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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1]], 7, 5], [[[2, -1], [5, -1]], 7, 5], [[[2, 1], [5, -1]], 5, 5], [[[2, -1], [5, 1]], 5, 4]], 'ALdims': [7, 5, 5, 7], 'Nk2': 5120, 'analytic_conductor': 18.880611201836995, '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': [320, 1, [191, 261, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 132, 'dim': 24, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 67109184, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2], 'label': '320.4.a', 'level': 320, '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': 156, 'mf_new_dim': 24, 'num_forms': 19, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 24, 'sturm_bound': 192, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': 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mf_subspaces • Show schema
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id: 184021
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, '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': 7, 'weight': 4}
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id: 184022
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, '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': 8, 'weight': 4}
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id: 184012
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, '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': 6, 'weight': 4}
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id: 184014
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 6, 'weight': 4}
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id: 184015
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, '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': 5, 'weight': 4}
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id: 184017
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '32.4.a', 'sub_level': 32, 'sub_mult': 4, 'weight': 4}
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id: 184018
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, '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': 4, 'weight': 4}
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id: 184019
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '64.4.a', 'sub_level': 64, 'sub_mult': 2, 'weight': 4}
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id: 184020
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '80.4.a', 'sub_level': 80, 'sub_mult': 3, 'weight': 4}
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id: 184013
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '160.4.a', 'sub_level': 160, 'sub_mult': 2, 'weight': 4}
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id: 184016
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '320.4.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '320.4.a', 'sub_level': 320, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '320.4.a', 'level': 320, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10297000
{'hecke_orbit_code': 67109184, 'n': 1, 'trace_an': 24}
-
id: 10297001
{'hecke_orbit_code': 67109184, 'n': 2, 'trace_an': 0}
-
id: 10297002
{'hecke_orbit_code': 67109184, 'n': 3, 'trace_an': 0}
-
id: 10297003
{'hecke_orbit_code': 67109184, 'n': 4, 'trace_an': 0}
-
id: 10297004
{'hecke_orbit_code': 67109184, 'n': 5, 'trace_an': 0}
-
id: 10297005
{'hecke_orbit_code': 67109184, 'n': 6, 'trace_an': 0}
-
id: 10297006
{'hecke_orbit_code': 67109184, 'n': 7, 'trace_an': 0}
-
id: 10297007
{'hecke_orbit_code': 67109184, 'n': 8, 'trace_an': 0}
-
id: 10297008
{'hecke_orbit_code': 67109184, 'n': 9, 'trace_an': 216}
-
id: 10297009
{'hecke_orbit_code': 67109184, 'n': 10, 'trace_an': 0}
-
id: 10297010
{'hecke_orbit_code': 67109184, 'n': 11, 'trace_an': 0}
-
id: 10297011
{'hecke_orbit_code': 67109184, 'n': 12, 'trace_an': 0}
-
id: 10297012
{'hecke_orbit_code': 67109184, 'n': 13, 'trace_an': -144}
-
id: 10297013
{'hecke_orbit_code': 67109184, 'n': 14, 'trace_an': 0}
-
id: 10297014
{'hecke_orbit_code': 67109184, 'n': 15, 'trace_an': 0}
-
id: 10297015
{'hecke_orbit_code': 67109184, 'n': 16, 'trace_an': 0}
-
id: 10297016
{'hecke_orbit_code': 67109184, 'n': 17, 'trace_an': 0}
-
id: 10297017
{'hecke_orbit_code': 67109184, 'n': 18, 'trace_an': 0}
-
id: 10297018
{'hecke_orbit_code': 67109184, 'n': 19, 'trace_an': 0}
-
id: 10297019
{'hecke_orbit_code': 67109184, 'n': 20, 'trace_an': 0}
-
id: 10297020
{'hecke_orbit_code': 67109184, 'n': 21, 'trace_an': 240}
-
id: 10297021
{'hecke_orbit_code': 67109184, 'n': 22, 'trace_an': 0}
-
id: 10297022
{'hecke_orbit_code': 67109184, 'n': 23, 'trace_an': 0}
-
id: 10297023
{'hecke_orbit_code': 67109184, 'n': 24, 'trace_an': 0}
-
id: 10297024
{'hecke_orbit_code': 67109184, 'n': 25, 'trace_an': 600}
-
id: 10297025
{'hecke_orbit_code': 67109184, 'n': 26, 'trace_an': 0}
-
id: 10297026
{'hecke_orbit_code': 67109184, 'n': 27, 'trace_an': 0}
-
id: 10297027
{'hecke_orbit_code': 67109184, 'n': 28, 'trace_an': 0}
-
id: 10297028
{'hecke_orbit_code': 67109184, 'n': 29, 'trace_an': 400}
-
id: 10297029
{'hecke_orbit_code': 67109184, 'n': 30, 'trace_an': 0}
-
id: 10297030
{'hecke_orbit_code': 67109184, 'n': 31, 'trace_an': 0}
-
id: 10297031
{'hecke_orbit_code': 67109184, 'n': 32, 'trace_an': 0}
-
id: 10297032
{'hecke_orbit_code': 67109184, 'n': 33, 'trace_an': 464}
-
id: 10297033
{'hecke_orbit_code': 67109184, 'n': 34, 'trace_an': 0}
-
id: 10297034
{'hecke_orbit_code': 67109184, 'n': 35, 'trace_an': 0}
-
id: 10297035
{'hecke_orbit_code': 67109184, 'n': 36, 'trace_an': 0}
-
id: 10297036
{'hecke_orbit_code': 67109184, 'n': 37, 'trace_an': 1024}
-
id: 10297037
{'hecke_orbit_code': 67109184, 'n': 38, 'trace_an': 0}
-
id: 10297038
{'hecke_orbit_code': 67109184, 'n': 39, 'trace_an': 0}
-
id: 10297039
{'hecke_orbit_code': 67109184, 'n': 40, 'trace_an': 0}
-
id: 10297040
{'hecke_orbit_code': 67109184, 'n': 41, 'trace_an': 80}
-
id: 10297041
{'hecke_orbit_code': 67109184, 'n': 42, 'trace_an': 0}
-
id: 10297042
{'hecke_orbit_code': 67109184, 'n': 43, 'trace_an': 0}
-
id: 10297043
{'hecke_orbit_code': 67109184, 'n': 44, 'trace_an': 0}
-
id: 10297044
{'hecke_orbit_code': 67109184, 'n': 45, 'trace_an': 0}
-
id: 10297045
{'hecke_orbit_code': 67109184, 'n': 46, 'trace_an': 0}
-
id: 10297046
{'hecke_orbit_code': 67109184, 'n': 47, 'trace_an': 0}
-
id: 10297047
{'hecke_orbit_code': 67109184, 'n': 48, 'trace_an': 0}
-
id: 10297048
{'hecke_orbit_code': 67109184, 'n': 49, 'trace_an': 1176}
-
id: 10297049
{'hecke_orbit_code': 67109184, 'n': 50, 'trace_an': 0}
-
id: 10297050
{'hecke_orbit_code': 67109184, 'n': 51, 'trace_an': 0}
-
id: 10297051
{'hecke_orbit_code': 67109184, 'n': 52, 'trace_an': 0}
-
id: 10297052
{'hecke_orbit_code': 67109184, 'n': 53, 'trace_an': -752}
-
id: 10297053
{'hecke_orbit_code': 67109184, 'n': 54, 'trace_an': 0}
-
id: 10297054
{'hecke_orbit_code': 67109184, 'n': 55, 'trace_an': 0}
-
id: 10297055
{'hecke_orbit_code': 67109184, 'n': 56, 'trace_an': 0}
-
id: 10297056
{'hecke_orbit_code': 67109184, 'n': 57, 'trace_an': -688}
-
id: 10297057
{'hecke_orbit_code': 67109184, 'n': 58, 'trace_an': 0}
-
id: 10297058
{'hecke_orbit_code': 67109184, 'n': 59, 'trace_an': 0}
-
id: 10297059
{'hecke_orbit_code': 67109184, 'n': 60, 'trace_an': 0}
-
id: 10297060
{'hecke_orbit_code': 67109184, 'n': 61, 'trace_an': 3072}
-
id: 10297061
{'hecke_orbit_code': 67109184, 'n': 62, 'trace_an': 0}
-
id: 10297062
{'hecke_orbit_code': 67109184, 'n': 63, 'trace_an': 0}
-
id: 10297063
{'hecke_orbit_code': 67109184, 'n': 64, 'trace_an': 0}
-
id: 10297064
{'hecke_orbit_code': 67109184, 'n': 65, 'trace_an': 0}
-
id: 10297065
{'hecke_orbit_code': 67109184, 'n': 66, 'trace_an': 0}
-
id: 10297066
{'hecke_orbit_code': 67109184, 'n': 67, 'trace_an': 0}
-
id: 10297067
{'hecke_orbit_code': 67109184, 'n': 68, 'trace_an': 0}
-
id: 10297068
{'hecke_orbit_code': 67109184, 'n': 69, 'trace_an': 528}
-
id: 10297069
{'hecke_orbit_code': 67109184, 'n': 70, 'trace_an': 0}
-
id: 10297070
{'hecke_orbit_code': 67109184, 'n': 71, 'trace_an': 0}
-
id: 10297071
{'hecke_orbit_code': 67109184, 'n': 72, 'trace_an': 0}
-
id: 10297072
{'hecke_orbit_code': 67109184, 'n': 73, 'trace_an': 0}
-
id: 10297073
{'hecke_orbit_code': 67109184, 'n': 74, 'trace_an': 0}
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