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mf_newspaces • Show schema
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{'Nk2': 5248, 'analytic_conductor': 10.476372745191986, 'char_conductor': 41, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 47, 'char_orbit_label': 'bu', 'char_order': 10, 'char_parity': 1, 'char_values': [1312, 10, [575, 165, 129], [10, 10, 1]], 'conrey_index': 353, 'cusp_dim': 640, 'dim': 168, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_orbit_code': 3161129485600, 'label': '1312.2.bu', 'level': 1312, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 41], 'level_radical': 82, 'mf_dim': 704, 'mf_new_dim': 168, 'prim_orbit_index': 6, 'relative_dim': 42, 'sturm_bound': 336, 'trace_display': [0, 0, -4, 0], 'traces': [168, 0, 0, 0, -4, 0, 0, 0, -160, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, -54, 0, 0, 0, -40, 0, 0, 0, -12, 0, 0, 0, 30, 0, 0, 0, 14, 0, 0, 0, 4, 0, 0, 0, 58, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 20, 0, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 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mf_subspaces • Show schema
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id: 420980
{'char_orbit_index': 47, 'char_orbit_label': 'bu', 'conrey_index': 353, 'conrey_indexes': [353, 769, 865, 1089], 'label': '1312.2.bu', 'level': 1312, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 23, 25, 31], 'sub_dim': 8, 'sub_label': '41.2.f', 'sub_level': 41, 'sub_mult': 6, 'weight': 2}
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id: 420982
{'char_orbit_index': 47, 'char_orbit_label': 'bu', 'conrey_index': 353, 'conrey_indexes': [353, 769, 865, 1089], 'label': '1312.2.bu', 'level': 1312, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 23, 'sub_conrey_indexes': [23, 25, 31, 45], 'sub_dim': 16, 'sub_label': '82.2.f', 'sub_level': 82, 'sub_mult': 5, 'weight': 2}
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id: 420978
{'char_orbit_index': 47, 'char_orbit_label': 'bu', 'conrey_index': 353, 'conrey_indexes': [353, 769, 865, 1089], 'label': '1312.2.bu', 'level': 1312, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 45, 105, 113], 'sub_dim': 16, 'sub_label': '164.2.k', 'sub_level': 164, 'sub_mult': 4, 'weight': 2}
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id: 420979
{'char_orbit_index': 47, 'char_orbit_label': 'bu', 'conrey_index': 353, 'conrey_indexes': [353, 769, 865, 1089], 'label': '1312.2.bu', 'level': 1312, 'sub_char_orbit_index': 19, 'sub_char_orbit_label': 's', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 105, 113, 209], 'sub_dim': 40, 'sub_label': '328.2.s', 'sub_level': 328, 'sub_mult': 3, 'weight': 2}
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id: 420981
{'char_orbit_index': 47, 'char_orbit_label': 'bu', 'conrey_index': 353, 'conrey_indexes': [353, 769, 865, 1089], 'label': '1312.2.bu', 'level': 1312, 'sub_char_orbit_index': 31, 'sub_char_orbit_label': 'be', 'sub_conrey_index': 113, 'sub_conrey_indexes': [113, 209, 353, 433], 'sub_dim': 80, 'sub_label': '656.2.be', 'sub_level': 656, 'sub_mult': 2, 'weight': 2}
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id: 420977
{'char_orbit_index': 47, 'char_orbit_label': 'bu', 'conrey_index': 353, 'conrey_indexes': [353, 769, 865, 1089], 'label': '1312.2.bu', 'level': 1312, 'sub_char_orbit_index': 47, 'sub_char_orbit_label': 'bu', 'sub_conrey_index': 353, 'sub_conrey_indexes': [353, 769, 865, 1089], 'sub_dim': 168, 'sub_label': '1312.2.bu', 'sub_level': 1312, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 47, 'label': '1312.2.bu', 'level': 1312, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 240010000
{'hecke_orbit_code': 3161129485600, 'n': 1, 'trace_an': 168}
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id: 240010001
{'hecke_orbit_code': 3161129485600, 'n': 2, 'trace_an': 0}
-
id: 240010002
{'hecke_orbit_code': 3161129485600, 'n': 3, 'trace_an': 0}
-
id: 240010003
{'hecke_orbit_code': 3161129485600, 'n': 4, 'trace_an': 0}
-
id: 240010004
{'hecke_orbit_code': 3161129485600, 'n': 5, 'trace_an': -4}
-
id: 240010005
{'hecke_orbit_code': 3161129485600, 'n': 6, 'trace_an': 0}
-
id: 240010006
{'hecke_orbit_code': 3161129485600, 'n': 7, 'trace_an': 0}
-
id: 240010007
{'hecke_orbit_code': 3161129485600, 'n': 8, 'trace_an': 0}
-
id: 240010008
{'hecke_orbit_code': 3161129485600, 'n': 9, 'trace_an': -160}
-
id: 240010009
{'hecke_orbit_code': 3161129485600, 'n': 10, 'trace_an': 0}
-
id: 240010010
{'hecke_orbit_code': 3161129485600, 'n': 11, 'trace_an': 0}
-
id: 240010011
{'hecke_orbit_code': 3161129485600, 'n': 12, 'trace_an': 0}
-
id: 240010012
{'hecke_orbit_code': 3161129485600, 'n': 13, 'trace_an': 0}
-
id: 240010013
{'hecke_orbit_code': 3161129485600, 'n': 14, 'trace_an': 0}
-
id: 240010014
{'hecke_orbit_code': 3161129485600, 'n': 15, 'trace_an': 0}
-
id: 240010015
{'hecke_orbit_code': 3161129485600, 'n': 16, 'trace_an': 0}
-
id: 240010016
{'hecke_orbit_code': 3161129485600, 'n': 17, 'trace_an': 0}
-
id: 240010017
{'hecke_orbit_code': 3161129485600, 'n': 18, 'trace_an': 0}
-
id: 240010018
{'hecke_orbit_code': 3161129485600, 'n': 19, 'trace_an': 0}
-
id: 240010019
{'hecke_orbit_code': 3161129485600, 'n': 20, 'trace_an': 0}
-
id: 240010020
{'hecke_orbit_code': 3161129485600, 'n': 21, 'trace_an': -16}
-
id: 240010021
{'hecke_orbit_code': 3161129485600, 'n': 22, 'trace_an': 0}
-
id: 240010022
{'hecke_orbit_code': 3161129485600, 'n': 23, 'trace_an': 0}
-
id: 240010023
{'hecke_orbit_code': 3161129485600, 'n': 24, 'trace_an': 0}
-
id: 240010024
{'hecke_orbit_code': 3161129485600, 'n': 25, 'trace_an': -54}
-
id: 240010025
{'hecke_orbit_code': 3161129485600, 'n': 26, 'trace_an': 0}
-
id: 240010026
{'hecke_orbit_code': 3161129485600, 'n': 27, 'trace_an': 0}
-
id: 240010027
{'hecke_orbit_code': 3161129485600, 'n': 28, 'trace_an': 0}
-
id: 240010028
{'hecke_orbit_code': 3161129485600, 'n': 29, 'trace_an': -40}
-
id: 240010029
{'hecke_orbit_code': 3161129485600, 'n': 30, 'trace_an': 0}
-
id: 240010030
{'hecke_orbit_code': 3161129485600, 'n': 31, 'trace_an': 0}
-
id: 240010031
{'hecke_orbit_code': 3161129485600, 'n': 32, 'trace_an': 0}
-
id: 240010032
{'hecke_orbit_code': 3161129485600, 'n': 33, 'trace_an': -12}
-
id: 240010033
{'hecke_orbit_code': 3161129485600, 'n': 34, 'trace_an': 0}
-
id: 240010034
{'hecke_orbit_code': 3161129485600, 'n': 35, 'trace_an': 0}
-
id: 240010035
{'hecke_orbit_code': 3161129485600, 'n': 36, 'trace_an': 0}
-
id: 240010036
{'hecke_orbit_code': 3161129485600, 'n': 37, 'trace_an': 30}
-
id: 240010037
{'hecke_orbit_code': 3161129485600, 'n': 38, 'trace_an': 0}
-
id: 240010038
{'hecke_orbit_code': 3161129485600, 'n': 39, 'trace_an': 0}
-
id: 240010039
{'hecke_orbit_code': 3161129485600, 'n': 40, 'trace_an': 0}
-
id: 240010040
{'hecke_orbit_code': 3161129485600, 'n': 41, 'trace_an': 14}
-
id: 240010041
{'hecke_orbit_code': 3161129485600, 'n': 42, 'trace_an': 0}
-
id: 240010042
{'hecke_orbit_code': 3161129485600, 'n': 43, 'trace_an': 0}
-
id: 240010043
{'hecke_orbit_code': 3161129485600, 'n': 44, 'trace_an': 0}
-
id: 240010044
{'hecke_orbit_code': 3161129485600, 'n': 45, 'trace_an': 4}
-
id: 240010045
{'hecke_orbit_code': 3161129485600, 'n': 46, 'trace_an': 0}
-
id: 240010046
{'hecke_orbit_code': 3161129485600, 'n': 47, 'trace_an': 0}
-
id: 240010047
{'hecke_orbit_code': 3161129485600, 'n': 48, 'trace_an': 0}
-
id: 240010048
{'hecke_orbit_code': 3161129485600, 'n': 49, 'trace_an': 58}
-
id: 240010049
{'hecke_orbit_code': 3161129485600, 'n': 50, 'trace_an': 0}
-
id: 240010050
{'hecke_orbit_code': 3161129485600, 'n': 51, 'trace_an': 0}
-
id: 240010051
{'hecke_orbit_code': 3161129485600, 'n': 52, 'trace_an': 0}
-
id: 240010052
{'hecke_orbit_code': 3161129485600, 'n': 53, 'trace_an': 0}
-
id: 240010053
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