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mf_newspaces • Show schema
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{'Nk2': 6760, 'analytic_conductor': 13.494717941596384, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [1690, 2, [677, 171], [2, 1]], 'conrey_index': 1351, 'cusp_dim': 246, 'dim': 54, 'eis_dim': 56, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 206191986330, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 4, 4, 4, 6, 6, 8, 12], 'label': '1690.2.d', 'level': 1690, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 13], 'level_radical': 130, 'mf_dim': 302, 'mf_new_dim': 54, 'num_forms': 12, 'prim_orbit_index': 2, 'relative_dim': 54, 'sturm_bound': 546, 'trace_bound': 14, 'trace_display': [0, -4, 0, 0], 'traces': [54, 0, -4, -54, 0, 0, 0, 0, 54, 2, 0, 4, 0, 4, 0, 54, 8, 0, 0, 0, 0, 4, 0, 0, -54, 0, 8, 0, -8, 4, 0, 0, 0, 0, 0, -54, 0, -4, 0, -2, 0, 0, 20, 0, 0, 0, 0, -4, -82, 0, 16, 0, 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mf_subspaces • Show schema
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id: 505228
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 1351, 'conrey_indexes': [1351], 'label': '1690.2.d', 'level': 1690, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 51, 'sub_conrey_indexes': [51], 'sub_dim': 2, 'sub_label': '130.2.d', 'sub_level': 130, 'sub_mult': 2, 'weight': 2}
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id: 505230
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 1351, 'conrey_indexes': [1351], 'label': '1690.2.d', 'level': 1690, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 168, 'sub_conrey_indexes': [168], 'sub_dim': 8, 'sub_label': '169.2.b', 'sub_level': 169, 'sub_mult': 4, 'weight': 2}
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id: 505231
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 1351, 'conrey_indexes': [1351], 'label': '1690.2.d', 'level': 1690, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '26.2.b', 'sub_level': 26, 'sub_mult': 4, 'weight': 2}
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id: 505233
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 1351, 'conrey_indexes': [1351], 'label': '1690.2.d', 'level': 1690, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 51, 'sub_conrey_indexes': [51], 'sub_dim': 6, 'sub_label': '65.2.c', 'sub_level': 65, 'sub_mult': 4, 'weight': 2}
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id: 505232
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 1351, 'conrey_indexes': [1351], 'label': '1690.2.d', 'level': 1690, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 337, 'sub_conrey_indexes': [337], 'sub_dim': 12, 'sub_label': '338.2.b', 'sub_level': 338, 'sub_mult': 2, 'weight': 2}
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id: 505234
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 1351, 'conrey_indexes': [1351], 'label': '1690.2.d', 'level': 1690, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 506, 'sub_conrey_indexes': [506], 'sub_dim': 50, 'sub_label': '845.2.c', 'sub_level': 845, 'sub_mult': 2, 'weight': 2}
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id: 505229
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 1351, 'conrey_indexes': [1351], 'label': '1690.2.d', 'level': 1690, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 1351, 'sub_conrey_indexes': [1351], 'sub_dim': 54, 'sub_label': '1690.2.d', 'sub_level': 1690, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '1690.2.d', 'level': 1690, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 36934000
{'hecke_orbit_code': 206191986330, 'n': 1, 'trace_an': 54}
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id: 36934001
{'hecke_orbit_code': 206191986330, 'n': 2, 'trace_an': 0}
-
id: 36934002
{'hecke_orbit_code': 206191986330, 'n': 3, 'trace_an': -4}
-
id: 36934003
{'hecke_orbit_code': 206191986330, 'n': 4, 'trace_an': -54}
-
id: 36934004
{'hecke_orbit_code': 206191986330, 'n': 5, 'trace_an': 0}
-
id: 36934005
{'hecke_orbit_code': 206191986330, 'n': 6, 'trace_an': 0}
-
id: 36934006
{'hecke_orbit_code': 206191986330, 'n': 7, 'trace_an': 0}
-
id: 36934007
{'hecke_orbit_code': 206191986330, 'n': 8, 'trace_an': 0}
-
id: 36934008
{'hecke_orbit_code': 206191986330, 'n': 9, 'trace_an': 54}
-
id: 36934009
{'hecke_orbit_code': 206191986330, 'n': 10, 'trace_an': 2}
-
id: 36934010
{'hecke_orbit_code': 206191986330, 'n': 11, 'trace_an': 0}
-
id: 36934011
{'hecke_orbit_code': 206191986330, 'n': 12, 'trace_an': 4}
-
id: 36934012
{'hecke_orbit_code': 206191986330, 'n': 13, 'trace_an': 0}
-
id: 36934013
{'hecke_orbit_code': 206191986330, 'n': 14, 'trace_an': 4}
-
id: 36934014
{'hecke_orbit_code': 206191986330, 'n': 15, 'trace_an': 0}
-
id: 36934015
{'hecke_orbit_code': 206191986330, 'n': 16, 'trace_an': 54}
-
id: 36934016
{'hecke_orbit_code': 206191986330, 'n': 17, 'trace_an': 8}
-
id: 36934017
{'hecke_orbit_code': 206191986330, 'n': 18, 'trace_an': 0}
-
id: 36934018
{'hecke_orbit_code': 206191986330, 'n': 19, 'trace_an': 0}
-
id: 36934019
{'hecke_orbit_code': 206191986330, 'n': 20, 'trace_an': 0}
-
id: 36934020
{'hecke_orbit_code': 206191986330, 'n': 21, 'trace_an': 0}
-
id: 36934021
{'hecke_orbit_code': 206191986330, 'n': 22, 'trace_an': 4}
-
id: 36934022
{'hecke_orbit_code': 206191986330, 'n': 23, 'trace_an': 0}
-
id: 36934023
{'hecke_orbit_code': 206191986330, 'n': 24, 'trace_an': 0}
-
id: 36934024
{'hecke_orbit_code': 206191986330, 'n': 25, 'trace_an': -54}
-
id: 36934025
{'hecke_orbit_code': 206191986330, 'n': 26, 'trace_an': 0}
-
id: 36934026
{'hecke_orbit_code': 206191986330, 'n': 27, 'trace_an': 8}
-
id: 36934027
{'hecke_orbit_code': 206191986330, 'n': 28, 'trace_an': 0}
-
id: 36934028
{'hecke_orbit_code': 206191986330, 'n': 29, 'trace_an': -8}
-
id: 36934029
{'hecke_orbit_code': 206191986330, 'n': 30, 'trace_an': 4}
-
id: 36934030
{'hecke_orbit_code': 206191986330, 'n': 31, 'trace_an': 0}
-
id: 36934031
{'hecke_orbit_code': 206191986330, 'n': 32, 'trace_an': 0}
-
id: 36934032
{'hecke_orbit_code': 206191986330, 'n': 33, 'trace_an': 0}
-
id: 36934033
{'hecke_orbit_code': 206191986330, 'n': 34, 'trace_an': 0}
-
id: 36934034
{'hecke_orbit_code': 206191986330, 'n': 35, 'trace_an': 0}
-
id: 36934035
{'hecke_orbit_code': 206191986330, 'n': 36, 'trace_an': -54}
-
id: 36934036
{'hecke_orbit_code': 206191986330, 'n': 37, 'trace_an': 0}
-
id: 36934037
{'hecke_orbit_code': 206191986330, 'n': 38, 'trace_an': -4}
-
id: 36934038
{'hecke_orbit_code': 206191986330, 'n': 39, 'trace_an': 0}
-
id: 36934039
{'hecke_orbit_code': 206191986330, 'n': 40, 'trace_an': -2}
-
id: 36934040
{'hecke_orbit_code': 206191986330, 'n': 41, 'trace_an': 0}
-
id: 36934041
{'hecke_orbit_code': 206191986330, 'n': 42, 'trace_an': 0}
-
id: 36934042
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