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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1]], 1, 1], [[[2, -1], [5, -1]], 1, 1], [[[2, -1], [5, 1]], 1, 1]], 'ALdims': [1, 0, 1, 1], 'Nk2': 640, 'analytic_conductor': 2.3600764002296244, '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': [40, 1, [31, 21, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 14, 'dim': 3, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67108904, 'hecke_orbit_dims': [1, 1, 1], 'label': '40.4.a', 'level': 40, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 22, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 24, 'trace_bound': 3, 'trace_display': [0, 8, -5, -36], 'traces': [3, 0, 8, 0, -5, 0, -36, 0, 71, 0, 36, 0, 10, 0, 0, 0, -186, 0, -236, 0, 88, 0, -76, 0, 75, 0, 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55340, 0, -456, 0, 63048, 0, -22174, 0, 51460, 0, -21170, 0, -13428, 0, -9584, 0, 47148, 0, 13690, 0, -19944, 0, 39488, 0, -1264, 0, -18290, 0, 8500, 0, 44346, 0, -115552, 0, -65810, 0, -38408, 0, -43200, 0, -8372, 0, 48776, 0, -67516, 0, -50096, 0, 24900, 0, 41424, 0, -3376, 0, -31388, 0, 5744, 0, -26950, 0, -4792, 0, -122414, 0, -28984, 0, 16976, 0, 9200, 0, 34240, 0, -44920, 0, 16392, 0, -57312, 0, -12350, 0, 46420, 0, 7438, 0, 15700, 0, 83952, 0, -14680, 0, -2226, 0, -21232, 0, -1566, 0, 27832, 0, 47600, 0, 47264, 0, 18084, 0, 30688, 0, 49726, 0, -12840, 0, 29024, 0, 66488, 0, 13571, 0, -51960, 0, -6490, 0, 82508, 0, 60160, 0, -42252, 0, 27888, 0, -14400, 0, 18166, 0, 39272, 0, 37346, 0, -72028, 0, -45070, 0, 22736, 0, -25752, 0, -41704, 0, -12816, 0, 13640, 0, -5406, 0, 84832, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 110204
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '40.4.a', 'level': 40, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 4, 'weight': 4}
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id: 110205
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '40.4.a', 'level': 40, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 2, 'weight': 4}
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id: 110201
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '40.4.a', 'level': 40, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '10.4.a', 'sub_level': 10, 'sub_mult': 3, 'weight': 4}
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id: 110202
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '40.4.a', 'level': 40, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.4.a', 'sub_level': 20, 'sub_mult': 2, 'weight': 4}
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id: 110203
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '40.4.a', 'level': 40, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '40.4.a', 'sub_level': 40, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '40.4.a', 'level': 40, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10017000
{'hecke_orbit_code': 67108904, 'n': 1, 'trace_an': 3}
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id: 10017001
{'hecke_orbit_code': 67108904, 'n': 2, 'trace_an': 0}
-
id: 10017002
{'hecke_orbit_code': 67108904, 'n': 3, 'trace_an': 8}
-
id: 10017003
{'hecke_orbit_code': 67108904, 'n': 4, 'trace_an': 0}
-
id: 10017004
{'hecke_orbit_code': 67108904, 'n': 5, 'trace_an': -5}
-
id: 10017005
{'hecke_orbit_code': 67108904, 'n': 6, 'trace_an': 0}
-
id: 10017006
{'hecke_orbit_code': 67108904, 'n': 7, 'trace_an': -36}
-
id: 10017007
{'hecke_orbit_code': 67108904, 'n': 8, 'trace_an': 0}
-
id: 10017008
{'hecke_orbit_code': 67108904, 'n': 9, 'trace_an': 71}
-
id: 10017009
{'hecke_orbit_code': 67108904, 'n': 10, 'trace_an': 0}
-
id: 10017010
{'hecke_orbit_code': 67108904, 'n': 11, 'trace_an': 36}
-
id: 10017011
{'hecke_orbit_code': 67108904, 'n': 12, 'trace_an': 0}
-
id: 10017012
{'hecke_orbit_code': 67108904, 'n': 13, 'trace_an': 10}
-
id: 10017013
{'hecke_orbit_code': 67108904, 'n': 14, 'trace_an': 0}
-
id: 10017014
{'hecke_orbit_code': 67108904, 'n': 15, 'trace_an': 0}
-
id: 10017015
{'hecke_orbit_code': 67108904, 'n': 16, 'trace_an': 0}
-
id: 10017016
{'hecke_orbit_code': 67108904, 'n': 17, 'trace_an': -186}
-
id: 10017017
{'hecke_orbit_code': 67108904, 'n': 18, 'trace_an': 0}
-
id: 10017018
{'hecke_orbit_code': 67108904, 'n': 19, 'trace_an': -236}
-
id: 10017019
{'hecke_orbit_code': 67108904, 'n': 20, 'trace_an': 0}
-
id: 10017020
{'hecke_orbit_code': 67108904, 'n': 21, 'trace_an': 88}
-
id: 10017021
{'hecke_orbit_code': 67108904, 'n': 22, 'trace_an': 0}
-
id: 10017022
{'hecke_orbit_code': 67108904, 'n': 23, 'trace_an': -76}
-
id: 10017023
{'hecke_orbit_code': 67108904, 'n': 24, 'trace_an': 0}
-
id: 10017024
{'hecke_orbit_code': 67108904, 'n': 25, 'trace_an': 75}
-
id: 10017025
{'hecke_orbit_code': 67108904, 'n': 26, 'trace_an': 0}
-
id: 10017026
{'hecke_orbit_code': 67108904, 'n': 27, 'trace_an': 416}
-
id: 10017027
{'hecke_orbit_code': 67108904, 'n': 28, 'trace_an': 0}
-
id: 10017028
{'hecke_orbit_code': 67108904, 'n': 29, 'trace_an': 98}
-
id: 10017029
{'hecke_orbit_code': 67108904, 'n': 30, 'trace_an': 0}
-
id: 10017030
{'hecke_orbit_code': 67108904, 'n': 31, 'trace_an': 152}
-
id: 10017031
{'hecke_orbit_code': 67108904, 'n': 32, 'trace_an': 0}
-
id: 10017032
{'hecke_orbit_code': 67108904, 'n': 33, 'trace_an': -112}
-
id: 10017033
{'hecke_orbit_code': 67108904, 'n': 34, 'trace_an': 0}
-
id: 10017034
{'hecke_orbit_code': 67108904, 'n': 35, 'trace_an': 340}
-
id: 10017035
{'hecke_orbit_code': 67108904, 'n': 36, 'trace_an': 0}
-
id: 10017036
{'hecke_orbit_code': 67108904, 'n': 37, 'trace_an': -494}
-
id: 10017037
{'hecke_orbit_code': 67108904, 'n': 38, 'trace_an': 0}
-
id: 10017038
{'hecke_orbit_code': 67108904, 'n': 39, 'trace_an': -576}
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id: 10017039
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