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mf_newspaces • Show schema
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{'Nk2': 96, 'analytic_conductor': 0.19164096485107293, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [24, 2, [7, 13, 17], [2, 1, 2]], 'conrey_index': 13, 'cusp_dim': 2, 'dim': 2, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206191984664, 'hecke_orbit_dims': [2], 'label': '24.2.d', 'level': 24, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 6, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 8, 'trace_bound': 0, 'trace_display': [-2, 0, 0, -4], 'traces': [2, -2, 0, 0, 0, -2, -4, 4, -2, 4, 0, 4, 0, 4, 4, -8, -4, 2, 0, -8, 0, 0, 8, -4, 2, -8, 0, 0, 0, -4, 4, 8, 0, 4, 0, 0, 0, 8, -8, 8, 4, 4, 0, 0, 0, -8, -24, 0, -6, -2, 0, 16, 0, 2, 0, -8, 8, -12, 0, 0, 0, -4, 4, 0, 16, 0, 0, 0, 0, -8, 24, -4, -12, 16, 0, -16, 0, 8, 20, 0, 2, -4, 0, -8, 0, -8, -12, 0, -20, -4, 0, 0, 0, 24, -16, 8, -4, 6, 0, 0, 0, 4, -12, -16, -8, 12, 0, -4, 0, 0, 16, 16, -12, -8, 0, 24, 0, 8, 8, 8, 22, 0, 0, 0, 0, -4, -4, -16, -8, -16, 0, 0, 0, -24, -4, -8, 36, -8, 0, 16, 0, -24, 0, 8, 24, 12, 0, -32, 0, -2, -36, 16, 4, 0, 0, 0, 0, -20, 12, -16, -16, -2, 0, 0, 0, 32, 16, 8, -6, -8, 0, 16, 0, 12, -4, 0, 8, 20, 0, 8, 0, 16, 0, 16, -32, -4, 0, 0, 0, 16, -16, -16, -12, 4, 0, 0, 0, 0, 20, 4, -24, -20, 0, -8, 0, 12, -8, 0, 0, 8, 0, -24, 0, -24, 16, 4, -8, 8, 0, 0, 0, -16, 28, -16, -2, 12, 0, 0, 0, 16, 0, -24, 28, 8, 0, -16, 0, -8, 0, -16, 4, -22, 0, 0, 0, -4, 32, 8, 32, 24, 0, 0, 0, 4, -8, 32, 36, 8, 0, 0, 0, -40, -32, 0, -24, -16, 0, 48, 0, 4, -36, 16, 16, -36, 0, 16, 0, 8, -4, -16, -36, 24, 0, 0, 0, 0, -8, -8, -26, -24, 0, 0, 0, 6, -16, 32, 0, -12, 0, 4, 0, 36, -20, 0, 0, -4, 0, 0, 0, 8, -16, -16, 28, 16, 0, 0, 0, -12, 0, 32, -24, 16, 0, 0, 0, -8, 8, 8, 48, 0, 0, -64, 0, -16, 48, 0, -4, 6, 0, 16, 0, -8, 40, -16, 16, 12, 0, 0, 0, 4, 8, 0, -12, -8, 0, 0, 0, 8, -40, -8, 6, -40, 0, -32, 0, 0, 36, -32, -4, 32, 0, 8, 0, 0, 24, -48, -48, -4, 0, 0, 0, 16, 48, 16, 0, 12, 0, 0, 0, -16, -16, -12, -40, -4, 0, 0, 0, -20, -16, -8, -36, 24, 0, 40, 0, 24, 0, 8, 20, 8, 0, 0, 0, 8, -64, 32, 8, 0, 0, 0, 0, 40, 24, 24, -4, -24, 0, 48, 0, -16, 24, 0, 28, 8, 0, -16, 0, 12, -60, 0, 6, 16, 0, 0, 0, -28, -12, 0, 60, 2, 0, 0, 0, 16, -32, 16, -44, 8, 0, -32, 0, 0, -52, 0, 8, -28, 0, -16, 0, -48, 16, 16, 0, -20, 0, 0, 0, 0, 40, 16, 64, -4, 0, 0, 0, -2, 76, 0, -8, -12, 0, 8, 0, -32, 0, -16, -48, -32, 0, -48, 0, 0, -72, 8, 40, 0, 0, 0, 0, 8, 24, -32, -8, -36, 0, 0, 0, -32, 12, 32, 84, 12, 0, 80, 0, 32, -8, 0, -14, 24, 0, 32, 0, 20, 48, -48, 8, -12, 0, 0, 0, 36, -40, -16, -16, -16, 0, 0, 0, 0, 48, -16, -40, 56, 0, -16, 0, 4, -32, 0, 0, 36, 0, -48, 0, -8, -4, 48, -60, 16, 0, 0, 0, 8, 8, 0, -84, 26, 0, 0, 0, 4, 0, -24, -16, 12, 0, -12, 0, 16, -4, 0, -12, 0, 0, 24, 0, -32, -40, -4, 4, 16, 0, 0, 0, 20, -4, -32, 24, 0, 0, 0, 0, -24, 8, 0, -4, 12, 0, -16, 0, 16, 40, 32, -38, -28, 0, -32, 0, 8, 44, 40, 40, -44, 0, 0, 0, 0, -24, -32, 44, 24, 0, 0, 0, -16, -24, 4, 0, -8, 0, 16, 0, -8, 80, -16, 12, -48, 0, 0, 0, 40, 16, 64, 32, -16, 0, 0, 0, -48, 0, -16, 28, 4, 0, 0, 0, 12, 8, -16, 16, 0, 0, 16, 0, -40, 8, 0, 48, -16, 0, -24, 0, 16, -16, -24, -8, -32, 0, 0, 0, -8, -64, 0, -48, 12, 0, 0, 0, 48, -20, -40, 16, -8, 0, -16, 0, 40, -40, 0, 24, -6, 0, 80, 0, -22, -84, 32, -2, -24, 0, 0, 0, -36, -12, 32, 0, 4, 0, 0, 0, -24, -32, -8, 24, 32, 0, 0, 0, -24, 4, 96, 0, 48, 0, 8, 0, 8, 0, -32, -76, 4, 0, 0, 0, -48, 32, 0, 20, 0, 0, 0, 0, 8, 4, -8, -32, 68, 0, 32, 0, 16, 12, 24, -32, 40, 0, 8, 0, 40, 24, 0, 0, -64, 0, 0, 0, 16, 48, 8, 20, 36, 0, 0, 0, -16, -12, -40, -60, 4, 0, -48, 0, 0, 16, 0, 32, -20, 0, -16, 0, -36, 28, -24, 0, -16, 0, 0, 0, 64, 56, -64, 12, -8, 0, 0, 0, 48, 40, -16, -14, -40, 0, -80, 0, -24, -44, 0, -8, 4, 0, 48, 0, 0, 16, -48, 36, 0, 0, 0, 0, -24, 48, -8, -24, -28, 0, 0, 0, -24, -96, 16, 4, 32, 0, -24, 0, 60, 12, 0, 4, -6, 0, -32, 0, -48, 96, 32, 8, -40, 0, 0, 0, 12, -16, 32, -32, -60, 0, 0, 0, 0, 16, -24, 80, 36, 0, -32, 0, 32, -96, -32, 0, 44, 0, -16, 0, -4, 60, 32, -24, 60, 0, 0, 0, 52, 12, 48, -100, -8, 0, 0, 0, 16, 0, 16, 76, 48, 0, 96, 0, -16, 16, 0, 8, 0, 0, 40, 0, 8, -44, 16, -12, -12, 0, 0, 0, -40, -72, 0, -54, -64, 0, 0, 0, 16, -44, 44, -16, -8, 0, 4, 0, -76, -8, 0, -4, 8, 0, 24, 0, -40, -32, -8, 8, 24, 0, 0, 0, 0, 4, 16, 40, 48, 0, 0, 0, -72, -16, 48], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 13, 'conrey_indexes': [13], 'label': '24.2.d', 'level': 24, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13], 'sub_dim': 2, 'sub_label': '24.2.d', 'sub_level': 24, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '24.2.d', 'level': 24, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 36265000
{'hecke_orbit_code': 206191984664, 'n': 1, 'trace_an': 2}
-
id: 36265001
{'hecke_orbit_code': 206191984664, 'n': 2, 'trace_an': -2}
-
id: 36265002
{'hecke_orbit_code': 206191984664, 'n': 3, 'trace_an': 0}
-
id: 36265003
{'hecke_orbit_code': 206191984664, 'n': 4, 'trace_an': 0}
-
id: 36265004
{'hecke_orbit_code': 206191984664, 'n': 5, 'trace_an': 0}
-
id: 36265005
{'hecke_orbit_code': 206191984664, 'n': 6, 'trace_an': -2}
-
id: 36265006
{'hecke_orbit_code': 206191984664, 'n': 7, 'trace_an': -4}
-
id: 36265007
{'hecke_orbit_code': 206191984664, 'n': 8, 'trace_an': 4}
-
id: 36265008
{'hecke_orbit_code': 206191984664, 'n': 9, 'trace_an': -2}
-
id: 36265009
{'hecke_orbit_code': 206191984664, 'n': 10, 'trace_an': 4}
-
id: 36265010
{'hecke_orbit_code': 206191984664, 'n': 11, 'trace_an': 0}
-
id: 36265011
{'hecke_orbit_code': 206191984664, 'n': 12, 'trace_an': 4}
-
id: 36265012
{'hecke_orbit_code': 206191984664, 'n': 13, 'trace_an': 0}
-
id: 36265013
{'hecke_orbit_code': 206191984664, 'n': 14, 'trace_an': 4}
-
id: 36265014
{'hecke_orbit_code': 206191984664, 'n': 15, 'trace_an': 4}
-
id: 36265015
{'hecke_orbit_code': 206191984664, 'n': 16, 'trace_an': -8}
-
id: 36265016
{'hecke_orbit_code': 206191984664, 'n': 17, 'trace_an': -4}
-
id: 36265017
{'hecke_orbit_code': 206191984664, 'n': 18, 'trace_an': 2}
-
id: 36265018
{'hecke_orbit_code': 206191984664, 'n': 19, 'trace_an': 0}
-
id: 36265019
{'hecke_orbit_code': 206191984664, 'n': 20, 'trace_an': -8}
-
id: 36265020
{'hecke_orbit_code': 206191984664, 'n': 21, 'trace_an': 0}
-
id: 36265021
{'hecke_orbit_code': 206191984664, 'n': 22, 'trace_an': 0}
-
id: 36265022
{'hecke_orbit_code': 206191984664, 'n': 23, 'trace_an': 8}
-
id: 36265023
{'hecke_orbit_code': 206191984664, 'n': 24, 'trace_an': -4}
-
id: 36265024
{'hecke_orbit_code': 206191984664, 'n': 25, 'trace_an': 2}
-
id: 36265025
{'hecke_orbit_code': 206191984664, 'n': 26, 'trace_an': -8}
-
id: 36265026
{'hecke_orbit_code': 206191984664, 'n': 27, 'trace_an': 0}
-
id: 36265027
{'hecke_orbit_code': 206191984664, 'n': 28, 'trace_an': 0}
-
id: 36265028
{'hecke_orbit_code': 206191984664, 'n': 29, 'trace_an': 0}
-
id: 36265029
{'hecke_orbit_code': 206191984664, 'n': 30, 'trace_an': -4}
-
id: 36265030
{'hecke_orbit_code': 206191984664, 'n': 31, 'trace_an': 4}
-
id: 36265031
{'hecke_orbit_code': 206191984664, 'n': 32, 'trace_an': 8}
-
id: 36265032
{'hecke_orbit_code': 206191984664, 'n': 33, 'trace_an': 0}
-
id: 36265033
{'hecke_orbit_code': 206191984664, 'n': 34, 'trace_an': 4}
-
id: 36265034
{'hecke_orbit_code': 206191984664, 'n': 35, 'trace_an': 0}
-
id: 36265035
{'hecke_orbit_code': 206191984664, 'n': 36, 'trace_an': 0}
-
id: 36265036
{'hecke_orbit_code': 206191984664, 'n': 37, 'trace_an': 0}
-
id: 36265037
{'hecke_orbit_code': 206191984664, 'n': 38, 'trace_an': 8}
-
id: 36265038
{'hecke_orbit_code': 206191984664, 'n': 39, 'trace_an': -8}
-
id: 36265039
{'hecke_orbit_code': 206191984664, 'n': 40, 'trace_an': 8}
-
id: 36265040
{'hecke_orbit_code': 206191984664, 'n': 41, 'trace_an': 4}
-
id: 36265041
{'hecke_orbit_code': 206191984664, 'n': 42, 'trace_an': 4}
-
id: 36265042
{'hecke_orbit_code': 206191984664, 'n': 43, 'trace_an': 0}
-
id: 36265043
{'hecke_orbit_code': 206191984664, 'n': 44, 'trace_an': 0}
-
id: 36265044
{'hecke_orbit_code': 206191984664, 'n': 45, 'trace_an': 0}
-
id: 36265045
{'hecke_orbit_code': 206191984664, 'n': 46, 'trace_an': -8}
-
id: 36265046
{'hecke_orbit_code': 206191984664, 'n': 47, 'trace_an': -24}
-
id: 36265047
{'hecke_orbit_code': 206191984664, 'n': 48, 'trace_an': 0}
-
id: 36265048
{'hecke_orbit_code': 206191984664, 'n': 49, 'trace_an': -6}
-
id: 36265049
{'hecke_orbit_code': 206191984664, 'n': 50, 'trace_an': -2}
-
id: 36265050
{'hecke_orbit_code': 206191984664, 'n': 51, 'trace_an': 0}
-
id: 36265051
{'hecke_orbit_code': 206191984664, 'n': 52, 'trace_an': 16}
-
id: 36265052
{'hecke_orbit_code': 206191984664, 'n': 53, 'trace_an': 0}
-
id: 36265053
{'hecke_orbit_code': 206191984664, 'n': 54, 'trace_an': 2}
-
id: 36265054
{'hecke_orbit_code': 206191984664, 'n': 55, 'trace_an': 0}
-
id: 36265055
{'hecke_orbit_code': 206191984664, 'n': 56, 'trace_an': -8}
-
id: 36265056
{'hecke_orbit_code': 206191984664, 'n': 57, 'trace_an': 8}
-
id: 36265057
{'hecke_orbit_code': 206191984664, 'n': 58, 'trace_an': -12}
-
id: 36265058
{'hecke_orbit_code': 206191984664, 'n': 59, 'trace_an': 0}
-
id: 36265059
{'hecke_orbit_code': 206191984664, 'n': 60, 'trace_an': 0}
-
id: 36265060
{'hecke_orbit_code': 206191984664, 'n': 61, 'trace_an': 0}
-
id: 36265061
{'hecke_orbit_code': 206191984664, 'n': 62, 'trace_an': -4}
-
id: 36265062
{'hecke_orbit_code': 206191984664, 'n': 63, 'trace_an': 4}
-
id: 36265063
{'hecke_orbit_code': 206191984664, 'n': 64, 'trace_an': 0}
-
id: 36265064
{'hecke_orbit_code': 206191984664, 'n': 65, 'trace_an': 16}
-
id: 36265065
{'hecke_orbit_code': 206191984664, 'n': 66, 'trace_an': 0}
-
id: 36265066
{'hecke_orbit_code': 206191984664, 'n': 67, 'trace_an': 0}
-
id: 36265067
{'hecke_orbit_code': 206191984664, 'n': 68, 'trace_an': 0}
-
id: 36265068
{'hecke_orbit_code': 206191984664, 'n': 69, 'trace_an': 0}
-
id: 36265069
{'hecke_orbit_code': 206191984664, 'n': 70, 'trace_an': -8}
-
id: 36265070
{'hecke_orbit_code': 206191984664, 'n': 71, 'trace_an': 24}
-
id: 36265071
{'hecke_orbit_code': 206191984664, 'n': 72, 'trace_an': -4}
-
id: 36265072
{'hecke_orbit_code': 206191984664, 'n': 73, 'trace_an': -12}
-
id: 36265073
{'hecke_orbit_code': 206191984664, 'n': 74, 'trace_an': 16}
-
id: 36265074
{'hecke_orbit_code': 206191984664, 'n': 75, 'trace_an': 0}
-
id: 36265075
{'hecke_orbit_code': 206191984664, 'n': 76, 'trace_an': -16}
-
id: 36265076
{'hecke_orbit_code': 206191984664, 'n': 77, 'trace_an': 0}
-
id: 36265077
{'hecke_orbit_code': 206191984664, 'n': 78, 'trace_an': 8}
-
id: 36265078
{'hecke_orbit_code': 206191984664, 'n': 79, 'trace_an': 20}
-
id: 36265079
{'hecke_orbit_code': 206191984664, 'n': 80, 'trace_an': 0}
-
id: 36265080
{'hecke_orbit_code': 206191984664, 'n': 81, 'trace_an': 2}
-
id: 36265081
{'hecke_orbit_code': 206191984664, 'n': 82, 'trace_an': -4}
-
id: 36265082
{'hecke_orbit_code': 206191984664, 'n': 83, 'trace_an': 0}
-
id: 36265083
{'hecke_orbit_code': 206191984664, 'n': 84, 'trace_an': -8}
-
id: 36265084
{'hecke_orbit_code': 206191984664, 'n': 85, 'trace_an': 0}
-
id: 36265085
{'hecke_orbit_code': 206191984664, 'n': 86, 'trace_an': -8}
-
id: 36265086
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