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mf_newspaces • Show schema
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{'Nk2': 3888, 'analytic_conductor': 19.554173282934105, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': -1, 'char_values': [48, 2, [31, 37, 17], [1, 2, 2]], 'conrey_index': 31, 'cusp_dim': 58, 'dim': 8, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 412467855408, 'hecke_orbit_dims': [2, 2, 4], 'label': '48.9.g', 'level': 48, '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': 70, 'mf_new_dim': 8, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 72, 'trace_bound': 5, 'trace_display': [0, 0, 1008, 0], 'traces': [8, 0, 0, 0, 1008, 0, 0, 0, -17496, 0, 0, 0, 59984, 0, 0, 0, 115920, 0, 0, 0, -121824, 0, 0, 0, 2112280, 0, 0, 0, 206640, 0, 0, 0, 2760480, 0, 0, 0, -3960560, 0, 0, 0, 13472208, 0, 0, 0, -2204496, 0, 0, 0, 6149768, 0, 0, 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mf_subspaces • Show schema
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id: 112199
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 31, 'conrey_indexes': [31], 'label': '48.9.g', 'level': 48, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3], 'sub_dim': 3, 'sub_label': '4.9.b', 'sub_level': 4, 'sub_mult': 6, 'weight': 9}
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id: 112196
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 31, 'conrey_indexes': [31], 'label': '48.9.g', 'level': 48, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7], 'sub_dim': 8, 'sub_label': '12.9.d', 'sub_level': 12, 'sub_mult': 3, 'weight': 9}
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id: 112197
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 31, 'conrey_indexes': [31], 'label': '48.9.g', 'level': 48, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 15, 'sub_conrey_indexes': [15], 'sub_dim': 4, 'sub_label': '16.9.c', 'sub_level': 16, 'sub_mult': 2, 'weight': 9}
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id: 112198
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 31, 'conrey_indexes': [31], 'label': '48.9.g', 'level': 48, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 31, 'sub_conrey_indexes': [31], 'sub_dim': 8, 'sub_label': '48.9.g', 'sub_level': 48, 'sub_mult': 1, 'weight': 9}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 7, 'label': '48.9.g', 'level': 48, 'portrait': 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', 'weight': 9}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 69587000
{'hecke_orbit_code': 412467855408, 'n': 1, 'trace_an': 8}
-
id: 69587001
{'hecke_orbit_code': 412467855408, 'n': 2, 'trace_an': 0}
-
id: 69587002
{'hecke_orbit_code': 412467855408, 'n': 3, 'trace_an': 0}
-
id: 69587003
{'hecke_orbit_code': 412467855408, 'n': 4, 'trace_an': 0}
-
id: 69587004
{'hecke_orbit_code': 412467855408, 'n': 5, 'trace_an': 1008}
-
id: 69587005
{'hecke_orbit_code': 412467855408, 'n': 6, 'trace_an': 0}
-
id: 69587006
{'hecke_orbit_code': 412467855408, 'n': 7, 'trace_an': 0}
-
id: 69587007
{'hecke_orbit_code': 412467855408, 'n': 8, 'trace_an': 0}
-
id: 69587008
{'hecke_orbit_code': 412467855408, 'n': 9, 'trace_an': -17496}
-
id: 69587009
{'hecke_orbit_code': 412467855408, 'n': 10, 'trace_an': 0}
-
id: 69587010
{'hecke_orbit_code': 412467855408, 'n': 11, 'trace_an': 0}
-
id: 69587011
{'hecke_orbit_code': 412467855408, 'n': 12, 'trace_an': 0}
-
id: 69587012
{'hecke_orbit_code': 412467855408, 'n': 13, 'trace_an': 59984}
-
id: 69587013
{'hecke_orbit_code': 412467855408, 'n': 14, 'trace_an': 0}
-
id: 69587014
{'hecke_orbit_code': 412467855408, 'n': 15, 'trace_an': 0}
-
id: 69587015
{'hecke_orbit_code': 412467855408, 'n': 16, 'trace_an': 0}
-
id: 69587016
{'hecke_orbit_code': 412467855408, 'n': 17, 'trace_an': 115920}
-
id: 69587017
{'hecke_orbit_code': 412467855408, 'n': 18, 'trace_an': 0}
-
id: 69587018
{'hecke_orbit_code': 412467855408, 'n': 19, 'trace_an': 0}
-
id: 69587019
{'hecke_orbit_code': 412467855408, 'n': 20, 'trace_an': 0}
-
id: 69587020
{'hecke_orbit_code': 412467855408, 'n': 21, 'trace_an': -121824}
-
id: 69587021
{'hecke_orbit_code': 412467855408, 'n': 22, 'trace_an': 0}
-
id: 69587022
{'hecke_orbit_code': 412467855408, 'n': 23, 'trace_an': 0}
-
id: 69587023
{'hecke_orbit_code': 412467855408, 'n': 24, 'trace_an': 0}
-
id: 69587024
{'hecke_orbit_code': 412467855408, 'n': 25, 'trace_an': 2112280}
-
id: 69587025
{'hecke_orbit_code': 412467855408, 'n': 26, 'trace_an': 0}
-
id: 69587026
{'hecke_orbit_code': 412467855408, 'n': 27, 'trace_an': 0}
-
id: 69587027
{'hecke_orbit_code': 412467855408, 'n': 28, 'trace_an': 0}
-
id: 69587028
{'hecke_orbit_code': 412467855408, 'n': 29, 'trace_an': 206640}
-
id: 69587029
{'hecke_orbit_code': 412467855408, 'n': 30, 'trace_an': 0}
-
id: 69587030
{'hecke_orbit_code': 412467855408, 'n': 31, 'trace_an': 0}
-
id: 69587031
{'hecke_orbit_code': 412467855408, 'n': 32, 'trace_an': 0}
-
id: 69587032
{'hecke_orbit_code': 412467855408, 'n': 33, 'trace_an': 2760480}
-
id: 69587033
{'hecke_orbit_code': 412467855408, 'n': 34, 'trace_an': 0}
-
id: 69587034
{'hecke_orbit_code': 412467855408, 'n': 35, 'trace_an': 0}
-
id: 69587035
{'hecke_orbit_code': 412467855408, 'n': 36, 'trace_an': 0}
-
id: 69587036
{'hecke_orbit_code': 412467855408, 'n': 37, 'trace_an': -3960560}
-
id: 69587037
{'hecke_orbit_code': 412467855408, 'n': 38, 'trace_an': 0}
-
id: 69587038
{'hecke_orbit_code': 412467855408, 'n': 39, 'trace_an': 0}
-
id: 69587039
{'hecke_orbit_code': 412467855408, 'n': 40, 'trace_an': 0}
-
id: 69587040
{'hecke_orbit_code': 412467855408, 'n': 41, 'trace_an': 13472208}
-
id: 69587041
{'hecke_orbit_code': 412467855408, 'n': 42, 'trace_an': 0}
-
id: 69587042
{'hecke_orbit_code': 412467855408, 'n': 43, 'trace_an': 0}
-
id: 69587043
{'hecke_orbit_code': 412467855408, 'n': 44, 'trace_an': 0}
-
id: 69587044
{'hecke_orbit_code': 412467855408, 'n': 45, 'trace_an': -2204496}
-
id: 69587045
{'hecke_orbit_code': 412467855408, 'n': 46, 'trace_an': 0}
-
id: 69587046
{'hecke_orbit_code': 412467855408, 'n': 47, 'trace_an': 0}
-
id: 69587047
{'hecke_orbit_code': 412467855408, 'n': 48, 'trace_an': 0}
-
id: 69587048
{'hecke_orbit_code': 412467855408, 'n': 49, 'trace_an': 6149768}
-
id: 69587049
{'hecke_orbit_code': 412467855408, 'n': 50, 'trace_an': 0}
-
id: 69587050
{'hecke_orbit_code': 412467855408, 'n': 51, 'trace_an': 0}
-
id: 69587051
{'hecke_orbit_code': 412467855408, 'n': 52, 'trace_an': 0}
-
id: 69587052
{'hecke_orbit_code': 412467855408, 'n': 53, 'trace_an': -42196176}
-
id: 69587053
{'hecke_orbit_code': 412467855408, 'n': 54, 'trace_an': 0}
-
id: 69587054
{'hecke_orbit_code': 412467855408, 'n': 55, 'trace_an': 0}
-
id: 69587055
{'hecke_orbit_code': 412467855408, 'n': 56, 'trace_an': 0}
-
id: 69587056
{'hecke_orbit_code': 412467855408, 'n': 57, 'trace_an': 775008}
-
id: 69587057
{'hecke_orbit_code': 412467855408, 'n': 58, 'trace_an': 0}
-
id: 69587058
{'hecke_orbit_code': 412467855408, 'n': 59, 'trace_an': 0}
-
id: 69587059
{'hecke_orbit_code': 412467855408, 'n': 60, 'trace_an': 0}
-
id: 69587060
{'hecke_orbit_code': 412467855408, 'n': 61, 'trace_an': 16762000}
-
id: 69587061
{'hecke_orbit_code': 412467855408, 'n': 62, 'trace_an': 0}
-
id: 69587062
{'hecke_orbit_code': 412467855408, 'n': 63, 'trace_an': 0}
-
id: 69587063
{'hecke_orbit_code': 412467855408, 'n': 64, 'trace_an': 0}
-
id: 69587064
{'hecke_orbit_code': 412467855408, 'n': 65, 'trace_an': -65829024}
-
id: 69587065
{'hecke_orbit_code': 412467855408, 'n': 66, 'trace_an': 0}
-
id: 69587066
{'hecke_orbit_code': 412467855408, 'n': 67, 'trace_an': 0}
-
id: 69587067
{'hecke_orbit_code': 412467855408, 'n': 68, 'trace_an': 0}
-
id: 69587068
{'hecke_orbit_code': 412467855408, 'n': 69, 'trace_an': 0}
-
id: 69587069
{'hecke_orbit_code': 412467855408, 'n': 70, 'trace_an': 0}
-
id: 69587070
{'hecke_orbit_code': 412467855408, 'n': 71, 'trace_an': 0}
-
id: 69587071
{'hecke_orbit_code': 412467855408, 'n': 72, 'trace_an': 0}
-
id: 69587072
{'hecke_orbit_code': 412467855408, 'n': 73, 'trace_an': -89954800}
-
id: 69587073
{'hecke_orbit_code': 412467855408, 'n': 74, 'trace_an': 0}
-
id: 69587074
{'hecke_orbit_code': 412467855408, 'n': 75, 'trace_an': 0}
-
id: 69587075
{'hecke_orbit_code': 412467855408, 'n': 76, 'trace_an': 0}
-
id: 69587076
{'hecke_orbit_code': 412467855408, 'n': 77, 'trace_an': 39265920}
-
id: 69587077
{'hecke_orbit_code': 412467855408, 'n': 78, 'trace_an': 0}
-
id: 69587078
{'hecke_orbit_code': 412467855408, 'n': 79, 'trace_an': 0}
-
id: 69587079
{'hecke_orbit_code': 412467855408, 'n': 80, 'trace_an': 0}
-
id: 69587080
{'hecke_orbit_code': 412467855408, 'n': 81, 'trace_an': 38263752}
-
id: 69587081
{'hecke_orbit_code': 412467855408, 'n': 82, 'trace_an': 0}
-
id: 69587082
{'hecke_orbit_code': 412467855408, 'n': 83, 'trace_an': 0}
-
id: 69587083
{'hecke_orbit_code': 412467855408, 'n': 84, 'trace_an': 0}
-
id: 69587084
{'hecke_orbit_code': 412467855408, 'n': 85, 'trace_an': 147417696}
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