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mf_newspaces • Show schema
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{'Nk2': 10944, 'analytic_conductor': 21.847069993022313, 'char_conductor': 228, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 59, 'char_orbit_label': 'cg', 'char_order': 6, 'char_parity': 1, 'char_values': [2736, 6, [1711, 2053, 1217, 1009], [3, 6, 3, 4]], 'conrey_index': 1151, 'cusp_dim': 912, 'dim': 80, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_orbit_code': 3985763207856, 'hecke_orbit_dims': [24, 24, 32], 'label': '2736.2.cg', 'level': 2736, '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': 1008, 'mf_new_dim': 80, 'num_forms': 3, 'prim_orbit_index': 13, 'relative_dim': 40, 'sturm_bound': 960, 'trace_bound': 19, 'trace_display': [0, 0, 0, 0], 'traces': [80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 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mf_subspaces • Show schema
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id: 713935
{'char_orbit_index': 59, 'char_orbit_label': 'cg', 'conrey_index': 1151, 'conrey_indexes': [1151, 2591], 'label': '2736.2.cg', 'level': 2736, 'sub_char_orbit_index': 13, 'sub_char_orbit_label': 'm', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 83], 'sub_dim': 72, 'sub_label': '228.2.m', 'sub_level': 228, 'sub_mult': 6, 'weight': 2}
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id: 713937
{'char_orbit_index': 59, 'char_orbit_label': 'cg', 'conrey_index': 1151, 'conrey_indexes': [1151, 2591], 'label': '2736.2.cg', 'level': 2736, 'sub_char_orbit_index': 26, 'sub_char_orbit_label': 'z', 'sub_conrey_index': 467, 'sub_conrey_indexes': [467, 539], 'sub_dim': 80, 'sub_label': '684.2.z', 'sub_level': 684, 'sub_mult': 3, 'weight': 2}
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id: 713938
{'char_orbit_index': 59, 'char_orbit_label': 'cg', 'conrey_index': 1151, 'conrey_indexes': [1151, 2591], 'label': '2736.2.cg', 'level': 2736, 'sub_char_orbit_index': 34, 'sub_char_orbit_label': 'bh', 'sub_conrey_index': 239, 'sub_conrey_indexes': [239, 767], 'sub_dim': 80, 'sub_label': '912.2.bh', 'sub_level': 912, 'sub_mult': 2, 'weight': 2}
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id: 713936
{'char_orbit_index': 59, 'char_orbit_label': 'cg', 'conrey_index': 1151, 'conrey_indexes': [1151, 2591], 'label': '2736.2.cg', 'level': 2736, 'sub_char_orbit_index': 59, 'sub_char_orbit_label': 'cg', 'sub_conrey_index': 1151, 'sub_conrey_indexes': [1151, 2591], 'sub_dim': 80, 'sub_label': '2736.2.cg', 'sub_level': 2736, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 59, 'label': '2736.2.cg', 'level': 2736, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 263262000
{'hecke_orbit_code': 3985763207856, 'n': 1, 'trace_an': 80}
-
id: 263262001
{'hecke_orbit_code': 3985763207856, 'n': 2, 'trace_an': 0}
-
id: 263262002
{'hecke_orbit_code': 3985763207856, 'n': 3, 'trace_an': 0}
-
id: 263262003
{'hecke_orbit_code': 3985763207856, 'n': 4, 'trace_an': 0}
-
id: 263262004
{'hecke_orbit_code': 3985763207856, 'n': 5, 'trace_an': 0}
-
id: 263262005
{'hecke_orbit_code': 3985763207856, 'n': 6, 'trace_an': 0}
-
id: 263262006
{'hecke_orbit_code': 3985763207856, 'n': 7, 'trace_an': 0}
-
id: 263262007
{'hecke_orbit_code': 3985763207856, 'n': 8, 'trace_an': 0}
-
id: 263262008
{'hecke_orbit_code': 3985763207856, 'n': 9, 'trace_an': 0}
-
id: 263262009
{'hecke_orbit_code': 3985763207856, 'n': 10, 'trace_an': 0}
-
id: 263262010
{'hecke_orbit_code': 3985763207856, 'n': 11, 'trace_an': 0}
-
id: 263262011
{'hecke_orbit_code': 3985763207856, 'n': 12, 'trace_an': 0}
-
id: 263262012
{'hecke_orbit_code': 3985763207856, 'n': 13, 'trace_an': 8}
-
id: 263262013
{'hecke_orbit_code': 3985763207856, 'n': 14, 'trace_an': 0}
-
id: 263262014
{'hecke_orbit_code': 3985763207856, 'n': 15, 'trace_an': 0}
-
id: 263262015
{'hecke_orbit_code': 3985763207856, 'n': 16, 'trace_an': 0}
-
id: 263262016
{'hecke_orbit_code': 3985763207856, 'n': 17, 'trace_an': 0}
-
id: 263262017
{'hecke_orbit_code': 3985763207856, 'n': 18, 'trace_an': 0}
-
id: 263262018
{'hecke_orbit_code': 3985763207856, 'n': 19, 'trace_an': 0}
-
id: 263262019
{'hecke_orbit_code': 3985763207856, 'n': 20, 'trace_an': 0}
-
id: 263262020
{'hecke_orbit_code': 3985763207856, 'n': 21, 'trace_an': 0}
-
id: 263262021
{'hecke_orbit_code': 3985763207856, 'n': 22, 'trace_an': 0}
-
id: 263262022
{'hecke_orbit_code': 3985763207856, 'n': 23, 'trace_an': 0}
-
id: 263262023
{'hecke_orbit_code': 3985763207856, 'n': 24, 'trace_an': 0}
-
id: 263262024
{'hecke_orbit_code': 3985763207856, 'n': 25, 'trace_an': 40}
-
id: 263262025
{'hecke_orbit_code': 3985763207856, 'n': 26, 'trace_an': 0}
-
id: 263262026
{'hecke_orbit_code': 3985763207856, 'n': 27, 'trace_an': 0}
-
id: 263262027
{'hecke_orbit_code': 3985763207856, 'n': 28, 'trace_an': 0}
-
id: 263262028
{'hecke_orbit_code': 3985763207856, 'n': 29, 'trace_an': 0}
-
id: 263262029
{'hecke_orbit_code': 3985763207856, 'n': 30, 'trace_an': 0}
-
id: 263262030
{'hecke_orbit_code': 3985763207856, 'n': 31, 'trace_an': 0}
-
id: 263262031
{'hecke_orbit_code': 3985763207856, 'n': 32, 'trace_an': 0}
-
id: 263262032
{'hecke_orbit_code': 3985763207856, 'n': 33, 'trace_an': 0}
-
id: 263262033
{'hecke_orbit_code': 3985763207856, 'n': 34, 'trace_an': 0}
-
id: 263262034
{'hecke_orbit_code': 3985763207856, 'n': 35, 'trace_an': 0}
-
id: 263262035
{'hecke_orbit_code': 3985763207856, 'n': 36, 'trace_an': 0}
-
id: 263262036
{'hecke_orbit_code': 3985763207856, 'n': 37, 'trace_an': 16}
-
id: 263262037
{'hecke_orbit_code': 3985763207856, 'n': 38, 'trace_an': 0}
-
id: 263262038
{'hecke_orbit_code': 3985763207856, 'n': 39, 'trace_an': 0}
-
id: 263262039
{'hecke_orbit_code': 3985763207856, 'n': 40, 'trace_an': 0}
-
id: 263262040
{'hecke_orbit_code': 3985763207856, 'n': 41, 'trace_an': 0}
-
id: 263262041
{'hecke_orbit_code': 3985763207856, 'n': 42, 'trace_an': 0}
-
id: 263262042
{'hecke_orbit_code': 3985763207856, 'n': 43, 'trace_an': 0}
-
id: 263262043
{'hecke_orbit_code': 3985763207856, 'n': 44, 'trace_an': 0}
-
id: 263262044
{'hecke_orbit_code': 3985763207856, 'n': 45, 'trace_an': 0}
-
id: 263262045
{'hecke_orbit_code': 3985763207856, 'n': 46, 'trace_an': 0}
-
id: 263262046
{'hecke_orbit_code': 3985763207856, 'n': 47, 'trace_an': 0}
-
id: 263262047
{'hecke_orbit_code': 3985763207856, 'n': 48, 'trace_an': 0}
-
id: 263262048
{'hecke_orbit_code': 3985763207856, 'n': 49, 'trace_an': -64}
-
id: 263262049
{'hecke_orbit_code': 3985763207856, 'n': 50, 'trace_an': 0}
-
id: 263262050
{'hecke_orbit_code': 3985763207856, 'n': 51, 'trace_an': 0}
-
id: 263262051
{'hecke_orbit_code': 3985763207856, 'n': 52, 'trace_an': 0}
-
id: 263262052
{'hecke_orbit_code': 3985763207856, 'n': 53, 'trace_an': 0}
-
id: 263262053
{'hecke_orbit_code': 3985763207856, 'n': 54, 'trace_an': 0}
-
id: 263262054
{'hecke_orbit_code': 3985763207856, 'n': 55, 'trace_an': 0}
-
id: 263262055
{'hecke_orbit_code': 3985763207856, 'n': 56, 'trace_an': 0}
-
id: 263262056
{'hecke_orbit_code': 3985763207856, 'n': 57, 'trace_an': 0}
-
id: 263262057
{'hecke_orbit_code': 3985763207856, 'n': 58, 'trace_an': 0}
-
id: 263262058
{'hecke_orbit_code': 3985763207856, 'n': 59, 'trace_an': 0}
-
id: 263262059
{'hecke_orbit_code': 3985763207856, 'n': 60, 'trace_an': 0}
-
id: 263262060
{'hecke_orbit_code': 3985763207856, 'n': 61, 'trace_an': -8}
-
id: 263262061
{'hecke_orbit_code': 3985763207856, 'n': 62, 'trace_an': 0}
-
id: 263262062
{'hecke_orbit_code': 3985763207856, 'n': 63, 'trace_an': 0}
-
id: 263262063
{'hecke_orbit_code': 3985763207856, 'n': 64, 'trace_an': 0}
-
id: 263262064
{'hecke_orbit_code': 3985763207856, 'n': 65, 'trace_an': 0}
-
id: 263262065
{'hecke_orbit_code': 3985763207856, 'n': 66, 'trace_an': 0}
-
id: 263262066
{'hecke_orbit_code': 3985763207856, 'n': 67, 'trace_an': 0}
-
id: 263262067
{'hecke_orbit_code': 3985763207856, 'n': 68, 'trace_an': 0}
-
id: 263262068
{'hecke_orbit_code': 3985763207856, 'n': 69, 'trace_an': 0}
-
id: 263262069
{'hecke_orbit_code': 3985763207856, 'n': 70, 'trace_an': 0}
-
id: 263262070
{'hecke_orbit_code': 3985763207856, 'n': 71, 'trace_an': 0}
-
id: 263262071
{'hecke_orbit_code': 3985763207856, 'n': 72, 'trace_an': 0}
-
id: 263262072
{'hecke_orbit_code': 3985763207856, 'n': 73, 'trace_an': 8}
-
id: 263262073
{'hecke_orbit_code': 3985763207856, 'n': 74, 'trace_an': 0}
-
id: 263262074
{'hecke_orbit_code': 3985763207856, 'n': 75, 'trace_an': 0}
-
id: 263262075
{'hecke_orbit_code': 3985763207856, 'n': 76, 'trace_an': 0}
-
id: 263262076
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