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mf_newspaces • Show schema
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{'Nk2': 630, 'analytic_conductor': 1.9073618505220784, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [70, 2, [57, 31], [2, 1]], 'conrey_index': 41, 'cusp_dim': 20, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68769808454, 'hecke_orbit_dims': [8], 'label': '70.3.b', 'level': 70, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 28, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 36, 'trace_bound': 0, 'trace_display': [0, 0, 0, -4], 'traces': [8, 0, 0, 16, 0, 0, -4, 0, -36, 0, 20, 0, 0, -4, 20, 32, 0, 32, 0, 0, -64, -48, -72, 0, -40, 0, 0, -8, 12, -40, 0, 0, 0, 0, 40, -72, 136, 0, 36, 0, 0, 80, 128, 40, 0, -56, 0, 0, 4, 0, 268, 0, -208, 0, 0, -8, -24, -224, 0, 40, 0, 0, 380, 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4148, -520, 0, -1776, 0, 0, 2680, -2768, -1616, 0, 5176, 0, 0, -784, 1488, -3488, 0, -1736, 0, 0, -152, 160, -3016, 0, 2840, 0, 0, 968, -1744, 2880, 0, -240, 0, 0, 1664, -3976, -180, 0, 4608, 0, 0, -840, -5344, 3888, 0, 384, 0, 0, 4912, 816, 568, 0, -3112, 0, 0, -800, 1000, 2848, 0, 2048, 0, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 117898
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 41, 'conrey_indexes': [41], 'label': '70.3.b', 'level': 70, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 6, 'sub_conrey_indexes': [6], 'sub_dim': 1, 'sub_label': '7.3.b', 'sub_level': 7, 'sub_mult': 4, 'weight': 3}
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id: 117896
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 41, 'conrey_indexes': [41], 'label': '70.3.b', 'level': 70, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 6, 'sub_conrey_indexes': [6], 'sub_dim': 4, 'sub_label': '35.3.d', 'sub_level': 35, 'sub_mult': 2, 'weight': 3}
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id: 117897
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 41, 'conrey_indexes': [41], 'label': '70.3.b', 'level': 70, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 41, 'sub_conrey_indexes': [41], 'sub_dim': 8, 'sub_label': '70.3.b', 'sub_level': 70, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '70.3.b', 'level': 70, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 19085000
{'hecke_orbit_code': 68769808454, 'n': 1, 'trace_an': 8}
-
id: 19085001
{'hecke_orbit_code': 68769808454, 'n': 2, 'trace_an': 0}
-
id: 19085002
{'hecke_orbit_code': 68769808454, 'n': 3, 'trace_an': 0}
-
id: 19085003
{'hecke_orbit_code': 68769808454, 'n': 4, 'trace_an': 16}
-
id: 19085004
{'hecke_orbit_code': 68769808454, 'n': 5, 'trace_an': 0}
-
id: 19085005
{'hecke_orbit_code': 68769808454, 'n': 6, 'trace_an': 0}
-
id: 19085006
{'hecke_orbit_code': 68769808454, 'n': 7, 'trace_an': -4}
-
id: 19085007
{'hecke_orbit_code': 68769808454, 'n': 8, 'trace_an': 0}
-
id: 19085008
{'hecke_orbit_code': 68769808454, 'n': 9, 'trace_an': -36}
-
id: 19085009
{'hecke_orbit_code': 68769808454, 'n': 10, 'trace_an': 0}
-
id: 19085010
{'hecke_orbit_code': 68769808454, 'n': 11, 'trace_an': 20}
-
id: 19085011
{'hecke_orbit_code': 68769808454, 'n': 12, 'trace_an': 0}
-
id: 19085012
{'hecke_orbit_code': 68769808454, 'n': 13, 'trace_an': 0}
-
id: 19085013
{'hecke_orbit_code': 68769808454, 'n': 14, 'trace_an': -4}
-
id: 19085014
{'hecke_orbit_code': 68769808454, 'n': 15, 'trace_an': 20}
-
id: 19085015
{'hecke_orbit_code': 68769808454, 'n': 16, 'trace_an': 32}
-
id: 19085016
{'hecke_orbit_code': 68769808454, 'n': 17, 'trace_an': 0}
-
id: 19085017
{'hecke_orbit_code': 68769808454, 'n': 18, 'trace_an': 32}
-
id: 19085018
{'hecke_orbit_code': 68769808454, 'n': 19, 'trace_an': 0}
-
id: 19085019
{'hecke_orbit_code': 68769808454, 'n': 20, 'trace_an': 0}
-
id: 19085020
{'hecke_orbit_code': 68769808454, 'n': 21, 'trace_an': -64}
-
id: 19085021
{'hecke_orbit_code': 68769808454, 'n': 22, 'trace_an': -48}
-
id: 19085022
{'hecke_orbit_code': 68769808454, 'n': 23, 'trace_an': -72}
-
id: 19085023
{'hecke_orbit_code': 68769808454, 'n': 24, 'trace_an': 0}
-
id: 19085024
{'hecke_orbit_code': 68769808454, 'n': 25, 'trace_an': -40}
-
id: 19085025
{'hecke_orbit_code': 68769808454, 'n': 26, 'trace_an': 0}
-
id: 19085026
{'hecke_orbit_code': 68769808454, 'n': 27, 'trace_an': 0}
-
id: 19085027
{'hecke_orbit_code': 68769808454, 'n': 28, 'trace_an': -8}
-
id: 19085028
{'hecke_orbit_code': 68769808454, 'n': 29, 'trace_an': 12}
-
id: 19085029
{'hecke_orbit_code': 68769808454, 'n': 30, 'trace_an': -40}
-
id: 19085030
{'hecke_orbit_code': 68769808454, 'n': 31, 'trace_an': 0}
-
id: 19085031
{'hecke_orbit_code': 68769808454, 'n': 32, 'trace_an': 0}
-
id: 19085032
{'hecke_orbit_code': 68769808454, 'n': 33, 'trace_an': 0}
-
id: 19085033
{'hecke_orbit_code': 68769808454, 'n': 34, 'trace_an': 0}
-
id: 19085034
{'hecke_orbit_code': 68769808454, 'n': 35, 'trace_an': 40}
-
id: 19085035
{'hecke_orbit_code': 68769808454, 'n': 36, 'trace_an': -72}
-
id: 19085036
{'hecke_orbit_code': 68769808454, 'n': 37, 'trace_an': 136}
-
id: 19085037
{'hecke_orbit_code': 68769808454, 'n': 38, 'trace_an': 0}
-
id: 19085038
{'hecke_orbit_code': 68769808454, 'n': 39, 'trace_an': 36}
-
id: 19085039
{'hecke_orbit_code': 68769808454, 'n': 40, 'trace_an': 0}
-
id: 19085040
{'hecke_orbit_code': 68769808454, 'n': 41, 'trace_an': 0}
-
id: 19085041
{'hecke_orbit_code': 68769808454, 'n': 42, 'trace_an': 80}
-
id: 19085042
{'hecke_orbit_code': 68769808454, 'n': 43, 'trace_an': 128}
-
id: 19085043
{'hecke_orbit_code': 68769808454, 'n': 44, 'trace_an': 40}
-
id: 19085044
{'hecke_orbit_code': 68769808454, 'n': 45, 'trace_an': 0}
-
id: 19085045
{'hecke_orbit_code': 68769808454, 'n': 46, 'trace_an': -56}
-
id: 19085046
{'hecke_orbit_code': 68769808454, 'n': 47, 'trace_an': 0}
-
id: 19085047
{'hecke_orbit_code': 68769808454, 'n': 48, 'trace_an': 0}
-
id: 19085048
{'hecke_orbit_code': 68769808454, 'n': 49, 'trace_an': 4}
-
id: 19085049
{'hecke_orbit_code': 68769808454, 'n': 50, 'trace_an': 0}
-
id: 19085050
{'hecke_orbit_code': 68769808454, 'n': 51, 'trace_an': 268}
-
id: 19085051
{'hecke_orbit_code': 68769808454, 'n': 52, 'trace_an': 0}
-
id: 19085052
{'hecke_orbit_code': 68769808454, 'n': 53, 'trace_an': -208}
-
id: 19085053
{'hecke_orbit_code': 68769808454, 'n': 54, 'trace_an': 0}
-
id: 19085054
{'hecke_orbit_code': 68769808454, 'n': 55, 'trace_an': 0}
-
id: 19085055
{'hecke_orbit_code': 68769808454, 'n': 56, 'trace_an': -8}
-
id: 19085056
{'hecke_orbit_code': 68769808454, 'n': 57, 'trace_an': -24}
-
id: 19085057
{'hecke_orbit_code': 68769808454, 'n': 58, 'trace_an': -224}
-
id: 19085058
{'hecke_orbit_code': 68769808454, 'n': 59, 'trace_an': 0}
-
id: 19085059
{'hecke_orbit_code': 68769808454, 'n': 60, 'trace_an': 40}
-
id: 19085060
{'hecke_orbit_code': 68769808454, 'n': 61, 'trace_an': 0}
-
id: 19085061
{'hecke_orbit_code': 68769808454, 'n': 62, 'trace_an': 0}
-
id: 19085062
{'hecke_orbit_code': 68769808454, 'n': 63, 'trace_an': 380}
-
id: 19085063
{'hecke_orbit_code': 68769808454, 'n': 64, 'trace_an': 64}
-
id: 19085064
{'hecke_orbit_code': 68769808454, 'n': 65, 'trace_an': -100}
-
id: 19085065
{'hecke_orbit_code': 68769808454, 'n': 66, 'trace_an': 0}
-
id: 19085066
{'hecke_orbit_code': 68769808454, 'n': 67, 'trace_an': -112}
-
id: 19085067
{'hecke_orbit_code': 68769808454, 'n': 68, 'trace_an': 0}
-
id: 19085068
{'hecke_orbit_code': 68769808454, 'n': 69, 'trace_an': 0}
-
id: 19085069
{'hecke_orbit_code': 68769808454, 'n': 70, 'trace_an': 60}
-
id: 19085070
{'hecke_orbit_code': 68769808454, 'n': 71, 'trace_an': -376}
-
id: 19085071
{'hecke_orbit_code': 68769808454, 'n': 72, 'trace_an': 64}
-
id: 19085072
{'hecke_orbit_code': 68769808454, 'n': 73, 'trace_an': 0}
-
id: 19085073
{'hecke_orbit_code': 68769808454, 'n': 74, 'trace_an': -208}
-
id: 19085074
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