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{'AL_dims': [[[[2, -1], [3, -1]], 8, 6], [[[2, 1], [3, -1]], 6, 5], [[[2, -1], [3, 1]], 7, 5], [[[2, 1], [3, 1]], 7, 6]], 'ALdims': [7, 6, 7, 8], 'Nk2': 12288, 'analytic_conductor': 59.97792489295138, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [192, 1, [127, 133, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 212, 'dim': 28, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 134217920, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2], 'label': '192.8.a', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 236, 'mf_new_dim': 28, 'num_forms': 22, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 256, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 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mf_subspaces • Show schema
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id: 150423
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '2.8.a', 'sub_level': 2, 'sub_mult': 12, 'weight': 8}
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id: 150424
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '3.8.a', 'sub_level': 3, 'sub_mult': 7, 'weight': 8}
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id: 150425
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.8.a', 'sub_level': 6, 'sub_mult': 6, 'weight': 8}
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id: 150426
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '8.8.a', 'sub_level': 8, 'sub_mult': 8, 'weight': 8}
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id: 150415
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '12.8.a', 'sub_level': 12, 'sub_mult': 5, 'weight': 8}
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id: 150416
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '16.8.a', 'sub_level': 16, 'sub_mult': 6, 'weight': 8}
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id: 150418
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '24.8.a', 'sub_level': 24, 'sub_mult': 4, 'weight': 8}
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id: 150419
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '32.8.a', 'sub_level': 32, 'sub_mult': 4, 'weight': 8}
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id: 150420
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '48.8.a', 'sub_level': 48, 'sub_mult': 3, 'weight': 8}
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id: 150421
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '64.8.a', 'sub_level': 64, 'sub_mult': 2, 'weight': 8}
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id: 150422
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 14, 'sub_label': '96.8.a', 'sub_level': 96, 'sub_mult': 2, 'weight': 8}
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id: 150417
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '192.8.a', 'level': 192, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 28, 'sub_label': '192.8.a', 'sub_level': 192, 'sub_mult': 1, 'weight': 8}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '192.8.a', 'level': 192, 'portrait': 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', 'weight': 8}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 13775000
{'hecke_orbit_code': 134217920, 'n': 1, 'trace_an': 28}
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id: 13775001
{'hecke_orbit_code': 134217920, 'n': 2, 'trace_an': 0}
-
id: 13775002
{'hecke_orbit_code': 134217920, 'n': 3, 'trace_an': 0}
-
id: 13775003
{'hecke_orbit_code': 134217920, 'n': 4, 'trace_an': 0}
-
id: 13775004
{'hecke_orbit_code': 134217920, 'n': 5, 'trace_an': 0}
-
id: 13775005
{'hecke_orbit_code': 134217920, 'n': 6, 'trace_an': 0}
-
id: 13775006
{'hecke_orbit_code': 134217920, 'n': 7, 'trace_an': 0}
-
id: 13775007
{'hecke_orbit_code': 134217920, 'n': 8, 'trace_an': 0}
-
id: 13775008
{'hecke_orbit_code': 134217920, 'n': 9, 'trace_an': 20412}
-
id: 13775009
{'hecke_orbit_code': 134217920, 'n': 10, 'trace_an': 0}
-
id: 13775010
{'hecke_orbit_code': 134217920, 'n': 11, 'trace_an': 0}
-
id: 13775011
{'hecke_orbit_code': 134217920, 'n': 12, 'trace_an': 0}
-
id: 13775012
{'hecke_orbit_code': 134217920, 'n': 13, 'trace_an': 7064}
-
id: 13775013
{'hecke_orbit_code': 134217920, 'n': 14, 'trace_an': 0}
-
id: 13775014
{'hecke_orbit_code': 134217920, 'n': 15, 'trace_an': 0}
-
id: 13775015
{'hecke_orbit_code': 134217920, 'n': 16, 'trace_an': 0}
-
id: 13775016
{'hecke_orbit_code': 134217920, 'n': 17, 'trace_an': -5816}
-
id: 13775017
{'hecke_orbit_code': 134217920, 'n': 18, 'trace_an': 0}
-
id: 13775018
{'hecke_orbit_code': 134217920, 'n': 19, 'trace_an': 0}
-
id: 13775019
{'hecke_orbit_code': 134217920, 'n': 20, 'trace_an': 0}
-
id: 13775020
{'hecke_orbit_code': 134217920, 'n': 21, 'trace_an': -27432}
-
id: 13775021
{'hecke_orbit_code': 134217920, 'n': 22, 'trace_an': 0}
-
id: 13775022
{'hecke_orbit_code': 134217920, 'n': 23, 'trace_an': 0}
-
id: 13775023
{'hecke_orbit_code': 134217920, 'n': 24, 'trace_an': 0}
-
id: 13775024
{'hecke_orbit_code': 134217920, 'n': 25, 'trace_an': 405252}
-
id: 13775025
{'hecke_orbit_code': 134217920, 'n': 26, 'trace_an': 0}
-
id: 13775026
{'hecke_orbit_code': 134217920, 'n': 27, 'trace_an': 0}
-
id: 13775027
{'hecke_orbit_code': 134217920, 'n': 28, 'trace_an': 0}
-
id: 13775028
{'hecke_orbit_code': 134217920, 'n': 29, 'trace_an': 103376}
-
id: 13775029
{'hecke_orbit_code': 134217920, 'n': 30, 'trace_an': 0}
-
id: 13775030
{'hecke_orbit_code': 134217920, 'n': 31, 'trace_an': 0}
-
id: 13775031
{'hecke_orbit_code': 134217920, 'n': 32, 'trace_an': 0}
-
id: 13775032
{'hecke_orbit_code': 134217920, 'n': 33, 'trace_an': 0}
-
id: 13775033
{'hecke_orbit_code': 134217920, 'n': 34, 'trace_an': 0}
-
id: 13775034
{'hecke_orbit_code': 134217920, 'n': 35, 'trace_an': 0}
-
id: 13775035
{'hecke_orbit_code': 134217920, 'n': 36, 'trace_an': 0}
-
id: 13775036
{'hecke_orbit_code': 134217920, 'n': 37, 'trace_an': -1465176}
-
id: 13775037
{'hecke_orbit_code': 134217920, 'n': 38, 'trace_an': 0}
-
id: 13775038
{'hecke_orbit_code': 134217920, 'n': 39, 'trace_an': 0}
-
id: 13775039
{'hecke_orbit_code': 134217920, 'n': 40, 'trace_an': 0}
-
id: 13775040
{'hecke_orbit_code': 134217920, 'n': 41, 'trace_an': 882568}
-
id: 13775041
{'hecke_orbit_code': 134217920, 'n': 42, 'trace_an': 0}
-
id: 13775042
{'hecke_orbit_code': 134217920, 'n': 43, 'trace_an': 0}
-
id: 13775043
{'hecke_orbit_code': 134217920, 'n': 44, 'trace_an': 0}
-
id: 13775044
{'hecke_orbit_code': 134217920, 'n': 45, 'trace_an': 0}
-
id: 13775045
{'hecke_orbit_code': 134217920, 'n': 46, 'trace_an': 0}
-
id: 13775046
{'hecke_orbit_code': 134217920, 'n': 47, 'trace_an': 0}
-
id: 13775047
{'hecke_orbit_code': 134217920, 'n': 48, 'trace_an': 0}
-
id: 13775048
{'hecke_orbit_code': 134217920, 'n': 49, 'trace_an': 3294172}
-
id: 13775049
{'hecke_orbit_code': 134217920, 'n': 50, 'trace_an': 0}
-
id: 13775050
{'hecke_orbit_code': 134217920, 'n': 51, 'trace_an': 0}
-
id: 13775051
{'hecke_orbit_code': 134217920, 'n': 52, 'trace_an': 0}
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id: 13775052
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