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mf_newspaces • Show schema
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{'Nk2': 15876, 'analytic_conductor': 70.72926453752446, 'char_conductor': 441, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 27, 'char_orbit_label': 'ba', 'char_order': 21, 'char_parity': 1, 'char_values': [441, 21, [344, 199], [7, 12]], 'conrey_indexes': [22, 43, 85, 106, 169, 211, 232, 274, 337, 358, 400, 421], 'cusp_dim': 3336, 'dim': 3336, 'eis_dim': 48, 'eis_new_dim': 48, 'hecke_orbit_code': 1786807058873, 'label': '441.6.ba', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 3384, 'mf_new_dim': 3384, 'prim_orbit_index': 27, 'relative_dim': 278, 'sturm_bound': 336, 'trace_display': [-5, -10, -105, -35], 'traces': [3336, -5, -10, 4411, -105, 326, -35, -148, -960, -148, -5, 2165, 357, 2920, -1582, 69691, 5672, 2930, -172, -8837, -9174, -133, 160, -8330, 168745, 29452, -10093, 1576, 29845, -19782, 2156, 5735, -17530, 59, -3404, 136862, 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mf_subspaces • Show schema
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{'char_orbit_index': 27, 'char_orbit_label': 'ba', 'conrey_indexes': [22, 43, 85, 106, 169, 211, 232, 274, 337, 358, 400, 421], 'label': '441.6.ba', 'level': 441, 'sub_char_orbit_index': 27, 'sub_char_orbit_label': 'ba', 'sub_conrey_indexes': [22, 43, 85, 106, 169, 211, 232, 274, 337, 358, 400, 421], 'sub_dim': 3336, 'sub_label': '441.6.ba', 'sub_level': 441, 'sub_mult': 1, 'weight': 6}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 27, 'label': '441.6.ba', 'level': 441, 'portrait': 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', 'weight': 6}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 182784000
{'hecke_orbit_code': 1786807058873, 'n': 1, 'trace_an': 3336}
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id: 182784001
{'hecke_orbit_code': 1786807058873, 'n': 2, 'trace_an': -5}
-
id: 182784002
{'hecke_orbit_code': 1786807058873, 'n': 3, 'trace_an': -10}
-
id: 182784003
{'hecke_orbit_code': 1786807058873, 'n': 4, 'trace_an': 4411}
-
id: 182784004
{'hecke_orbit_code': 1786807058873, 'n': 5, 'trace_an': -105}
-
id: 182784005
{'hecke_orbit_code': 1786807058873, 'n': 6, 'trace_an': 326}
-
id: 182784006
{'hecke_orbit_code': 1786807058873, 'n': 7, 'trace_an': -35}
-
id: 182784007
{'hecke_orbit_code': 1786807058873, 'n': 8, 'trace_an': -148}
-
id: 182784008
{'hecke_orbit_code': 1786807058873, 'n': 9, 'trace_an': -960}
-
id: 182784009
{'hecke_orbit_code': 1786807058873, 'n': 10, 'trace_an': -148}
-
id: 182784010
{'hecke_orbit_code': 1786807058873, 'n': 11, 'trace_an': -5}
-
id: 182784011
{'hecke_orbit_code': 1786807058873, 'n': 12, 'trace_an': 2165}
-
id: 182784012
{'hecke_orbit_code': 1786807058873, 'n': 13, 'trace_an': 357}
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id: 182784013
{'hecke_orbit_code': 1786807058873, 'n': 14, 'trace_an': 2920}
-
id: 182784014
{'hecke_orbit_code': 1786807058873, 'n': 15, 'trace_an': -1582}
-
id: 182784015
{'hecke_orbit_code': 1786807058873, 'n': 16, 'trace_an': 69691}
-
id: 182784016
{'hecke_orbit_code': 1786807058873, 'n': 17, 'trace_an': 5672}
-
id: 182784017
{'hecke_orbit_code': 1786807058873, 'n': 18, 'trace_an': 2930}
-
id: 182784018
{'hecke_orbit_code': 1786807058873, 'n': 19, 'trace_an': -172}
-
id: 182784019
{'hecke_orbit_code': 1786807058873, 'n': 20, 'trace_an': -8837}
-
id: 182784020
{'hecke_orbit_code': 1786807058873, 'n': 21, 'trace_an': -9174}
-
id: 182784021
{'hecke_orbit_code': 1786807058873, 'n': 22, 'trace_an': -133}
-
id: 182784022
{'hecke_orbit_code': 1786807058873, 'n': 23, 'trace_an': 160}
-
id: 182784023
{'hecke_orbit_code': 1786807058873, 'n': 24, 'trace_an': -8330}
-
id: 182784024
{'hecke_orbit_code': 1786807058873, 'n': 25, 'trace_an': 168745}
-
id: 182784025
{'hecke_orbit_code': 1786807058873, 'n': 26, 'trace_an': 29452}
-
id: 182784026
{'hecke_orbit_code': 1786807058873, 'n': 27, 'trace_an': -10093}
-
id: 182784027
{'hecke_orbit_code': 1786807058873, 'n': 28, 'trace_an': 1576}
-
id: 182784028
{'hecke_orbit_code': 1786807058873, 'n': 29, 'trace_an': 29845}
-
id: 182784029
{'hecke_orbit_code': 1786807058873, 'n': 30, 'trace_an': -19782}
-
id: 182784030
{'hecke_orbit_code': 1786807058873, 'n': 31, 'trace_an': 2156}
-
id: 182784031
{'hecke_orbit_code': 1786807058873, 'n': 32, 'trace_an': 5735}
-
id: 182784032
{'hecke_orbit_code': 1786807058873, 'n': 33, 'trace_an': -17530}
-
id: 182784033
{'hecke_orbit_code': 1786807058873, 'n': 34, 'trace_an': 59}
-
id: 182784034
{'hecke_orbit_code': 1786807058873, 'n': 35, 'trace_an': -3404}
-
id: 182784035
{'hecke_orbit_code': 1786807058873, 'n': 36, 'trace_an': 136862}
-
id: 182784036
{'hecke_orbit_code': 1786807058873, 'n': 37, 'trace_an': -25810}
-
id: 182784037
{'hecke_orbit_code': 1786807058873, 'n': 38, 'trace_an': -7513}
-
id: 182784038
{'hecke_orbit_code': 1786807058873, 'n': 39, 'trace_an': -28904}
-
id: 182784039
{'hecke_orbit_code': 1786807058873, 'n': 40, 'trace_an': 8165}
-
id: 182784040
{'hecke_orbit_code': 1786807058873, 'n': 41, 'trace_an': 12571}
-
id: 182784041
{'hecke_orbit_code': 1786807058873, 'n': 42, 'trace_an': -112676}
-
id: 182784042
{'hecke_orbit_code': 1786807058873, 'n': 43, 'trace_an': 18483}
-
id: 182784043
{'hecke_orbit_code': 1786807058873, 'n': 44, 'trace_an': -40720}
-
id: 182784044
{'hecke_orbit_code': 1786807058873, 'n': 45, 'trace_an': -93531}
-
id: 182784045
{'hecke_orbit_code': 1786807058873, 'n': 46, 'trace_an': 94652}
-
id: 182784046
{'hecke_orbit_code': 1786807058873, 'n': 47, 'trace_an': 2945}
-
id: 182784047
{'hecke_orbit_code': 1786807058873, 'n': 48, 'trace_an': 11098}
-
id: 182784048
{'hecke_orbit_code': 1786807058873, 'n': 49, 'trace_an': -4295}
-
id: 182784049
{'hecke_orbit_code': 1786807058873, 'n': 50, 'trace_an': -19554}
-
id: 182784050
{'hecke_orbit_code': 1786807058873, 'n': 51, 'trace_an': 9918}
-
id: 182784051
{'hecke_orbit_code': 1786807058873, 'n': 52, 'trace_an': -61957}
-
id: 182784052
{'hecke_orbit_code': 1786807058873, 'n': 53, 'trace_an': 340496}
-
id: 182784053
{'hecke_orbit_code': 1786807058873, 'n': 54, 'trace_an': 52014}
-
id: 182784054
{'hecke_orbit_code': 1786807058873, 'n': 55, 'trace_an': -155380}
-
id: 182784055
{'hecke_orbit_code': 1786807058873, 'n': 56, 'trace_an': -448745}
-
id: 182784056
{'hecke_orbit_code': 1786807058873, 'n': 57, 'trace_an': -62976}
-
id: 182784057
{'hecke_orbit_code': 1786807058873, 'n': 58, 'trace_an': 24947}
-
id: 182784058
{'hecke_orbit_code': 1786807058873, 'n': 59, 'trace_an': -63859}
-
id: 182784059
{'hecke_orbit_code': 1786807058873, 'n': 60, 'trace_an': 142228}
-
id: 182784060
{'hecke_orbit_code': 1786807058873, 'n': 61, 'trace_an': 77120}
-
id: 182784061
{'hecke_orbit_code': 1786807058873, 'n': 62, 'trace_an': -233964}
-
id: 182784062
{'hecke_orbit_code': 1786807058873, 'n': 63, 'trace_an': -123738}
-
id: 182784063
{'hecke_orbit_code': 1786807058873, 'n': 64, 'trace_an': -2166932}
-
id: 182784064
{'hecke_orbit_code': 1786807058873, 'n': 65, 'trace_an': 23209}
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id: 182784065
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