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mf_newspaces • Show schema
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{'Nk2': 11160, 'analytic_conductor': 22.278262163937228, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [2790, 2, [2171, 1117, 1801], [2, 1, 2]], 'conrey_index': 559, 'cusp_dim': 560, 'dim': 76, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 206191987430, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 6, 6, 8, 8, 12, 16], 'label': '2790.2.d', 'level': 2790, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'mf_dim': 592, 'mf_new_dim': 76, 'num_forms': 15, 'prim_orbit_index': 2, 'relative_dim': 76, 'sturm_bound': 1152, 'trace_bound': 11, 'trace_display': [0, 0, -4, 0], 'traces': [76, 0, 0, -76, -4, 0, 0, 0, 0, 0, 12, 0, 0, 8, 0, 76, 0, 0, 16, 4, 0, 0, 0, 0, -12, -12, 0, 0, -4, 0, 0, 0, 0, 8, -8, 0, 0, 0, 0, 0, -16, 0, 0, -12, 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0, 0, 0, 0, -72, -392, 0, 0, -8, 0, 84, 0, 0, 160, 112, 0, 0, 0, 0, -244, -64, 0, 0, 284, 0, 472, 0, 0, -296, -304, 0, 0, 0, 0, 40, 232, 0, 0, 28, 0, -48, 0, 0, 664, 360, 0, 0, 0, 0, 40, 168, 0, 0, 124, 0, 16, 0, 0, 0, 328, 0, 0, 0, 0, 264, -560, 0, 0, 280, 0, -180, 0, 0, 16, 44], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 722241
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 559, 'conrey_indexes': [559], 'label': '2790.2.d', 'level': 2790, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '30.2.c', 'sub_level': 30, 'sub_mult': 4, 'weight': 2}
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id: 722243
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 559, 'conrey_indexes': [559], 'label': '2790.2.d', 'level': 2790, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '45.2.b', 'sub_level': 45, 'sub_mult': 4, 'weight': 2}
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id: 722245
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 559, 'conrey_indexes': [559], 'label': '2790.2.d', 'level': 2790, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '90.2.c', 'sub_level': 90, 'sub_mult': 2, 'weight': 2}
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id: 722239
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 559, 'conrey_indexes': [559], 'label': '2790.2.d', 'level': 2790, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 94, 'sub_conrey_indexes': [94], 'sub_dim': 14, 'sub_label': '155.2.b', 'sub_level': 155, 'sub_mult': 6, 'weight': 2}
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id: 722242
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 559, 'conrey_indexes': [559], 'label': '2790.2.d', 'level': 2790, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 249, 'sub_conrey_indexes': [249], 'sub_dim': 16, 'sub_label': '310.2.b', 'sub_level': 310, 'sub_mult': 3, 'weight': 2}
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id: 722244
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 559, 'conrey_indexes': [559], 'label': '2790.2.d', 'level': 2790, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 94, 'sub_conrey_indexes': [94], 'sub_dim': 32, 'sub_label': '465.2.c', 'sub_level': 465, 'sub_mult': 4, 'weight': 2}
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id: 722246
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 559, 'conrey_indexes': [559], 'label': '2790.2.d', 'level': 2790, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 559, 'sub_conrey_indexes': [559], 'sub_dim': 28, 'sub_label': '930.2.d', 'sub_level': 930, 'sub_mult': 2, 'weight': 2}
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id: 722238
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 559, 'conrey_indexes': [559], 'label': '2790.2.d', 'level': 2790, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 559, 'sub_conrey_indexes': [559], 'sub_dim': 74, 'sub_label': '1395.2.c', 'sub_level': 1395, 'sub_mult': 2, 'weight': 2}
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id: 722240
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 559, 'conrey_indexes': [559], 'label': '2790.2.d', 'level': 2790, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 559, 'sub_conrey_indexes': [559], 'sub_dim': 76, 'sub_label': '2790.2.d', 'sub_level': 2790, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '2790.2.d', 'level': 2790, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 37383000
{'hecke_orbit_code': 206191987430, 'n': 1, 'trace_an': 76}
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id: 37383001
{'hecke_orbit_code': 206191987430, 'n': 2, 'trace_an': 0}
-
id: 37383002
{'hecke_orbit_code': 206191987430, 'n': 3, 'trace_an': 0}
-
id: 37383003
{'hecke_orbit_code': 206191987430, 'n': 4, 'trace_an': -76}
-
id: 37383004
{'hecke_orbit_code': 206191987430, 'n': 5, 'trace_an': -4}
-
id: 37383005
{'hecke_orbit_code': 206191987430, 'n': 6, 'trace_an': 0}
-
id: 37383006
{'hecke_orbit_code': 206191987430, 'n': 7, 'trace_an': 0}
-
id: 37383007
{'hecke_orbit_code': 206191987430, 'n': 8, 'trace_an': 0}
-
id: 37383008
{'hecke_orbit_code': 206191987430, 'n': 9, 'trace_an': 0}
-
id: 37383009
{'hecke_orbit_code': 206191987430, 'n': 10, 'trace_an': 0}
-
id: 37383010
{'hecke_orbit_code': 206191987430, 'n': 11, 'trace_an': 12}
-
id: 37383011
{'hecke_orbit_code': 206191987430, 'n': 12, 'trace_an': 0}
-
id: 37383012
{'hecke_orbit_code': 206191987430, 'n': 13, 'trace_an': 0}
-
id: 37383013
{'hecke_orbit_code': 206191987430, 'n': 14, 'trace_an': 8}
-
id: 37383014
{'hecke_orbit_code': 206191987430, 'n': 15, 'trace_an': 0}
-
id: 37383015
{'hecke_orbit_code': 206191987430, 'n': 16, 'trace_an': 76}
-
id: 37383016
{'hecke_orbit_code': 206191987430, 'n': 17, 'trace_an': 0}
-
id: 37383017
{'hecke_orbit_code': 206191987430, 'n': 18, 'trace_an': 0}
-
id: 37383018
{'hecke_orbit_code': 206191987430, 'n': 19, 'trace_an': 16}
-
id: 37383019
{'hecke_orbit_code': 206191987430, 'n': 20, 'trace_an': 4}
-
id: 37383020
{'hecke_orbit_code': 206191987430, 'n': 21, 'trace_an': 0}
-
id: 37383021
{'hecke_orbit_code': 206191987430, 'n': 22, 'trace_an': 0}
-
id: 37383022
{'hecke_orbit_code': 206191987430, 'n': 23, 'trace_an': 0}
-
id: 37383023
{'hecke_orbit_code': 206191987430, 'n': 24, 'trace_an': 0}
-
id: 37383024
{'hecke_orbit_code': 206191987430, 'n': 25, 'trace_an': -12}
-
id: 37383025
{'hecke_orbit_code': 206191987430, 'n': 26, 'trace_an': -12}
-
id: 37383026
{'hecke_orbit_code': 206191987430, 'n': 27, 'trace_an': 0}
-
id: 37383027
{'hecke_orbit_code': 206191987430, 'n': 28, 'trace_an': 0}
-
id: 37383028
{'hecke_orbit_code': 206191987430, 'n': 29, 'trace_an': -4}
-
id: 37383029
{'hecke_orbit_code': 206191987430, 'n': 30, 'trace_an': 0}
-
id: 37383030
{'hecke_orbit_code': 206191987430, 'n': 31, 'trace_an': 0}
-
id: 37383031
{'hecke_orbit_code': 206191987430, 'n': 32, 'trace_an': 0}
-
id: 37383032
{'hecke_orbit_code': 206191987430, 'n': 33, 'trace_an': 0}
-
id: 37383033
{'hecke_orbit_code': 206191987430, 'n': 34, 'trace_an': 8}
-
id: 37383034
{'hecke_orbit_code': 206191987430, 'n': 35, 'trace_an': -8}
-
id: 37383035
{'hecke_orbit_code': 206191987430, 'n': 36, 'trace_an': 0}
-
id: 37383036
{'hecke_orbit_code': 206191987430, 'n': 37, 'trace_an': 0}
-
id: 37383037
{'hecke_orbit_code': 206191987430, 'n': 38, 'trace_an': 0}
-
id: 37383038
{'hecke_orbit_code': 206191987430, 'n': 39, 'trace_an': 0}
-
id: 37383039
{'hecke_orbit_code': 206191987430, 'n': 40, 'trace_an': 0}
-
id: 37383040
{'hecke_orbit_code': 206191987430, 'n': 41, 'trace_an': -16}
-
id: 37383041
{'hecke_orbit_code': 206191987430, 'n': 42, 'trace_an': 0}
-
id: 37383042
{'hecke_orbit_code': 206191987430, 'n': 43, 'trace_an': 0}
-
id: 37383043
{'hecke_orbit_code': 206191987430, 'n': 44, 'trace_an': -12}
-
id: 37383044
{'hecke_orbit_code': 206191987430, 'n': 45, 'trace_an': 0}
-
id: 37383045
{'hecke_orbit_code': 206191987430, 'n': 46, 'trace_an': -16}
-
id: 37383046
{'hecke_orbit_code': 206191987430, 'n': 47, 'trace_an': 0}
-
id: 37383047
{'hecke_orbit_code': 206191987430, 'n': 48, 'trace_an': 0}
-
id: 37383048
{'hecke_orbit_code': 206191987430, 'n': 49, 'trace_an': -92}
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id: 37383049
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