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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [31, -1]], 6, 1], [[[2, -1], [3, 1], [5, 1], [31, -1]], 4, 1], [[[2, 1], [3, 1], [5, -1], [31, -1]], 3, 2], [[[2, -1], [3, 1], [5, 1], [31, 1]], 3, 1], [[[2, 1], [3, 1], [5, 1], [31, 1]], 4, 1], [[[2, -1], [3, 1], [5, -1], [31, 1]], 5, 1], [[[2, -1], [3, 1], [5, -1], [31, -1]], 3, 1], [[[2, 1], [3, 1], [5, -1], [31, 1]], 4, 1], [[[2, -1], [3, -1], [5, 1], [31, 1]], 5, 1], [[[2, -1], [3, -1], [5, -1], [31, 1]], 2, 1], [[[2, 1], [3, -1], [5, -1], [31, -1]], 3, 1], [[[2, 1], [3, 1], [5, 1], [31, -1]], 4, 1], [[[2, 1], [3, -1], [5, 1], [31, -1]], 5, 1], [[[2, 1], [3, -1], [5, -1], [31, 1]], 4, 1], [[[2, 1], [3, -1], [5, 1], [31, 1]], 3, 1], [[[2, -1], [3, -1], [5, 1], [31, -1]], 2, 2]], 'ALdims': [4, 4, 4, 3, 3, 5, 4, 3, 3, 4, 5, 3, 5, 2, 2, 6], 'Nk2': 14880, 'analytic_conductor': 54.87177630533877, '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': [930, 1, [311, 187, 871], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 568, 'dim': 60, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 67109794, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 5, 5, 5, 6], 'label': '930.4.a', 'level': 930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'mf_dim': 584, 'mf_new_dim': 60, 'num_forms': 18, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 768, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [60, 0, 0, 240, 0, 0, 0, 0, 540, 40, 56, 0, 0, -16, 0, 960, 256, 0, 24, 0, 0, 0, -32, 0, 1500, -304, 0, 0, -320, 0, 0, 0, 264, 480, -520, 2160, -368, 0, 0, 160, 936, 96, 544, 224, 0, -784, 640, 0, 4852, 0, 672, 0, 960, 0, 480, -64, 0, -672, -1608, 0, 704, 0, 0, 3840, 360, 0, 1144, 1024, -432, 560, 4864, 0, 1408, -528, 0, 96, 4736, 624, 5024, 0, 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mf_subspaces • Show schema
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id: 334129
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, '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': 8, 'weight': 4}
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id: 334130
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 4, 'weight': 4}
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id: 334118
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, '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': 4, 'weight': 4}
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id: 334119
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '15.4.a', 'sub_level': 15, 'sub_mult': 4, 'weight': 4}
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id: 334122
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '30.4.a', 'sub_level': 30, 'sub_mult': 2, 'weight': 4}
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id: 334124
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '31.4.a', 'sub_level': 31, 'sub_mult': 8, 'weight': 4}
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id: 334126
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '62.4.a', 'sub_level': 62, 'sub_mult': 4, 'weight': 4}
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id: 334128
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '93.4.a', 'sub_level': 93, 'sub_mult': 4, 'weight': 4}
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id: 334120
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 30, 'sub_label': '155.4.a', 'sub_level': 155, 'sub_mult': 4, 'weight': 4}
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id: 334121
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 14, 'sub_label': '186.4.a', 'sub_level': 186, 'sub_mult': 2, 'weight': 4}
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id: 334123
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 30, 'sub_label': '310.4.a', 'sub_level': 310, 'sub_mult': 2, 'weight': 4}
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id: 334125
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 60, 'sub_label': '465.4.a', 'sub_level': 465, 'sub_mult': 2, 'weight': 4}
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id: 334127
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '930.4.a', 'level': 930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 60, 'sub_label': '930.4.a', 'sub_level': 930, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '930.4.a', 'level': 930, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10907000
{'hecke_orbit_code': 67109794, 'n': 1, 'trace_an': 60}
-
id: 10907001
{'hecke_orbit_code': 67109794, 'n': 2, 'trace_an': 0}
-
id: 10907002
{'hecke_orbit_code': 67109794, 'n': 3, 'trace_an': 0}
-
id: 10907003
{'hecke_orbit_code': 67109794, 'n': 4, 'trace_an': 240}
-
id: 10907004
{'hecke_orbit_code': 67109794, 'n': 5, 'trace_an': 0}
-
id: 10907005
{'hecke_orbit_code': 67109794, 'n': 6, 'trace_an': 0}
-
id: 10907006
{'hecke_orbit_code': 67109794, 'n': 7, 'trace_an': 0}
-
id: 10907007
{'hecke_orbit_code': 67109794, 'n': 8, 'trace_an': 0}
-
id: 10907008
{'hecke_orbit_code': 67109794, 'n': 9, 'trace_an': 540}
-
id: 10907009
{'hecke_orbit_code': 67109794, 'n': 10, 'trace_an': 40}
-
id: 10907010
{'hecke_orbit_code': 67109794, 'n': 11, 'trace_an': 56}
-
id: 10907011
{'hecke_orbit_code': 67109794, 'n': 12, 'trace_an': 0}
-
id: 10907012
{'hecke_orbit_code': 67109794, 'n': 13, 'trace_an': 0}
-
id: 10907013
{'hecke_orbit_code': 67109794, 'n': 14, 'trace_an': -16}
-
id: 10907014
{'hecke_orbit_code': 67109794, 'n': 15, 'trace_an': 0}
-
id: 10907015
{'hecke_orbit_code': 67109794, 'n': 16, 'trace_an': 960}
-
id: 10907016
{'hecke_orbit_code': 67109794, 'n': 17, 'trace_an': 256}
-
id: 10907017
{'hecke_orbit_code': 67109794, 'n': 18, 'trace_an': 0}
-
id: 10907018
{'hecke_orbit_code': 67109794, 'n': 19, 'trace_an': 24}
-
id: 10907019
{'hecke_orbit_code': 67109794, 'n': 20, 'trace_an': 0}
-
id: 10907020
{'hecke_orbit_code': 67109794, 'n': 21, 'trace_an': 0}
-
id: 10907021
{'hecke_orbit_code': 67109794, 'n': 22, 'trace_an': 0}
-
id: 10907022
{'hecke_orbit_code': 67109794, 'n': 23, 'trace_an': -32}
-
id: 10907023
{'hecke_orbit_code': 67109794, 'n': 24, 'trace_an': 0}
-
id: 10907024
{'hecke_orbit_code': 67109794, 'n': 25, 'trace_an': 1500}
-
id: 10907025
{'hecke_orbit_code': 67109794, 'n': 26, 'trace_an': -304}
-
id: 10907026
{'hecke_orbit_code': 67109794, 'n': 27, 'trace_an': 0}
-
id: 10907027
{'hecke_orbit_code': 67109794, 'n': 28, 'trace_an': 0}
-
id: 10907028
{'hecke_orbit_code': 67109794, 'n': 29, 'trace_an': -320}
-
id: 10907029
{'hecke_orbit_code': 67109794, 'n': 30, 'trace_an': 0}
-
id: 10907030
{'hecke_orbit_code': 67109794, 'n': 31, 'trace_an': 0}
-
id: 10907031
{'hecke_orbit_code': 67109794, 'n': 32, 'trace_an': 0}
-
id: 10907032
{'hecke_orbit_code': 67109794, 'n': 33, 'trace_an': 264}
-
id: 10907033
{'hecke_orbit_code': 67109794, 'n': 34, 'trace_an': 480}
-
id: 10907034
{'hecke_orbit_code': 67109794, 'n': 35, 'trace_an': -520}
-
id: 10907035
{'hecke_orbit_code': 67109794, 'n': 36, 'trace_an': 2160}
-
id: 10907036
{'hecke_orbit_code': 67109794, 'n': 37, 'trace_an': -368}
-
id: 10907037
{'hecke_orbit_code': 67109794, 'n': 38, 'trace_an': 0}
-
id: 10907038
{'hecke_orbit_code': 67109794, 'n': 39, 'trace_an': 0}
-
id: 10907039
{'hecke_orbit_code': 67109794, 'n': 40, 'trace_an': 160}
-
id: 10907040
{'hecke_orbit_code': 67109794, 'n': 41, 'trace_an': 936}
-
id: 10907041
{'hecke_orbit_code': 67109794, 'n': 42, 'trace_an': 96}
-
id: 10907042
{'hecke_orbit_code': 67109794, 'n': 43, 'trace_an': 544}
-
id: 10907043
{'hecke_orbit_code': 67109794, 'n': 44, 'trace_an': 224}
-
id: 10907044
{'hecke_orbit_code': 67109794, 'n': 45, 'trace_an': 0}
-
id: 10907045
{'hecke_orbit_code': 67109794, 'n': 46, 'trace_an': -784}
-
id: 10907046
{'hecke_orbit_code': 67109794, 'n': 47, 'trace_an': 640}
-
id: 10907047
{'hecke_orbit_code': 67109794, 'n': 48, 'trace_an': 0}
-
id: 10907048
{'hecke_orbit_code': 67109794, 'n': 49, 'trace_an': 4852}
-
id: 10907049
{'hecke_orbit_code': 67109794, 'n': 50, 'trace_an': 0}
-
id: 10907050
{'hecke_orbit_code': 67109794, 'n': 51, 'trace_an': 672}
-
id: 10907051
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