_orbit_code': 3504726870068, 'n': 72, 'trace_an': 0}
-
id: 250539072
{'hecke_orbit_code': 3504726870068, 'n': 73, 'trace_an': 0}
-
id: 250539073
{'hecke_orbit_code': 3504726870068, 'n': 74, 'trace_an': 0}
-
id: 250539074
{'hecke_orbit_code': 3504726870068, 'n': 75, 'trace_an': 0}
-
id: 250539075
{'hecke_orbit_code': 3504726870068, 'n': 76, 'trace_an': 0}
-
id: 250539076
{'hecke_orbit_code': 3504726870068, 'n': 77, 'trace_an': 0}
-
id: 250539077
{'hecke_orbit_code': 3504726870068, 'n': 78, 'trace_an': 0}
-
id: 250539078
{'hecke_orbit_code': 3504726870068, 'n': 79, 'trace_an': 56}
-
id: 250539079
{'hecke_orbit_code': 3504726870068, 'n': 80, 'trace_an': 0}
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id: 250539080
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