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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [19, -1]], 12, 7], [[[2, -1], [3, 1], [19, -1]], 10, 7], [[[2, -1], [3, 1], [19, 1]], 9, 6], [[[2, 1], [3, 1], [19, 1]], 9, 7], [[[2, 1], [3, -1], [19, -1]], 6, 6], [[[2, -1], [3, -1], [19, 1]], 7, 5], [[[2, 1], [3, 1], [19, -1]], 8, 6], [[[2, 1], [3, -1], [19, 1]], 11, 8]], 'ALdims': [9, 8, 11, 6, 9, 10, 7, 12], 'Nk2': 14592, 'analytic_conductor': 29.129426657363084, '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': [3648, 1, [2623, 2053, 1217, 1921], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 617, 'dim': 72, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11, 23, 31], 'hecke_orbit_code': 33558080, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3], 'label': '3648.2.a', 'level': 3648, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'mf_dim': 664, 'mf_new_dim': 72, 'num_forms': 52, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 72, 'sturm_bound': 1280, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [72, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 88, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, -16, 0, 0, 0, 72, 0, 0, 0, -48, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, -48, 0, 0, 0, 32, 0, 0, 0, 32, 0, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 32, 0, 0, 0, 16, 0, 0, 0, 16, 0, 0, 0, -64, 0, 0, 0, 64, 0, 0, 0, 88, 0, 0, 0, -96, 0, 0, 0, 32, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -112, 0, 0, 0, 0, 0, 0, 0, 64, 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mf_subspaces • Show schema
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id: 870391
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, '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': 8, 'weight': 2}
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id: 870393
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, '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': 8, 'weight': 2}
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id: 870395
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '38.2.a', 'sub_level': 38, 'sub_mult': 12, 'weight': 2}
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id: 870397
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, '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: 870389
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 14, 'weight': 2}
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id: 870398
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '57.2.a', 'sub_level': 57, 'sub_mult': 7, 'weight': 2}
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id: 870400
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, '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': 4, 'weight': 2}
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id: 870401
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '76.2.a', 'sub_level': 76, 'sub_mult': 10, 'weight': 2}
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id: 870403
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, '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': 4, 'weight': 2}
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id: 870384
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '114.2.a', 'sub_level': 114, 'sub_mult': 6, 'weight': 2}
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id: 870386
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '152.2.a', 'sub_level': 152, 'sub_mult': 8, 'weight': 2}
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id: 870388
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, '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': 2, 'weight': 2}
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id: 870390
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '228.2.a', 'sub_level': 228, 'sub_mult': 5, 'weight': 2}
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id: 870392
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '304.2.a', 'sub_level': 304, 'sub_mult': 6, 'weight': 2}
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id: 870396
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '456.2.a', 'sub_level': 456, 'sub_mult': 4, 'weight': 2}
-
id: 870399
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '608.2.a', 'sub_level': 608, 'sub_mult': 4, 'weight': 2}
-
id: 870402
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '912.2.a', 'sub_level': 912, 'sub_mult': 3, 'weight': 2}
-
id: 870385
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 36, 'sub_label': '1216.2.a', 'sub_level': 1216, 'sub_mult': 2, 'weight': 2}
-
id: 870387
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 36, 'sub_label': '1824.2.a', 'sub_level': 1824, 'sub_mult': 2, 'weight': 2}
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id: 870394
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3648.2.a', 'level': 3648, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 72, 'sub_label': '3648.2.a', 'sub_level': 3648, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '3648.2.a', 'level': 3648, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 3629000
{'hecke_orbit_code': 33558080, 'n': 1, 'trace_an': 72}
-
id: 3629001
{'hecke_orbit_code': 33558080, 'n': 2, 'trace_an': 0}
-
id: 3629002
{'hecke_orbit_code': 33558080, 'n': 3, 'trace_an': 0}
-
id: 3629003
{'hecke_orbit_code': 33558080, 'n': 4, 'trace_an': 0}
-
id: 3629004
{'hecke_orbit_code': 33558080, 'n': 5, 'trace_an': 0}
-
id: 3629005
{'hecke_orbit_code': 33558080, 'n': 6, 'trace_an': 0}
-
id: 3629006
{'hecke_orbit_code': 33558080, 'n': 7, 'trace_an': 0}
-
id: 3629007
{'hecke_orbit_code': 33558080, 'n': 8, 'trace_an': 0}
-
id: 3629008
{'hecke_orbit_code': 33558080, 'n': 9, 'trace_an': 72}
-
id: 3629009
{'hecke_orbit_code': 33558080, 'n': 10, 'trace_an': 0}
-
id: 3629010
{'hecke_orbit_code': 33558080, 'n': 11, 'trace_an': 0}
-
id: 3629011
{'hecke_orbit_code': 33558080, 'n': 12, 'trace_an': 0}
-
id: 3629012
{'hecke_orbit_code': 33558080, 'n': 13, 'trace_an': 0}
-
id: 3629013
{'hecke_orbit_code': 33558080, 'n': 14, 'trace_an': 0}
-
id: 3629014
{'hecke_orbit_code': 33558080, 'n': 15, 'trace_an': 0}
-
id: 3629015
{'hecke_orbit_code': 33558080, 'n': 16, 'trace_an': 0}
-
id: 3629016
{'hecke_orbit_code': 33558080, 'n': 17, 'trace_an': 16}
-
id: 3629017
{'hecke_orbit_code': 33558080, 'n': 18, 'trace_an': 0}
-
id: 3629018
{'hecke_orbit_code': 33558080, 'n': 19, 'trace_an': 0}
-
id: 3629019
{'hecke_orbit_code': 33558080, 'n': 20, 'trace_an': 0}
-
id: 3629020
{'hecke_orbit_code': 33558080, 'n': 21, 'trace_an': 0}
-
id: 3629021
{'hecke_orbit_code': 33558080, 'n': 22, 'trace_an': 0}
-
id: 3629022
{'hecke_orbit_code': 33558080, 'n': 23, 'trace_an': 0}
-
id: 3629023
{'hecke_orbit_code': 33558080, 'n': 24, 'trace_an': 0}
-
id: 3629024
{'hecke_orbit_code': 33558080, 'n': 25, 'trace_an': 88}
-
id: 3629025
{'hecke_orbit_code': 33558080, 'n': 26, 'trace_an': 0}
-
id: 3629026
{'hecke_orbit_code': 33558080, 'n': 27, 'trace_an': 0}
-
id: 3629027
{'hecke_orbit_code': 33558080, 'n': 28, 'trace_an': 0}
-
id: 3629028
{'hecke_orbit_code': 33558080, 'n': 29, 'trace_an': 32}
-
id: 3629029
{'hecke_orbit_code': 33558080, 'n': 30, 'trace_an': 0}
-
id: 3629030
{'hecke_orbit_code': 33558080, 'n': 31, 'trace_an': 0}
-
id: 3629031
{'hecke_orbit_code': 33558080, 'n': 32, 'trace_an': 0}
-
id: 3629032
{'hecke_orbit_code': 33558080, 'n': 33, 'trace_an': 0}
-
id: 3629033
{'hecke_orbit_code': 33558080, 'n': 34, 'trace_an': 0}
-
id: 3629034
{'hecke_orbit_code': 33558080, 'n': 35, 'trace_an': 0}
-
id: 3629035
{'hecke_orbit_code': 33558080, 'n': 36, 'trace_an': 0}
-
id: 3629036
{'hecke_orbit_code': 33558080, 'n': 37, 'trace_an': 32}
-
id: 3629037
{'hecke_orbit_code': 33558080, 'n': 38, 'trace_an': 0}
-
id: 3629038
{'hecke_orbit_code': 33558080, 'n': 39, 'trace_an': 0}
-
id: 3629039
{'hecke_orbit_code': 33558080, 'n': 40, 'trace_an': 0}
-
id: 3629040
{'hecke_orbit_code': 33558080, 'n': 41, 'trace_an': 16}
-
id: 3629041
{'hecke_orbit_code': 33558080, 'n': 42, 'trace_an': 0}
-
id: 3629042
{'hecke_orbit_code': 33558080, 'n': 43, 'trace_an': 0}
-
id: 3629043
{'hecke_orbit_code': 33558080, 'n': 44, 'trace_an': 0}
-
id: 3629044
{'hecke_orbit_code': 33558080, 'n': 45, 'trace_an': 0}
-
id: 3629045
{'hecke_orbit_code': 33558080, 'n': 46, 'trace_an': 0}
-
id: 3629046
{'hecke_orbit_code': 33558080, 'n': 47, 'trace_an': 0}
-
id: 3629047
{'hecke_orbit_code': 33558080, 'n': 48, 'trace_an': 0}
-
id: 3629048
{'hecke_orbit_code': 33558080, 'n': 49, 'trace_an': 72}
-
id: 3629049
{'hecke_orbit_code': 33558080, 'n': 50, 'trace_an': 0}
-
id: 3629050
{'hecke_orbit_code': 33558080, 'n': 51, 'trace_an': 0}
-
id: 3629051
{'hecke_orbit_code': 33558080, 'n': 52, 'trace_an': 0}
-
id: 3629052
{'hecke_orbit_code': 33558080, 'n': 53, 'trace_an': 32}
-
id: 3629053
{'hecke_orbit_code': 33558080, 'n': 54, 'trace_an': 0}
-
id: 3629054
{'hecke_orbit_code': 33558080, 'n': 55, 'trace_an': 0}
-
id: 3629055
{'hecke_orbit_code': 33558080, 'n': 56, 'trace_an': 0}
-
id: 3629056
{'hecke_orbit_code': 33558080, 'n': 57, 'trace_an': 0}
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id: 3629057
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