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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, -1], [3, -1]], 6, 3], [[[2, 1], [3, -1]], 10, 4], [[[2, -1], [3, 1]], 10, 4], [[[2, 1], [3, 1]], 6, 3]], 'ALdims': [6, 10, 10, 6], 'Nk2': 6144, 'analytic_conductor': 12.265021750468668, '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': [1536, 1, [511, 517, 1025], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 225, 'dim': 32, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11], 'hecke_orbit_code': 33555968, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4], 'label': '1536.2.a', 'level': 1536, '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': 288, 'mf_new_dim': 32, 'num_forms': 14, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 512, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [32, 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mf_subspaces • Show schema
Hide schema
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id: 472138
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 4, 'weight': 2}
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id: 472137
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 7, 'weight': 2}
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id: 472139
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 10, 'weight': 2}
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id: 472141
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 6, 'weight': 2}
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id: 472143
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 8, 'weight': 2}
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id: 472145
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 5, 'weight': 2}
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id: 472134
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 6, 'weight': 2}
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id: 472136
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 4, 'weight': 2}
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id: 472140
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 3, 'weight': 2}
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id: 472142
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 2, 'weight': 2}
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id: 472144
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 2, 'weight': 2}
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id: 472135
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1536.2.a', 'level': 1536, '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': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1536.2.a', 'level': 1536, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1517000
{'hecke_orbit_code': 33555968, 'n': 1, 'trace_an': 32}
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id: 1517001
{'hecke_orbit_code': 33555968, 'n': 2, 'trace_an': 0}
-
id: 1517002
{'hecke_orbit_code': 33555968, 'n': 3, 'trace_an': 0}
-
id: 1517003
{'hecke_orbit_code': 33555968, 'n': 4, 'trace_an': 0}
-
id: 1517004
{'hecke_orbit_code': 33555968, 'n': 5, 'trace_an': 0}
-
id: 1517005
{'hecke_orbit_code': 33555968, 'n': 6, 'trace_an': 0}
-
id: 1517006
{'hecke_orbit_code': 33555968, 'n': 7, 'trace_an': 0}
-
id: 1517007
{'hecke_orbit_code': 33555968, 'n': 8, 'trace_an': 0}
-
id: 1517008
{'hecke_orbit_code': 33555968, 'n': 9, 'trace_an': 32}
-
id: 1517009
{'hecke_orbit_code': 33555968, 'n': 10, 'trace_an': 0}
-
id: 1517010
{'hecke_orbit_code': 33555968, 'n': 11, 'trace_an': 0}
-
id: 1517011
{'hecke_orbit_code': 33555968, 'n': 12, 'trace_an': 0}
-
id: 1517012
{'hecke_orbit_code': 33555968, 'n': 13, 'trace_an': 0}
-
id: 1517013
{'hecke_orbit_code': 33555968, 'n': 14, 'trace_an': 0}
-
id: 1517014
{'hecke_orbit_code': 33555968, 'n': 15, 'trace_an': 0}
-
id: 1517015
{'hecke_orbit_code': 33555968, 'n': 16, 'trace_an': 0}
-
id: 1517016
{'hecke_orbit_code': 33555968, 'n': 17, 'trace_an': 0}
-
id: 1517017
{'hecke_orbit_code': 33555968, 'n': 18, 'trace_an': 0}
-
id: 1517018
{'hecke_orbit_code': 33555968, 'n': 19, 'trace_an': 0}
-
id: 1517019
{'hecke_orbit_code': 33555968, 'n': 20, 'trace_an': 0}
-
id: 1517020
{'hecke_orbit_code': 33555968, 'n': 21, 'trace_an': 0}
-
id: 1517021
{'hecke_orbit_code': 33555968, 'n': 22, 'trace_an': 0}
-
id: 1517022
{'hecke_orbit_code': 33555968, 'n': 23, 'trace_an': 0}
-
id: 1517023
{'hecke_orbit_code': 33555968, 'n': 24, 'trace_an': 0}
-
id: 1517024
{'hecke_orbit_code': 33555968, 'n': 25, 'trace_an': 32}
-
id: 1517025
{'hecke_orbit_code': 33555968, 'n': 26, 'trace_an': 0}
-
id: 1517026
{'hecke_orbit_code': 33555968, 'n': 27, 'trace_an': 0}
-
id: 1517027
{'hecke_orbit_code': 33555968, 'n': 28, 'trace_an': 0}
-
id: 1517028
{'hecke_orbit_code': 33555968, 'n': 29, 'trace_an': 0}
-
id: 1517029
{'hecke_orbit_code': 33555968, 'n': 30, 'trace_an': 0}
-
id: 1517030
{'hecke_orbit_code': 33555968, 'n': 31, 'trace_an': 0}
-
id: 1517031
{'hecke_orbit_code': 33555968, 'n': 32, 'trace_an': 0}
-
id: 1517032
{'hecke_orbit_code': 33555968, 'n': 33, 'trace_an': 0}
-
id: 1517033
{'hecke_orbit_code': 33555968, 'n': 34, 'trace_an': 0}
-
id: 1517034
{'hecke_orbit_code': 33555968, 'n': 35, 'trace_an': 0}
-
id: 1517035
{'hecke_orbit_code': 33555968, 'n': 36, 'trace_an': 0}
-
id: 1517036
{'hecke_orbit_code': 33555968, 'n': 37, 'trace_an': 0}
-
id: 1517037
{'hecke_orbit_code': 33555968, 'n': 38, 'trace_an': 0}
-
id: 1517038
{'hecke_orbit_code': 33555968, 'n': 39, 'trace_an': 0}
-
id: 1517039
{'hecke_orbit_code': 33555968, 'n': 40, 'trace_an': 0}
-
id: 1517040
{'hecke_orbit_code': 33555968, 'n': 41, 'trace_an': 0}
-
id: 1517041
{'hecke_orbit_code': 33555968, 'n': 42, 'trace_an': 0}
-
id: 1517042
{'hecke_orbit_code': 33555968, 'n': 43, 'trace_an': 0}
-
id: 1517043
{'hecke_orbit_code': 33555968, 'n': 44, 'trace_an': 0}
-
id: 1517044
{'hecke_orbit_code': 33555968, 'n': 45, 'trace_an': 0}
-
id: 1517045
{'hecke_orbit_code': 33555968, 'n': 46, 'trace_an': 0}
-
id: 1517046
{'hecke_orbit_code': 33555968, 'n': 47, 'trace_an': 0}
-
id: 1517047
{'hecke_orbit_code': 33555968, 'n': 48, 'trace_an': 0}
-
id: 1517048
{'hecke_orbit_code': 33555968, 'n': 49, 'trace_an': 32}
-
id: 1517049
{'hecke_orbit_code': 33555968, 'n': 50, 'trace_an': 0}
-
id: 1517050
{'hecke_orbit_code': 33555968, 'n': 51, 'trace_an': 0}
-
id: 1517051
{'hecke_orbit_code': 33555968, 'n': 52, 'trace_an': 0}
-
id: 1517052
{'hecke_orbit_code': 33555968, 'n': 53, 'trace_an': 0}
-
id: 1517053
{'hecke_orbit_code': 33555968, 'n': 54, 'trace_an': 0}
-
id: 1517054
{'hecke_orbit_code': 33555968, 'n': 55, 'trace_an': 0}
-
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{'hecke_orbit_code': 33555968, 'n': 954, 'trace_an': 0}
-
id: 1517954
{'hecke_orbit_code': 33555968, 'n': 955, 'trace_an': 0}
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id: 1517955
{'hecke_orbit_code': 33555968, 'n': 956, 'trace_an': 0}
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id: 1517956
{'hecke_orbit_code': 33555968, 'n': 957, 'trace_an': 0}
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id: 1517957
{'hecke_orbit_code': 33555968, 'n': 958, 'trace_an': 0}
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id: 1517958
{'hecke_orbit_code': 33555968, 'n': 959, 'trace_an': 0}
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id: 1517959
{'hecke_orbit_code': 33555968, 'n': 960, 'trace_an': 0}
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id: 1517960
{'hecke_orbit_code': 33555968, 'n': 961, 'trace_an': 32}
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id: 1517961
{'hecke_orbit_code': 33555968, 'n': 962, 'trace_an': 0}
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id: 1517962
{'hecke_orbit_code': 33555968, 'n': 963, 'trace_an': 0}
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id: 1517963
{'hecke_orbit_code': 33555968, 'n': 964, 'trace_an': 0}
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id: 1517964
{'hecke_orbit_code': 33555968, 'n': 965, 'trace_an': 0}
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id: 1517965
{'hecke_orbit_code': 33555968, 'n': 966, 'trace_an': 0}
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id: 1517966
{'hecke_orbit_code': 33555968, 'n': 967, 'trace_an': 0}
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id: 1517967
{'hecke_orbit_code': 33555968, 'n': 968, 'trace_an': 0}
-
id: 1517968
{'hecke_orbit_code': 33555968, 'n': 969, 'trace_an': 0}
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id: 1517969
{'hecke_orbit_code': 33555968, 'n': 970, 'trace_an': 0}
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id: 1517970
{'hecke_orbit_code': 33555968, 'n': 971, 'trace_an': 0}
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id: 1517971
{'hecke_orbit_code': 33555968, 'n': 972, 'trace_an': 0}
-
id: 1517972
{'hecke_orbit_code': 33555968, 'n': 973, 'trace_an': 0}
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id: 1517973
{'hecke_orbit_code': 33555968, 'n': 974, 'trace_an': 0}
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id: 1517974
{'hecke_orbit_code': 33555968, 'n': 975, 'trace_an': 0}
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id: 1517975
{'hecke_orbit_code': 33555968, 'n': 976, 'trace_an': 0}
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id: 1517976
{'hecke_orbit_code': 33555968, 'n': 977, 'trace_an': 0}
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id: 1517977
{'hecke_orbit_code': 33555968, 'n': 978, 'trace_an': 0}
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id: 1517978
{'hecke_orbit_code': 33555968, 'n': 979, 'trace_an': 0}
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id: 1517979
{'hecke_orbit_code': 33555968, 'n': 980, 'trace_an': 0}
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id: 1517980
{'hecke_orbit_code': 33555968, 'n': 981, 'trace_an': 0}
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id: 1517981
{'hecke_orbit_code': 33555968, 'n': 982, 'trace_an': 0}
-
id: 1517982
{'hecke_orbit_code': 33555968, 'n': 983, 'trace_an': 0}
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id: 1517983
{'hecke_orbit_code': 33555968, 'n': 984, 'trace_an': 0}
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id: 1517984
{'hecke_orbit_code': 33555968, 'n': 985, 'trace_an': -192}
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id: 1517985
{'hecke_orbit_code': 33555968, 'n': 986, 'trace_an': 0}
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id: 1517986
{'hecke_orbit_code': 33555968, 'n': 987, 'trace_an': 0}
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id: 1517987
{'hecke_orbit_code': 33555968, 'n': 988, 'trace_an': 0}
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id: 1517988
{'hecke_orbit_code': 33555968, 'n': 989, 'trace_an': 0}
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id: 1517989
{'hecke_orbit_code': 33555968, 'n': 990, 'trace_an': 0}
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id: 1517990
{'hecke_orbit_code': 33555968, 'n': 991, 'trace_an': 0}
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id: 1517991
{'hecke_orbit_code': 33555968, 'n': 992, 'trace_an': 0}
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id: 1517992
{'hecke_orbit_code': 33555968, 'n': 993, 'trace_an': -128}
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id: 1517993
{'hecke_orbit_code': 33555968, 'n': 994, 'trace_an': 0}
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id: 1517994
{'hecke_orbit_code': 33555968, 'n': 995, 'trace_an': 0}
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id: 1517995
{'hecke_orbit_code': 33555968, 'n': 996, 'trace_an': 0}
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id: 1517996
{'hecke_orbit_code': 33555968, 'n': 997, 'trace_an': 0}
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id: 1517997
{'hecke_orbit_code': 33555968, 'n': 998, 'trace_an': 0}
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id: 1517998
{'hecke_orbit_code': 33555968, 'n': 999, 'trace_an': 0}
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id: 1517999
{'hecke_orbit_code': 33555968, 'n': 1000, 'trace_an': 0}