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mf_newspaces • Show schema
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{'Nk2': 1045, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.5215229382014875, 'char_conductor': 1045, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 23, 'char_orbit_label': 'w', 'char_order': 10, 'char_parity': -1, 'char_values': [1045, 10, [837, 761, 496], [5, 6, 5]], 'conrey_indexes': [284, 379, 664, 949], 'cusp_dim': 40, 'dihedral_dim': 40, 'dim': 40, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_orbit_code': 1511845266453, 'hecke_orbit_dims': [4, 4, 4, 4, 8, 16], 'label': '1045.1.w', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'mf_dim': 56, 'mf_new_dim': 56, 'num_forms': 6, 'prim_orbit_index': 23, 'relative_dim': 10, 's4_dim': 0, 'sturm_bound': 120, 'trace_bound': 7, 'trace_display': [0, 0, -2, 0], 'traces': [40, 0, 0, -6, -2, 0, 0, 0, -6, 0, 2, 0, 0, 0, 0, -10, 0, 0, -2, 2, 0, 0, 0, -16, -10, -16, 0, 0, 0, -16, 0, 0, 0, 0, -5, 14, 0, 0, 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mf_subspaces • Show schema
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{'char_orbit_index': 23, 'char_orbit_label': 'w', 'conrey_indexes': [284, 379, 664, 949], 'label': '1045.1.w', 'level': 1045, 'sub_char_orbit_index': 23, 'sub_char_orbit_label': 'w', 'sub_conrey_indexes': [284, 379, 664, 949], 'sub_dim': 40, 'sub_label': '1045.1.w', 'sub_level': 1045, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 23, 'label': '1045.1.w', 'level': 1045, 'portrait': 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', 'weight': 1}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 162316000
{'hecke_orbit_code': 1511845266453, 'n': 1, 'trace_an': 40}
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id: 162316001
{'hecke_orbit_code': 1511845266453, 'n': 2, 'trace_an': 0}
-
id: 162316002
{'hecke_orbit_code': 1511845266453, 'n': 3, 'trace_an': 0}
-
id: 162316003
{'hecke_orbit_code': 1511845266453, 'n': 4, 'trace_an': -6}
-
id: 162316004
{'hecke_orbit_code': 1511845266453, 'n': 5, 'trace_an': -2}
-
id: 162316005
{'hecke_orbit_code': 1511845266453, 'n': 6, 'trace_an': 0}
-
id: 162316006
{'hecke_orbit_code': 1511845266453, 'n': 7, 'trace_an': 0}
-
id: 162316007
{'hecke_orbit_code': 1511845266453, 'n': 8, 'trace_an': 0}
-
id: 162316008
{'hecke_orbit_code': 1511845266453, 'n': 9, 'trace_an': -6}
-
id: 162316009
{'hecke_orbit_code': 1511845266453, 'n': 10, 'trace_an': 0}
-
id: 162316010
{'hecke_orbit_code': 1511845266453, 'n': 11, 'trace_an': 2}
-
id: 162316011
{'hecke_orbit_code': 1511845266453, 'n': 12, 'trace_an': 0}
-
id: 162316012
{'hecke_orbit_code': 1511845266453, 'n': 13, 'trace_an': 0}
-
id: 162316013
{'hecke_orbit_code': 1511845266453, 'n': 14, 'trace_an': 0}
-
id: 162316014
{'hecke_orbit_code': 1511845266453, 'n': 15, 'trace_an': 0}
-
id: 162316015
{'hecke_orbit_code': 1511845266453, 'n': 16, 'trace_an': -10}
-
id: 162316016
{'hecke_orbit_code': 1511845266453, 'n': 17, 'trace_an': 0}
-
id: 162316017
{'hecke_orbit_code': 1511845266453, 'n': 18, 'trace_an': 0}
-
id: 162316018
{'hecke_orbit_code': 1511845266453, 'n': 19, 'trace_an': -2}
-
id: 162316019
{'hecke_orbit_code': 1511845266453, 'n': 20, 'trace_an': 2}
-
id: 162316020
{'hecke_orbit_code': 1511845266453, 'n': 21, 'trace_an': 0}
-
id: 162316021
{'hecke_orbit_code': 1511845266453, 'n': 22, 'trace_an': 0}
-
id: 162316022
{'hecke_orbit_code': 1511845266453, 'n': 23, 'trace_an': 0}
-
id: 162316023
{'hecke_orbit_code': 1511845266453, 'n': 24, 'trace_an': -16}
-
id: 162316024
{'hecke_orbit_code': 1511845266453, 'n': 25, 'trace_an': -10}
-
id: 162316025
{'hecke_orbit_code': 1511845266453, 'n': 26, 'trace_an': -16}
-
id: 162316026
{'hecke_orbit_code': 1511845266453, 'n': 27, 'trace_an': 0}
-
id: 162316027
{'hecke_orbit_code': 1511845266453, 'n': 28, 'trace_an': 0}
-
id: 162316028
{'hecke_orbit_code': 1511845266453, 'n': 29, 'trace_an': 0}
-
id: 162316029
{'hecke_orbit_code': 1511845266453, 'n': 30, 'trace_an': -16}
-
id: 162316030
{'hecke_orbit_code': 1511845266453, 'n': 31, 'trace_an': 0}
-
id: 162316031
{'hecke_orbit_code': 1511845266453, 'n': 32, 'trace_an': 0}
-
id: 162316032
{'hecke_orbit_code': 1511845266453, 'n': 33, 'trace_an': 0}
-
id: 162316033
{'hecke_orbit_code': 1511845266453, 'n': 34, 'trace_an': 0}
-
id: 162316034
{'hecke_orbit_code': 1511845266453, 'n': 35, 'trace_an': -5}
-
id: 162316035
{'hecke_orbit_code': 1511845266453, 'n': 36, 'trace_an': 14}
-
id: 162316036
{'hecke_orbit_code': 1511845266453, 'n': 37, 'trace_an': 0}
-
id: 162316037
{'hecke_orbit_code': 1511845266453, 'n': 38, 'trace_an': 0}
-
id: 162316038
{'hecke_orbit_code': 1511845266453, 'n': 39, 'trace_an': 0}
-
id: 162316039
{'hecke_orbit_code': 1511845266453, 'n': 40, 'trace_an': 0}
-
id: 162316040
{'hecke_orbit_code': 1511845266453, 'n': 41, 'trace_an': 0}
-
id: 162316041
{'hecke_orbit_code': 1511845266453, 'n': 42, 'trace_an': 0}
-
id: 162316042
{'hecke_orbit_code': 1511845266453, 'n': 43, 'trace_an': 0}
-
id: 162316043
{'hecke_orbit_code': 1511845266453, 'n': 44, 'trace_an': 0}
-
id: 162316044
{'hecke_orbit_code': 1511845266453, 'n': 45, 'trace_an': 2}
-
id: 162316045
{'hecke_orbit_code': 1511845266453, 'n': 46, 'trace_an': 0}
-
id: 162316046
{'hecke_orbit_code': 1511845266453, 'n': 47, 'trace_an': 0}
-
id: 162316047
{'hecke_orbit_code': 1511845266453, 'n': 48, 'trace_an': 0}
-
id: 162316048
{'hecke_orbit_code': 1511845266453, 'n': 49, 'trace_an': 0}
-
id: 162316049
{'hecke_orbit_code': 1511845266453, 'n': 50, 'trace_an': 0}
-
id: 162316050
{'hecke_orbit_code': 1511845266453, 'n': 51, 'trace_an': 0}
-
id: 162316051
{'hecke_orbit_code': 1511845266453, 'n': 52, 'trace_an': 0}
-
id: 162316052
{'hecke_orbit_code': 1511845266453, 'n': 53, 'trace_an': 0}
-
id: 162316053
{'hecke_orbit_code': 1511845266453, 'n': 54, 'trace_an': 64}
-
id: 162316054
{'hecke_orbit_code': 1511845266453, 'n': 55, 'trace_an': -3}
-
id: 162316055
{'hecke_orbit_code': 1511845266453, 'n': 56, 'trace_an': 0}
-
id: 162316056
{'hecke_orbit_code': 1511845266453, 'n': 57, 'trace_an': 0}
-
id: 162316057
{'hecke_orbit_code': 1511845266453, 'n': 58, 'trace_an': 0}
-
id: 162316058
{'hecke_orbit_code': 1511845266453, 'n': 59, 'trace_an': 0}
-
id: 162316059
{'hecke_orbit_code': 1511845266453, 'n': 60, 'trace_an': 0}
-
id: 162316060
{'hecke_orbit_code': 1511845266453, 'n': 61, 'trace_an': -6}
-
id: 162316061
{'hecke_orbit_code': 1511845266453, 'n': 62, 'trace_an': 0}
-
id: 162316062
{'hecke_orbit_code': 1511845266453, 'n': 63, 'trace_an': 0}
-
id: 162316063
{'hecke_orbit_code': 1511845266453, 'n': 64, 'trace_an': -6}
-
id: 162316064
{'hecke_orbit_code': 1511845266453, 'n': 65, 'trace_an': 0}
-
id: 162316065
{'hecke_orbit_code': 1511845266453, 'n': 66, 'trace_an': -8}
-
id: 162316066
{'hecke_orbit_code': 1511845266453, 'n': 67, 'trace_an': 0}
-
id: 162316067
{'hecke_orbit_code': 1511845266453, 'n': 68, 'trace_an': 0}
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id: 162316068
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