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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1]], 25, 14], [[[2, 1], [3, -1]], 23, 15], [[[2, -1], [3, 1]], 23, 13], [[[2, 1], [3, 1]], 25, 16]], 'ALdims': [25, 23, 23, 25], 'Nk2': 27648, 'analytic_conductor': 101.95530048991978, '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': [1728, 1, [703, 325, 1217], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 828, 'dim': 96, 'eis_dim': 72, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11], 'hecke_orbit_code': 67110592, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], 'label': '1728.4.a', 'level': 1728, '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': 900, 'mf_new_dim': 96, 'num_forms': 58, 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mf_subspaces • Show schema
Hide schema
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id: 512240
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, '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': 18, 'weight': 4}
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id: 512241
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, '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': 16, 'weight': 4}
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id: 512242
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 14, 'weight': 4}
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id: 512220
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '12.4.a', 'sub_level': 12, 'sub_mult': 15, 'weight': 4}
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id: 512222
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, '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': 12, 'weight': 4}
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id: 512224
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '18.4.a', 'sub_level': 18, 'sub_mult': 12, 'weight': 4}
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id: 512227
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.4.a', 'sub_level': 24, 'sub_mult': 12, 'weight': 4}
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id: 512228
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '27.4.a', 'sub_level': 27, 'sub_mult': 7, 'weight': 4}
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id: 512230
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, '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': 8, 'weight': 4}
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id: 512231
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.4.a', 'sub_level': 36, 'sub_mult': 10, 'weight': 4}
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id: 512233
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '48.4.a', 'sub_level': 48, 'sub_mult': 9, 'weight': 4}
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id: 512234
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '54.4.a', 'sub_level': 54, 'sub_mult': 6, 'weight': 4}
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id: 512236
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, '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': 4, 'weight': 4}
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id: 512237
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '72.4.a', 'sub_level': 72, 'sub_mult': 8, 'weight': 4}
-
id: 512239
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '96.4.a', 'sub_level': 96, 'sub_mult': 6, 'weight': 4}
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id: 512219
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '108.4.a', 'sub_level': 108, 'sub_mult': 5, 'weight': 4}
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id: 512221
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '144.4.a', 'sub_level': 144, 'sub_mult': 6, 'weight': 4}
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id: 512225
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '192.4.a', 'sub_level': 192, 'sub_mult': 3, 'weight': 4}
-
id: 512226
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '216.4.a', 'sub_level': 216, 'sub_mult': 4, 'weight': 4}
-
id: 512229
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '288.4.a', 'sub_level': 288, 'sub_mult': 4, 'weight': 4}
-
id: 512232
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '432.4.a', 'sub_level': 432, 'sub_mult': 3, 'weight': 4}
-
id: 512235
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 29, 'sub_label': '576.4.a', 'sub_level': 576, 'sub_mult': 2, 'weight': 4}
-
id: 512238
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 48, 'sub_label': '864.4.a', 'sub_level': 864, 'sub_mult': 2, 'weight': 4}
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id: 512223
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.4.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 96, 'sub_label': '1728.4.a', 'sub_level': 1728, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1728.4.a', 'level': 1728, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 11705000
{'hecke_orbit_code': 67110592, 'n': 1, 'trace_an': 96}
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id: 11705001
{'hecke_orbit_code': 67110592, 'n': 2, 'trace_an': 0}
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id: 11705002
{'hecke_orbit_code': 67110592, 'n': 3, 'trace_an': 0}
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id: 11705003
{'hecke_orbit_code': 67110592, 'n': 4, 'trace_an': 0}
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id: 11705004
{'hecke_orbit_code': 67110592, 'n': 5, 'trace_an': 0}
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id: 11705005
{'hecke_orbit_code': 67110592, 'n': 6, 'trace_an': 0}
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id: 11705006
{'hecke_orbit_code': 67110592, 'n': 7, 'trace_an': 0}
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id: 11705007
{'hecke_orbit_code': 67110592, 'n': 8, 'trace_an': 0}
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id: 11705008
{'hecke_orbit_code': 67110592, 'n': 9, 'trace_an': 0}
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id: 11705009
{'hecke_orbit_code': 67110592, 'n': 10, 'trace_an': 0}
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id: 11705010
{'hecke_orbit_code': 67110592, 'n': 11, 'trace_an': 0}
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id: 11705011
{'hecke_orbit_code': 67110592, 'n': 12, 'trace_an': 0}
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id: 11705012
{'hecke_orbit_code': 67110592, 'n': 13, 'trace_an': 72}
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id: 11705013
{'hecke_orbit_code': 67110592, 'n': 14, 'trace_an': 0}
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id: 11705014
{'hecke_orbit_code': 67110592, 'n': 15, 'trace_an': 0}
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id: 11705015
{'hecke_orbit_code': 67110592, 'n': 16, 'trace_an': 0}
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id: 11705016
{'hecke_orbit_code': 67110592, 'n': 17, 'trace_an': 0}
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id: 11705017
{'hecke_orbit_code': 67110592, 'n': 18, 'trace_an': 0}
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id: 11705018
{'hecke_orbit_code': 67110592, 'n': 19, 'trace_an': 0}
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id: 11705019
{'hecke_orbit_code': 67110592, 'n': 20, 'trace_an': 0}
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id: 11705020
{'hecke_orbit_code': 67110592, 'n': 21, 'trace_an': 0}
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