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mf_newspaces • Show schema
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{'Nk2': 2717, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 1.3559596393238675, 'char_conductor': 2717, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 80, 'char_orbit_label': 'db', 'char_order': 18, 'char_parity': -1, 'char_values': [2717, 18, [2224, 210, 287], [9, 9, 8]], 'conrey_index': 142, 'cusp_dim': 60, 'dihedral_dim': 60, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 24, 'hecke_orbit_code': 5428855442077, 'hecke_orbit_dims': [6, 6, 24, 24], 'label': '2717.1.db', 'level': 2717, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11, 13, 19], 'level_radical': 2717, 'mf_dim': 84, 'mf_new_dim': 84, 'num_forms': 4, 'prim_orbit_index': 80, 'relative_dim': 10, 's4_dim': 0, 'sturm_bound': 280, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, -30, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, -30, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -60, 0, -30, 0, 0, 0, -30, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 1, 'weight_parity': -1}
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mf_subspaces • Show schema
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{'char_orbit_index': 80, 'char_orbit_label': 'db', 'conrey_index': 142, 'conrey_indexes': [142, 1429, 1715, 2001, 2144, 2430], 'label': '2717.1.db', 'level': 2717, 'sub_char_orbit_index': 80, 'sub_char_orbit_label': 'db', 'sub_conrey_index': 142, 'sub_conrey_indexes': [142, 1429, 1715, 2001, 2144, 2430], 'sub_dim': 60, 'sub_label': '2717.1.db', 'sub_level': 2717, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 80, 'label': '2717.1.db', 'level': 2717, 'portrait': 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', 'weight': 1}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 290304000
{'hecke_orbit_code': 5428855442077, 'n': 1, 'trace_an': 60}
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id: 290304001
{'hecke_orbit_code': 5428855442077, 'n': 2, 'trace_an': 0}
-
id: 290304002
{'hecke_orbit_code': 5428855442077, 'n': 3, 'trace_an': 0}
-
id: 290304003
{'hecke_orbit_code': 5428855442077, 'n': 4, 'trace_an': 0}
-
id: 290304004
{'hecke_orbit_code': 5428855442077, 'n': 5, 'trace_an': 0}
-
id: 290304005
{'hecke_orbit_code': 5428855442077, 'n': 6, 'trace_an': 0}
-
id: 290304006
{'hecke_orbit_code': 5428855442077, 'n': 7, 'trace_an': 0}
-
id: 290304007
{'hecke_orbit_code': 5428855442077, 'n': 8, 'trace_an': 0}
-
id: 290304008
{'hecke_orbit_code': 5428855442077, 'n': 9, 'trace_an': 0}
-
id: 290304009
{'hecke_orbit_code': 5428855442077, 'n': 10, 'trace_an': 0}
-
id: 290304010
{'hecke_orbit_code': 5428855442077, 'n': 11, 'trace_an': 0}
-
id: 290304011
{'hecke_orbit_code': 5428855442077, 'n': 12, 'trace_an': 0}
-
id: 290304012
{'hecke_orbit_code': 5428855442077, 'n': 13, 'trace_an': 0}
-
id: 290304013
{'hecke_orbit_code': 5428855442077, 'n': 14, 'trace_an': 0}
-
id: 290304014
{'hecke_orbit_code': 5428855442077, 'n': 15, 'trace_an': 0}
-
id: 290304015
{'hecke_orbit_code': 5428855442077, 'n': 16, 'trace_an': 0}
-
id: 290304016
{'hecke_orbit_code': 5428855442077, 'n': 17, 'trace_an': 0}
-
id: 290304017
{'hecke_orbit_code': 5428855442077, 'n': 18, 'trace_an': 0}
-
id: 290304018
{'hecke_orbit_code': 5428855442077, 'n': 19, 'trace_an': 0}
-
id: 290304019
{'hecke_orbit_code': 5428855442077, 'n': 20, 'trace_an': 0}
-
id: 290304020
{'hecke_orbit_code': 5428855442077, 'n': 21, 'trace_an': 0}
-
id: 290304021
{'hecke_orbit_code': 5428855442077, 'n': 22, 'trace_an': 0}
-
id: 290304022
{'hecke_orbit_code': 5428855442077, 'n': 23, 'trace_an': 0}
-
id: 290304023
{'hecke_orbit_code': 5428855442077, 'n': 24, 'trace_an': 0}
-
id: 290304024
{'hecke_orbit_code': 5428855442077, 'n': 25, 'trace_an': 0}
-
id: 290304025
{'hecke_orbit_code': 5428855442077, 'n': 26, 'trace_an': 0}
-
id: 290304026
{'hecke_orbit_code': 5428855442077, 'n': 27, 'trace_an': 0}
-
id: 290304027
{'hecke_orbit_code': 5428855442077, 'n': 28, 'trace_an': 0}
-
id: 290304028
{'hecke_orbit_code': 5428855442077, 'n': 29, 'trace_an': 0}
-
id: 290304029
{'hecke_orbit_code': 5428855442077, 'n': 30, 'trace_an': 0}
-
id: 290304030
{'hecke_orbit_code': 5428855442077, 'n': 31, 'trace_an': 0}
-
id: 290304031
{'hecke_orbit_code': 5428855442077, 'n': 32, 'trace_an': 0}
-
id: 290304032
{'hecke_orbit_code': 5428855442077, 'n': 33, 'trace_an': 0}
-
id: 290304033
{'hecke_orbit_code': 5428855442077, 'n': 34, 'trace_an': 0}
-
id: 290304034
{'hecke_orbit_code': 5428855442077, 'n': 35, 'trace_an': 0}
-
id: 290304035
{'hecke_orbit_code': 5428855442077, 'n': 36, 'trace_an': 60}
-
id: 290304036
{'hecke_orbit_code': 5428855442077, 'n': 37, 'trace_an': 0}
-
id: 290304037
{'hecke_orbit_code': 5428855442077, 'n': 38, 'trace_an': 0}
-
id: 290304038
{'hecke_orbit_code': 5428855442077, 'n': 39, 'trace_an': 0}
-
id: 290304039
{'hecke_orbit_code': 5428855442077, 'n': 40, 'trace_an': 0}
-
id: 290304040
{'hecke_orbit_code': 5428855442077, 'n': 41, 'trace_an': 0}
-
id: 290304041
{'hecke_orbit_code': 5428855442077, 'n': 42, 'trace_an': 60}
-
id: 290304042
{'hecke_orbit_code': 5428855442077, 'n': 43, 'trace_an': 0}
-
id: 290304043
{'hecke_orbit_code': 5428855442077, 'n': 44, 'trace_an': 0}
-
id: 290304044
{'hecke_orbit_code': 5428855442077, 'n': 45, 'trace_an': 0}
-
id: 290304045
{'hecke_orbit_code': 5428855442077, 'n': 46, 'trace_an': 0}
-
id: 290304046
{'hecke_orbit_code': 5428855442077, 'n': 47, 'trace_an': 0}
-
id: 290304047
{'hecke_orbit_code': 5428855442077, 'n': 48, 'trace_an': 0}
-
id: 290304048
{'hecke_orbit_code': 5428855442077, 'n': 49, 'trace_an': -30}
-
id: 290304049
{'hecke_orbit_code': 5428855442077, 'n': 50, 'trace_an': 0}
-
id: 290304050
{'hecke_orbit_code': 5428855442077, 'n': 51, 'trace_an': 0}
-
id: 290304051
{'hecke_orbit_code': 5428855442077, 'n': 52, 'trace_an': 0}
-
id: 290304052
{'hecke_orbit_code': 5428855442077, 'n': 53, 'trace_an': 0}
-
id: 290304053
{'hecke_orbit_code': 5428855442077, 'n': 54, 'trace_an': 0}
-
id: 290304054
{'hecke_orbit_code': 5428855442077, 'n': 55, 'trace_an': 0}
-
id: 290304055
{'hecke_orbit_code': 5428855442077, 'n': 56, 'trace_an': 0}
-
id: 290304056
{'hecke_orbit_code': 5428855442077, 'n': 57, 'trace_an': 0}
-
id: 290304057
{'hecke_orbit_code': 5428855442077, 'n': 58, 'trace_an': 0}
-
id: 290304058
{'hecke_orbit_code': 5428855442077, 'n': 59, 'trace_an': 0}
-
id: 290304059
{'hecke_orbit_code': 5428855442077, 'n': 60, 'trace_an': 0}
-
id: 290304060
{'hecke_orbit_code': 5428855442077, 'n': 61, 'trace_an': 0}
-
id: 290304061
{'hecke_orbit_code': 5428855442077, 'n': 62, 'trace_an': 0}
-
id: 290304062
{'hecke_orbit_code': 5428855442077, 'n': 63, 'trace_an': 0}
-
id: 290304063
{'hecke_orbit_code': 5428855442077, 'n': 64, 'trace_an': -30}
-
id: 290304064
{'hecke_orbit_code': 5428855442077, 'n': 65, 'trace_an': 0}
-
id: 290304065
{'hecke_orbit_code': 5428855442077, 'n': 66, 'trace_an': -30}
-
id: 290304066
{'hecke_orbit_code': 5428855442077, 'n': 67, 'trace_an': 0}
-
id: 290304067
{'hecke_orbit_code': 5428855442077, 'n': 68, 'trace_an': 0}
-
id: 290304068
{'hecke_orbit_code': 5428855442077, 'n': 69, 'trace_an': 0}
-
id: 290304069
{'hecke_orbit_code': 5428855442077, 'n': 70, 'trace_an': 0}
-
id: 290304070
{'hecke_orbit_code': 5428855442077, 'n': 71, 'trace_an': 0}
-
id: 290304071
{'hecke_orbit_code': 5428855442077, 'n': 72, 'trace_an': 0}
-
id: 290304072
{'hecke_orbit_code': 5428855442077, 'n': 73, 'trace_an': 0}
-
id: 290304073
{'hecke_orbit_code': 5428855442077, 'n': 74, 'trace_an': 0}
-
id: 290304074
{'hecke_orbit_code': 5428855442077, 'n': 75, 'trace_an': 0}
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id: 290304075
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