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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1]], 1, 1]], 'ALdims': [1, 0], 'Nk2': 128, 'analytic_conductor': 0.4720152800459249, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8, 1, [7, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 67108872, 'hecke_orbit_dims': [1], 'label': '8.4.a', 'level': 8, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 5, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 4, 'trace_bound': 0, 'trace_display': [0, -4, -2, 24], 'traces': [1, 0, -4, 0, -2, 0, 24, 0, -11, 0, -44, 0, 22, 0, 8, 0, 50, 0, 44, 0, -96, 0, -56, 0, -121, 0, 152, 0, 198, 0, -160, 0, 176, 0, -48, 0, -162, 0, -88, 0, -198, 0, 52, 0, 22, 0, 528, 0, 233, 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33792, 0, 13684, 0, 23232, 0, -6168, 0, 4928, 0, -31680, 0, -12100, 0, -4992, 0, 4836, 0, -12716, 0, -17226, 0, -39632, 0, -10384, 0, 4400, 0, -64608, 0, 5704, 0, -1584, 0, 16016, 0, 19602, 0, 10648, 0, 8162, 0, 10252, 0, 16224, 0, 4400, 0, -55110, 0, -8616, 0, 16374, 0, 11088, 0, -7296, 0, 8460, 0, 3388, 0, 29544, 0, -20502, 0, 1920, 0, 34848, 0, 39024, 0, -4191, 0, 8580, 0, -5764, 0, -36520, 0, -8800, 0, 20244, 0, -16416, 0, 10648, 0, 50034, 0, -31416, 0, 21934, 0, 37128, 0, -2172, 0, -50688, 0, -2912, 0, 27808, 0, 4528, 0, -176, 0, -28514, 0, -24624, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8.4.a', 'level': 8, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '8.4.a', 'level': 8, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 9985000
{'hecke_orbit_code': 67108872, 'n': 1, 'trace_an': 1}
-
id: 9985001
{'hecke_orbit_code': 67108872, 'n': 2, 'trace_an': 0}
-
id: 9985002
{'hecke_orbit_code': 67108872, 'n': 3, 'trace_an': -4}
-
id: 9985003
{'hecke_orbit_code': 67108872, 'n': 4, 'trace_an': 0}
-
id: 9985004
{'hecke_orbit_code': 67108872, 'n': 5, 'trace_an': -2}
-
id: 9985005
{'hecke_orbit_code': 67108872, 'n': 6, 'trace_an': 0}
-
id: 9985006
{'hecke_orbit_code': 67108872, 'n': 7, 'trace_an': 24}
-
id: 9985007
{'hecke_orbit_code': 67108872, 'n': 8, 'trace_an': 0}
-
id: 9985008
{'hecke_orbit_code': 67108872, 'n': 9, 'trace_an': -11}
-
id: 9985009
{'hecke_orbit_code': 67108872, 'n': 10, 'trace_an': 0}
-
id: 9985010
{'hecke_orbit_code': 67108872, 'n': 11, 'trace_an': -44}
-
id: 9985011
{'hecke_orbit_code': 67108872, 'n': 12, 'trace_an': 0}
-
id: 9985012
{'hecke_orbit_code': 67108872, 'n': 13, 'trace_an': 22}
-
id: 9985013
{'hecke_orbit_code': 67108872, 'n': 14, 'trace_an': 0}
-
id: 9985014
{'hecke_orbit_code': 67108872, 'n': 15, 'trace_an': 8}
-
id: 9985015
{'hecke_orbit_code': 67108872, 'n': 16, 'trace_an': 0}
-
id: 9985016
{'hecke_orbit_code': 67108872, 'n': 17, 'trace_an': 50}
-
id: 9985017
{'hecke_orbit_code': 67108872, 'n': 18, 'trace_an': 0}
-
id: 9985018
{'hecke_orbit_code': 67108872, 'n': 19, 'trace_an': 44}
-
id: 9985019
{'hecke_orbit_code': 67108872, 'n': 20, 'trace_an': 0}
-
id: 9985020
{'hecke_orbit_code': 67108872, 'n': 21, 'trace_an': -96}
-
id: 9985021
{'hecke_orbit_code': 67108872, 'n': 22, 'trace_an': 0}
-
id: 9985022
{'hecke_orbit_code': 67108872, 'n': 23, 'trace_an': -56}
-
id: 9985023
{'hecke_orbit_code': 67108872, 'n': 24, 'trace_an': 0}
-
id: 9985024
{'hecke_orbit_code': 67108872, 'n': 25, 'trace_an': -121}
-
id: 9985025
{'hecke_orbit_code': 67108872, 'n': 26, 'trace_an': 0}
-
id: 9985026
{'hecke_orbit_code': 67108872, 'n': 27, 'trace_an': 152}
-
id: 9985027
{'hecke_orbit_code': 67108872, 'n': 28, 'trace_an': 0}
-
id: 9985028
{'hecke_orbit_code': 67108872, 'n': 29, 'trace_an': 198}
-
id: 9985029
{'hecke_orbit_code': 67108872, 'n': 30, 'trace_an': 0}
-
id: 9985030
{'hecke_orbit_code': 67108872, 'n': 31, 'trace_an': -160}
-
id: 9985031
{'hecke_orbit_code': 67108872, 'n': 32, 'trace_an': 0}
-
id: 9985032
{'hecke_orbit_code': 67108872, 'n': 33, 'trace_an': 176}
-
id: 9985033
{'hecke_orbit_code': 67108872, 'n': 34, 'trace_an': 0}
-
id: 9985034
{'hecke_orbit_code': 67108872, 'n': 35, 'trace_an': -48}
-
id: 9985035
{'hecke_orbit_code': 67108872, 'n': 36, 'trace_an': 0}
-
id: 9985036
{'hecke_orbit_code': 67108872, 'n': 37, 'trace_an': -162}
-
id: 9985037
{'hecke_orbit_code': 67108872, 'n': 38, 'trace_an': 0}
-
id: 9985038
{'hecke_orbit_code': 67108872, 'n': 39, 'trace_an': -88}
-
id: 9985039
{'hecke_orbit_code': 67108872, 'n': 40, 'trace_an': 0}
-
id: 9985040
{'hecke_orbit_code': 67108872, 'n': 41, 'trace_an': -198}
-
id: 9985041
{'hecke_orbit_code': 67108872, 'n': 42, 'trace_an': 0}
-
id: 9985042
{'hecke_orbit_code': 67108872, 'n': 43, 'trace_an': 52}
-
id: 9985043
{'hecke_orbit_code': 67108872, 'n': 44, 'trace_an': 0}
-
id: 9985044
{'hecke_orbit_code': 67108872, 'n': 45, 'trace_an': 22}
-
id: 9985045
{'hecke_orbit_code': 67108872, 'n': 46, 'trace_an': 0}
-
id: 9985046
{'hecke_orbit_code': 67108872, 'n': 47, 'trace_an': 528}
-
id: 9985047
{'hecke_orbit_code': 67108872, 'n': 48, 'trace_an': 0}
-
id: 9985048
{'hecke_orbit_code': 67108872, 'n': 49, 'trace_an': 233}
-
id: 9985049
{'hecke_orbit_code': 67108872, 'n': 50, 'trace_an': 0}
-
id: 9985050
{'hecke_orbit_code': 67108872, 'n': 51, 'trace_an': -200}
-
id: 9985051
{'hecke_orbit_code': 67108872, 'n': 52, 'trace_an': 0}
-
id: 9985052
{'hecke_orbit_code': 67108872, 'n': 53, 'trace_an': -242}
-
id: 9985053
{'hecke_orbit_code': 67108872, 'n': 54, 'trace_an': 0}
-
id: 9985054
{'hecke_orbit_code': 67108872, 'n': 55, 'trace_an': 88}
-
id: 9985055
{'hecke_orbit_code': 67108872, 'n': 56, 'trace_an': 0}
-
id: 9985056
{'hecke_orbit_code': 67108872, 'n': 57, 'trace_an': -176}
-
id: 9985057
{'hecke_orbit_code': 67108872, 'n': 58, 'trace_an': 0}
-
id: 9985058
{'hecke_orbit_code': 67108872, 'n': 59, 'trace_an': -668}
-
id: 9985059
{'hecke_orbit_code': 67108872, 'n': 60, 'trace_an': 0}
-
id: 9985060
{'hecke_orbit_code': 67108872, 'n': 61, 'trace_an': 550}
-
id: 9985061
{'hecke_orbit_code': 67108872, 'n': 62, 'trace_an': 0}
-
id: 9985062
{'hecke_orbit_code': 67108872, 'n': 63, 'trace_an': -264}
-
id: 9985063
{'hecke_orbit_code': 67108872, 'n': 64, 'trace_an': 0}
-
id: 9985064
{'hecke_orbit_code': 67108872, 'n': 65, 'trace_an': -44}
-
id: 9985065
{'hecke_orbit_code': 67108872, 'n': 66, 'trace_an': 0}
-
id: 9985066
{'hecke_orbit_code': 67108872, 'n': 67, 'trace_an': 188}
-
id: 9985067
{'hecke_orbit_code': 67108872, 'n': 68, 'trace_an': 0}
-
id: 9985068
{'hecke_orbit_code': 67108872, 'n': 69, 'trace_an': 224}
-
id: 9985069
{'hecke_orbit_code': 67108872, 'n': 70, 'trace_an': 0}
-
id: 9985070
{'hecke_orbit_code': 67108872, 'n': 71, 'trace_an': 728}
-
id: 9985071
{'hecke_orbit_code': 67108872, 'n': 72, 'trace_an': 0}
-
id: 9985072
{'hecke_orbit_code': 67108872, 'n': 73, 'trace_an': 154}
-
id: 9985073
{'hecke_orbit_code': 67108872, 'n': 74, 'trace_an': 0}
-
id: 9985074
{'hecke_orbit_code': 67108872, 'n': 75, 'trace_an': 484}
-
id: 9985075
{'hecke_orbit_code': 67108872, 'n': 76, 'trace_an': 0}
-
id: 9985076
{'hecke_orbit_code': 67108872, 'n': 77, 'trace_an': -1056}
-
id: 9985077
{'hecke_orbit_code': 67108872, 'n': 78, 'trace_an': 0}
-
id: 9985078
{'hecke_orbit_code': 67108872, 'n': 79, 'trace_an': -656}
-
id: 9985079
{'hecke_orbit_code': 67108872, 'n': 80, 'trace_an': 0}
-
id: 9985080
{'hecke_orbit_code': 67108872, 'n': 81, 'trace_an': -311}
-
id: 9985081
{'hecke_orbit_code': 67108872, 'n': 82, 'trace_an': 0}
-
id: 9985082
{'hecke_orbit_code': 67108872, 'n': 83, 'trace_an': 236}
-
id: 9985083
{'hecke_orbit_code': 67108872, 'n': 84, 'trace_an': 0}
-
id: 9985084
{'hecke_orbit_code': 67108872, 'n': 85, 'trace_an': -100}
-
id: 9985085
{'hecke_orbit_code': 67108872, 'n': 86, 'trace_an': 0}
-
id: 9985086
{'hecke_orbit_code': 67108872, 'n': 87, 'trace_an': -792}
-
id: 9985087
{'hecke_orbit_code': 67108872, 'n': 88, 'trace_an': 0}
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id: 9985088
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