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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, -1], [3, -1]], 22, 10], [[[2, 1], [3, -1]], 26, 11], [[[2, -1], [3, 1]], 16, 4], [[[2, 1], [3, 1]], 16, 4]], 'ALdims': [16, 26, 16, 22], 'Nk2': 18432, 'analytic_conductor': 36.795065251406, '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': [4608, 1, [3583, 2053, 4097], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 705, 'dim': 80, 'eis_dim': 127, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11, 17, 23], 'hecke_orbit_code': 33559040, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4], 'label': '4608.2.a', 'level': 4608, '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': 832, 'mf_new_dim': 80, 'num_forms': 29, 'plus_dim': 38, 'prim_orbit_index': 1, 'relative_dim': 80, 'sturm_bound': 1536, 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mf_subspaces • Show schema
Hide schema
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id: 1037486
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '144.2.a', 'sub_level': 144, 'sub_mult': 6, 'weight': 2}
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id: 1037490
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 14, 'weight': 2}
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id: 1037493
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 15, 'weight': 2}
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id: 1037494
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.2.a', 'sub_level': 36, 'sub_mult': 8, 'weight': 2}
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id: 1037497
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '48.2.a', 'sub_level': 48, 'sub_mult': 12, 'weight': 2}
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id: 1037500
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '64.2.a', 'sub_level': 64, 'sub_mult': 12, 'weight': 2}
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id: 1037501
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '72.2.a', 'sub_level': 72, 'sub_mult': 7, 'weight': 2}
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id: 1037503
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '96.2.a', 'sub_level': 96, 'sub_mult': 10, 'weight': 2}
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id: 1037485
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '128.2.a', 'sub_level': 128, 'sub_mult': 9, 'weight': 2}
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id: 1037488
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '192.2.a', 'sub_level': 192, 'sub_mult': 8, 'weight': 2}
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id: 1037491
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '256.2.a', 'sub_level': 256, 'sub_mult': 6, 'weight': 2}
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id: 1037492
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '288.2.a', 'sub_level': 288, 'sub_mult': 5, 'weight': 2}
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id: 1037495
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '384.2.a', 'sub_level': 384, 'sub_mult': 6, 'weight': 2}
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id: 1037498
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '512.2.a', 'sub_level': 512, 'sub_mult': 3, 'weight': 2}
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id: 1037499
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '576.2.a', 'sub_level': 576, 'sub_mult': 4, 'weight': 2}
-
id: 1037502
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '768.2.a', 'sub_level': 768, 'sub_mult': 4, 'weight': 2}
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id: 1037484
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '1152.2.a', 'sub_level': 1152, 'sub_mult': 3, 'weight': 2}
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id: 1037487
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '1536.2.a', 'sub_level': 1536, 'sub_mult': 2, 'weight': 2}
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id: 1037489
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 38, 'sub_label': '2304.2.a', 'sub_level': 2304, 'sub_mult': 2, 'weight': 2}
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id: 1037496
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4608.2.a', 'level': 4608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 80, 'sub_label': '4608.2.a', 'sub_level': 4608, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '4608.2.a', 'level': 4608, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 4589000
{'hecke_orbit_code': 33559040, 'n': 1, 'trace_an': 80}
-
id: 4589001
{'hecke_orbit_code': 33559040, 'n': 2, 'trace_an': 0}
-
id: 4589002
{'hecke_orbit_code': 33559040, 'n': 3, 'trace_an': 0}
-
id: 4589003
{'hecke_orbit_code': 33559040, 'n': 4, 'trace_an': 0}
-
id: 4589004
{'hecke_orbit_code': 33559040, 'n': 5, 'trace_an': 0}
-
id: 4589005
{'hecke_orbit_code': 33559040, 'n': 6, 'trace_an': 0}
-
id: 4589006
{'hecke_orbit_code': 33559040, 'n': 7, 'trace_an': 0}
-
id: 4589007
{'hecke_orbit_code': 33559040, 'n': 8, 'trace_an': 0}
-
id: 4589008
{'hecke_orbit_code': 33559040, 'n': 9, 'trace_an': 0}
-
id: 4589009
{'hecke_orbit_code': 33559040, 'n': 10, 'trace_an': 0}
-
id: 4589010
{'hecke_orbit_code': 33559040, 'n': 11, 'trace_an': 0}
-
id: 4589011
{'hecke_orbit_code': 33559040, 'n': 12, 'trace_an': 0}
-
id: 4589012
{'hecke_orbit_code': 33559040, 'n': 13, 'trace_an': 0}
-
id: 4589013
{'hecke_orbit_code': 33559040, 'n': 14, 'trace_an': 0}
-
id: 4589014
{'hecke_orbit_code': 33559040, 'n': 15, 'trace_an': 0}
-
id: 4589015
{'hecke_orbit_code': 33559040, 'n': 16, 'trace_an': 0}
-
id: 4589016
{'hecke_orbit_code': 33559040, 'n': 17, 'trace_an': 0}
-
id: 4589017
{'hecke_orbit_code': 33559040, 'n': 18, 'trace_an': 0}
-
id: 4589018
{'hecke_orbit_code': 33559040, 'n': 19, 'trace_an': 0}
-
id: 4589019
{'hecke_orbit_code': 33559040, 'n': 20, 'trace_an': 0}
-
id: 4589020
{'hecke_orbit_code': 33559040, 'n': 21, 'trace_an': 0}
-
id: 4589021
{'hecke_orbit_code': 33559040, 'n': 22, 'trace_an': 0}
-
id: 4589022
{'hecke_orbit_code': 33559040, 'n': 23, 'trace_an': 0}
-
id: 4589023
{'hecke_orbit_code': 33559040, 'n': 24, 'trace_an': 0}
-
id: 4589024
{'hecke_orbit_code': 33559040, 'n': 25, 'trace_an': 80}
-
id: 4589025
{'hecke_orbit_code': 33559040, 'n': 26, 'trace_an': 0}
-
id: 4589026
{'hecke_orbit_code': 33559040, 'n': 27, 'trace_an': 0}
-
id: 4589027
{'hecke_orbit_code': 33559040, 'n': 28, 'trace_an': 0}
-
id: 4589028
{'hecke_orbit_code': 33559040, 'n': 29, 'trace_an': 0}
-
id: 4589029
{'hecke_orbit_code': 33559040, 'n': 30, 'trace_an': 0}
-
id: 4589030
{'hecke_orbit_code': 33559040, 'n': 31, 'trace_an': 0}
-
id: 4589031
{'hecke_orbit_code': 33559040, 'n': 32, 'trace_an': 0}
-
id: 4589032
{'hecke_orbit_code': 33559040, 'n': 33, 'trace_an': 0}
-
id: 4589033
{'hecke_orbit_code': 33559040, 'n': 34, 'trace_an': 0}
-
id: 4589034
{'hecke_orbit_code': 33559040, 'n': 35, 'trace_an': 0}
-
id: 4589035
{'hecke_orbit_code': 33559040, 'n': 36, 'trace_an': 0}
-
id: 4589036
{'hecke_orbit_code': 33559040, 'n': 37, 'trace_an': 0}
-
id: 4589037
{'hecke_orbit_code': 33559040, 'n': 38, 'trace_an': 0}
-
id: 4589038
{'hecke_orbit_code': 33559040, 'n': 39, 'trace_an': 0}
-
id: 4589039
{'hecke_orbit_code': 33559040, 'n': 40, 'trace_an': 0}
-
id: 4589040
{'hecke_orbit_code': 33559040, 'n': 41, 'trace_an': 0}
-
id: 4589041
{'hecke_orbit_code': 33559040, 'n': 42, 'trace_an': 0}
-
id: 4589042
{'hecke_orbit_code': 33559040, 'n': 43, 'trace_an': 0}
-
id: 4589043
{'hecke_orbit_code': 33559040, 'n': 44, 'trace_an': 0}
-
id: 4589044
{'hecke_orbit_code': 33559040, 'n': 45, 'trace_an': 0}
-
id: 4589045
{'hecke_orbit_code': 33559040, 'n': 46, 'trace_an': 0}
-
id: 4589046
{'hecke_orbit_code': 33559040, 'n': 47, 'trace_an': 0}
-
id: 4589047
{'hecke_orbit_code': 33559040, 'n': 48, 'trace_an': 0}
-
id: 4589048
{'hecke_orbit_code': 33559040, 'n': 49, 'trace_an': 80}
-
id: 4589049
{'hecke_orbit_code': 33559040, 'n': 50, 'trace_an': 0}
-
id: 4589050
{'hecke_orbit_code': 33559040, 'n': 51, 'trace_an': 0}
-
id: 4589051
{'hecke_orbit_code': 33559040, 'n': 52, 'trace_an': 0}
-
id: 4589052
{'hecke_orbit_code': 33559040, 'n': 53, 'trace_an': 0}
-
id: 4589053
{'hecke_orbit_code': 33559040, 'n': 54, 'trace_an': 0}
-
id: 4589054
{'hecke_orbit_code': 33559040, 'n': 55, 'trace_an': 0}
-
id: 4589055
{'hecke_orbit_code': 33559040, 'n': 56, 'trace_an': 0}
-
id: 4589056
{'hecke_orbit_code': 33559040, 'n': 57, 'trace_an': 0}
-
id: 4589057
{'hecke_orbit_code': 33559040, 'n': 58, 'trace_an': 0}
-
id: 4589058
{'hecke_orbit_code': 33559040, 'n': 59, 'trace_an': 0}
-
id: 4589059
{'hecke_orbit_code': 33559040, 'n': 60, 'trace_an': 0}
-
id: 4589060
{'hecke_orbit_code': 33559040, 'n': 61, 'trace_an': 0}
-
id: 4589061
{'hecke_orbit_code': 33559040, 'n': 62, 'trace_an': 0}
-
id: 4589062
{'hecke_orbit_code': 33559040, 'n': 63, 'trace_an': 0}
-
id: 4589063
{'hecke_orbit_code': 33559040, 'n': 64, 'trace_an': 0}
-
id: 4589064
{'hecke_orbit_code': 33559040, 'n': 65, 'trace_an': -32}
-
id: 4589065
{'hecke_orbit_code': 33559040, 'n': 66, 'trace_an': 0}
-
id: 4589066
{'hecke_orbit_code': 33559040, 'n': 67, 'trace_an': 0}
-
id: 4589067
{'hecke_orbit_code': 33559040, 'n': 68, 'trace_an': 0}
-
id: 4589068
{'hecke_orbit_code': 33559040, 'n': 69, 'trace_an': 0}
-
id: 4589069
{'hecke_orbit_code': 33559040, 'n': 70, 'trace_an': 0}
-
id: 4589070
{'hecke_orbit_code': 33559040, 'n': 71, 'trace_an': 0}
-
id: 4589071
{'hecke_orbit_code': 33559040, 'n': 72, 'trace_an': 0}
-
id: 4589072
{'hecke_orbit_code': 33559040, 'n': 73, 'trace_an': -32}
-
id: 4589073
{'hecke_orbit_code': 33559040, 'n': 74, 'trace_an': 0}
-
id: 4589074
{'hecke_orbit_code': 33559040, 'n': 75, 'trace_an': 0}
-
id: 4589075
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