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mf_newspaces • Show schema
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{'Nk2': 656, 'analytic_conductor': 1.3095465931489982, 'char_conductor': 164, 'char_degree': 16, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 40, 'char_parity': 1, 'char_values': [164, 40, [83, 129], [20, 39]], 'conrey_index': 7, 'cusp_dim': 304, 'dim': 304, 'eis_dim': 64, 'eis_new_dim': 64, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 962106228900, 'hecke_orbit_dims': [16, 288], 'label': '164.2.o', 'level': 164, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 41], 'level_radical': 82, 'mf_dim': 368, 'mf_new_dim': 368, 'num_forms': 2, 'prim_orbit_index': 15, 'relative_dim': 19, 'sturm_bound': 42, 'trace_bound': 1, 'trace_display': [-16, 0, -32, 0], 'traces': [304, -16, 0, -20, -32, -28, 0, -16, -40, -12, 0, -8, -32, -4, 0, -12, -4, -12, 0, -44, -32, -40, 0, 8, -40, -16, 0, 0, -28, -44, 0, 44, -72, -36, 0, -20, -24, 56, 0, 0, -12, -112, 0, 0, -40, -48, 0, -68, 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-552, 0, -552, -1000, 436, 0, 0, -272, 136, 0, 760, -280, 488, 0, 252, -344, 364, 0, 856, -304, 840, 0, 8, 344, 796, 0, 512, 96, 472, 0, 1120, -208, 840, 0, 664, 8, 552, 0, 1340, 80, 624, 0, 1172, 124, 104, 0, 1160, 0, 788, 0, 1028, -24, 940, 0, 392, 80, 1216, 0, 628, 264, 896, 0, 608, -328, 732, 0, 80, 224, 1240, 0, 404, -40, 232, 0, 780, -268, 240, 0, 876, 460, -88, 0, 332, 92, 92, 0, -16, 968, 0, 0, 808, -240, -368, 0, -364, 832, 136, 0, -200, 488, -204, 0, -1064, 844, -260, 0, -1056, 132, -636, 0, -176, 1548, -820, 0, -980, 472, -332, 0, -880, 264, -860, 0, -376, 472, -1012, 0, -564, 1008, -732, 0, -708, 512, -548, 0, -560, 400, -528, 0, -1196, 896, -388, 0, -756, 608, -1028, 0, -660, -72, -108, 0, -880, 1188, -500, 0, -500, 220, -384, 0, -488, 576, -964, 0, 616, 156, -636, 0, -52, 872, 120, 0, 0, -128, -624, 0, 448, 760, 412, 0, -284, -304, 800, 0, -4, 832, 288, 0, 88, 4, 500, 0, 764, -180, 92, 0, 620, 536, 800, 0, 584, -216, 440, 0, 540, -96, 708, 0, 1076, 24, 256, 0, 1544, 0, 200, 0, 4, 64, 1300, 0, -8, 344, 988, 0, 960, 16, 472, 0, 636, 480, 804, 0, -108, -248, 736, 0, 588, -200, 32, 0, 136, -272, 476, 0, 164, -360, -624, 0, 940, -200, 176, 0, -396, -1108, 0, 0, -56, 56, -704, 0, -600, -288, -264, 0, -420, -472, -324, 0, -600, -304, 168, 0, -1316, -52, -960, 0, -56, -1008, -960, 0, -1100, -360, -396, 0, -96, -296, -1140, 0, -608, -512, -916, 0, -512, -336, -1044, 0, -1044, -736, -1232, 0, -740, -88, -1284, 0, -664, -1296, -460, 0, -404, -572, -728, 0, -456], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 7, 'conrey_indexes': [7, 11, 15, 19, 35, 47, 63, 67, 71, 75, 95, 99, 111, 135, 147, 151], 'label': '164.2.o', 'level': 164, 'sub_char_orbit_index': 15, 'sub_char_orbit_label': 'o', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 11, 15, 19, 35, 47, 63, 67, 71, 75, 95, 99, 111, 135, 147, 151], 'sub_dim': 304, 'sub_label': '164.2.o', 'sub_level': 164, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 15, 'label': '164.2.o', 'level': 164, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 120243000
{'hecke_orbit_code': 962106228900, 'n': 1, 'trace_an': 304}
-
id: 120243001
{'hecke_orbit_code': 962106228900, 'n': 2, 'trace_an': -16}
-
id: 120243002
{'hecke_orbit_code': 962106228900, 'n': 3, 'trace_an': 0}
-
id: 120243003
{'hecke_orbit_code': 962106228900, 'n': 4, 'trace_an': -20}
-
id: 120243004
{'hecke_orbit_code': 962106228900, 'n': 5, 'trace_an': -32}
-
id: 120243005
{'hecke_orbit_code': 962106228900, 'n': 6, 'trace_an': -28}
-
id: 120243006
{'hecke_orbit_code': 962106228900, 'n': 7, 'trace_an': 0}
-
id: 120243007
{'hecke_orbit_code': 962106228900, 'n': 8, 'trace_an': -16}
-
id: 120243008
{'hecke_orbit_code': 962106228900, 'n': 9, 'trace_an': -40}
-
id: 120243009
{'hecke_orbit_code': 962106228900, 'n': 10, 'trace_an': -12}
-
id: 120243010
{'hecke_orbit_code': 962106228900, 'n': 11, 'trace_an': 0}
-
id: 120243011
{'hecke_orbit_code': 962106228900, 'n': 12, 'trace_an': -8}
-
id: 120243012
{'hecke_orbit_code': 962106228900, 'n': 13, 'trace_an': -32}
-
id: 120243013
{'hecke_orbit_code': 962106228900, 'n': 14, 'trace_an': -4}
-
id: 120243014
{'hecke_orbit_code': 962106228900, 'n': 15, 'trace_an': 0}
-
id: 120243015
{'hecke_orbit_code': 962106228900, 'n': 16, 'trace_an': -12}
-
id: 120243016
{'hecke_orbit_code': 962106228900, 'n': 17, 'trace_an': -4}
-
id: 120243017
{'hecke_orbit_code': 962106228900, 'n': 18, 'trace_an': -12}
-
id: 120243018
{'hecke_orbit_code': 962106228900, 'n': 19, 'trace_an': 0}
-
id: 120243019
{'hecke_orbit_code': 962106228900, 'n': 20, 'trace_an': -44}
-
id: 120243020
{'hecke_orbit_code': 962106228900, 'n': 21, 'trace_an': -32}
-
id: 120243021
{'hecke_orbit_code': 962106228900, 'n': 22, 'trace_an': -40}
-
id: 120243022
{'hecke_orbit_code': 962106228900, 'n': 23, 'trace_an': 0}
-
id: 120243023
{'hecke_orbit_code': 962106228900, 'n': 24, 'trace_an': 8}
-
id: 120243024
{'hecke_orbit_code': 962106228900, 'n': 25, 'trace_an': -40}
-
id: 120243025
{'hecke_orbit_code': 962106228900, 'n': 26, 'trace_an': -16}
-
id: 120243026
{'hecke_orbit_code': 962106228900, 'n': 27, 'trace_an': 0}
-
id: 120243027
{'hecke_orbit_code': 962106228900, 'n': 28, 'trace_an': 0}
-
id: 120243028
{'hecke_orbit_code': 962106228900, 'n': 29, 'trace_an': -28}
-
id: 120243029
{'hecke_orbit_code': 962106228900, 'n': 30, 'trace_an': -44}
-
id: 120243030
{'hecke_orbit_code': 962106228900, 'n': 31, 'trace_an': 0}
-
id: 120243031
{'hecke_orbit_code': 962106228900, 'n': 32, 'trace_an': 44}
-
id: 120243032
{'hecke_orbit_code': 962106228900, 'n': 33, 'trace_an': -72}
-
id: 120243033
{'hecke_orbit_code': 962106228900, 'n': 34, 'trace_an': -36}
-
id: 120243034
{'hecke_orbit_code': 962106228900, 'n': 35, 'trace_an': 0}
-
id: 120243035
{'hecke_orbit_code': 962106228900, 'n': 36, 'trace_an': -20}
-
id: 120243036
{'hecke_orbit_code': 962106228900, 'n': 37, 'trace_an': -24}
-
id: 120243037
{'hecke_orbit_code': 962106228900, 'n': 38, 'trace_an': 56}
-
id: 120243038
{'hecke_orbit_code': 962106228900, 'n': 39, 'trace_an': 0}
-
id: 120243039
{'hecke_orbit_code': 962106228900, 'n': 40, 'trace_an': 0}
-
id: 120243040
{'hecke_orbit_code': 962106228900, 'n': 41, 'trace_an': -12}
-
id: 120243041
{'hecke_orbit_code': 962106228900, 'n': 42, 'trace_an': -112}
-
id: 120243042
{'hecke_orbit_code': 962106228900, 'n': 43, 'trace_an': 0}
-
id: 120243043
{'hecke_orbit_code': 962106228900, 'n': 44, 'trace_an': 0}
-
id: 120243044
{'hecke_orbit_code': 962106228900, 'n': 45, 'trace_an': -40}
-
id: 120243045
{'hecke_orbit_code': 962106228900, 'n': 46, 'trace_an': -48}
-
id: 120243046
{'hecke_orbit_code': 962106228900, 'n': 47, 'trace_an': 0}
-
id: 120243047
{'hecke_orbit_code': 962106228900, 'n': 48, 'trace_an': -68}
-
id: 120243048
{'hecke_orbit_code': 962106228900, 'n': 49, 'trace_an': -16}
-
id: 120243049
{'hecke_orbit_code': 962106228900, 'n': 50, 'trace_an': -4}
-
id: 120243050
{'hecke_orbit_code': 962106228900, 'n': 51, 'trace_an': 0}
-
id: 120243051
{'hecke_orbit_code': 962106228900, 'n': 52, 'trace_an': -28}
-
id: 120243052
{'hecke_orbit_code': 962106228900, 'n': 53, 'trace_an': -36}
-
id: 120243053
{'hecke_orbit_code': 962106228900, 'n': 54, 'trace_an': 64}
-
id: 120243054
{'hecke_orbit_code': 962106228900, 'n': 55, 'trace_an': 0}
-
id: 120243055
{'hecke_orbit_code': 962106228900, 'n': 56, 'trace_an': -84}
-
id: 120243056
{'hecke_orbit_code': 962106228900, 'n': 57, 'trace_an': -24}
-
id: 120243057
{'hecke_orbit_code': 962106228900, 'n': 58, 'trace_an': 12}
-
id: 120243058
{'hecke_orbit_code': 962106228900, 'n': 59, 'trace_an': 0}
-
id: 120243059
{'hecke_orbit_code': 962106228900, 'n': 60, 'trace_an': 40}
-
id: 120243060
{'hecke_orbit_code': 962106228900, 'n': 61, 'trace_an': -52}
-
id: 120243061
{'hecke_orbit_code': 962106228900, 'n': 62, 'trace_an': -44}
-
id: 120243062
{'hecke_orbit_code': 962106228900, 'n': 63, 'trace_an': 0}
-
id: 120243063
{'hecke_orbit_code': 962106228900, 'n': 64, 'trace_an': -20}
-
id: 120243064
{'hecke_orbit_code': 962106228900, 'n': 65, 'trace_an': -48}
-
id: 120243065
{'hecke_orbit_code': 962106228900, 'n': 66, 'trace_an': 60}
-
id: 120243066
{'hecke_orbit_code': 962106228900, 'n': 67, 'trace_an': 0}
-
id: 120243067
{'hecke_orbit_code': 962106228900, 'n': 68, 'trace_an': 4}
-
id: 120243068
{'hecke_orbit_code': 962106228900, 'n': 69, 'trace_an': -8}
-
id: 120243069
{'hecke_orbit_code': 962106228900, 'n': 70, 'trace_an': 128}
-
id: 120243070
{'hecke_orbit_code': 962106228900, 'n': 71, 'trace_an': 0}
-
id: 120243071
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