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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1]], 1, 1]], 'ALdims': [0, 1], 'Nk2': 128, 'analytic_conductor': 0.25552128646809724, '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': [32, 1, [31, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554464, 'hecke_orbit_dims': [1], 'label': '32.2.a', 'level': 32, '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': 8, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 8, 'trace_bound': 0, 'trace_display': [0, 0, -2, 0], 'traces': [1, 0, 0, 0, -2, 0, 0, 0, -3, 0, 0, 0, 6, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, -1, 0, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 10, 0, 0, 0, 6, 0, 0, 0, -7, 0, 0, 0, 14, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 9, 0, 0, 0, -4, 0, 0, 0, 10, 0, 0, 0, 0, 0, 0, 0, 18, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, -14, 0, 0, 0, -18, 0, 0, 0, -11, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, 14, 0, 0, 0, -6, 0, 0, 0, 22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 23, 0, 0, 0, -26, 0, 0, 0, 0, 0, 0, 0, -18, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, -14, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 3, 0, 0, 0, 30, 0, 0, 0, 26, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 30, 0, 0, 0, -28, 0, 0, 0, -26, 0, 0, 0, 0, 0, 0, 0, -18, 0, 0, 0, 10, 0, 0, 0, 0, 0, 0, 0, -13, 0, 0, 0, -34, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 26, 0, 0, 0, 22, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 18, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 34, 0, 0, 0, 0, 0, 0, 0, -19, 0, 0, 0, 12, 0, 0, 0, -30, 0, 0, 0, 14, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -34, 0, 0, 0, 0, 0, 0, 0, 38, 0, 0, 0, 2, 0, 0, 0, -18, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 34, 0, 0, 0, 0, 0, 0, 0, 21, 0, 0, 0, -20, 0, 0, 0, -14, 0, 0, 0, 0, 0, 0, 0, 42, 0, 0, 0, 38, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -42, 0, 0, 0, -12, 0, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, 0, 0, -23, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, -42, 0, 0, 0, -12, 0, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, 38, 0, 0, 0, 0, 0, 0, 0, 28, 0, 0, 0, 26, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 22, 0, 0, 0, 0, 0, 0, 0, -34, 0, 0, 0, -38, 0, 0, 0, 0, 0, 0, 0, -19, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, -42, 0, 0, 0, 50, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -26, 0, 0, 0, 18, 0, 0, 0, -50, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -46, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 44, 0, 0, 0, 84, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, -27, 0, 0, 0, 54, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -18, 0, 0, 0, -38, 0, 0, 0, 12, 0, 0, 0, 50, 0, 0, 0, -34, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -44, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 0, 22, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -50, 0, 0, 0, 0, 0, 0, 0, 54, 0, 0, 0, -14, 0, 0, 0, 0, 0, 0, 0, 71, 0, 0, 0, -46, 0, 0, 0, 0, 0, 0, 0, 46, 0, 0, 0, 58, 0, 0, 0, 0, 0, 0, 0, 52, 0, 0, 0, 0, 0, 0, 0, -54, 0, 0, 0, -58, 0, 0, 0, 50, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 28, 0, 0, 0, 36, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, -46, 0, 0, 0, 0, 0, 0, 0, -38, 0, 0, 0, -58, 0, 0, 0, 0, 0, 0, 0, -36, 0, 0, 0, 26, 0, 0, 0, 0, 0, 0, 0, -31, 0, 0, 0, 28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -62, 0, 0, 0, -18, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 62, 0, 0, 0], 'weight': 2, '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': '32.2.a', 'level': 32, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '32.2.a', 'level': 32, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 14000
{'hecke_orbit_code': 33554464, 'n': 1, 'trace_an': 1}
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id: 14001
{'hecke_orbit_code': 33554464, 'n': 2, 'trace_an': 0}
-
id: 14002
{'hecke_orbit_code': 33554464, 'n': 3, 'trace_an': 0}
-
id: 14003
{'hecke_orbit_code': 33554464, 'n': 4, 'trace_an': 0}
-
id: 14004
{'hecke_orbit_code': 33554464, 'n': 5, 'trace_an': -2}
-
id: 14005
{'hecke_orbit_code': 33554464, 'n': 6, 'trace_an': 0}
-
id: 14006
{'hecke_orbit_code': 33554464, 'n': 7, 'trace_an': 0}
-
id: 14007
{'hecke_orbit_code': 33554464, 'n': 8, 'trace_an': 0}
-
id: 14008
{'hecke_orbit_code': 33554464, 'n': 9, 'trace_an': -3}
-
id: 14009
{'hecke_orbit_code': 33554464, 'n': 10, 'trace_an': 0}
-
id: 14010
{'hecke_orbit_code': 33554464, 'n': 11, 'trace_an': 0}
-
id: 14011
{'hecke_orbit_code': 33554464, 'n': 12, 'trace_an': 0}
-
id: 14012
{'hecke_orbit_code': 33554464, 'n': 13, 'trace_an': 6}
-
id: 14013
{'hecke_orbit_code': 33554464, 'n': 14, 'trace_an': 0}
-
id: 14014
{'hecke_orbit_code': 33554464, 'n': 15, 'trace_an': 0}
-
id: 14015
{'hecke_orbit_code': 33554464, 'n': 16, 'trace_an': 0}
-
id: 14016
{'hecke_orbit_code': 33554464, 'n': 17, 'trace_an': 2}
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id: 14017
{'hecke_orbit_code': 33554464, 'n': 18, 'trace_an': 0}
-
id: 14018
{'hecke_orbit_code': 33554464, 'n': 19, 'trace_an': 0}
-
id: 14019
{'hecke_orbit_code': 33554464, 'n': 20, 'trace_an': 0}
-
id: 14020
{'hecke_orbit_code': 33554464, 'n': 21, 'trace_an': 0}
-
id: 14021
{'hecke_orbit_code': 33554464, 'n': 22, 'trace_an': 0}
-
id: 14022
{'hecke_orbit_code': 33554464, 'n': 23, 'trace_an': 0}
-
id: 14023
{'hecke_orbit_code': 33554464, 'n': 24, 'trace_an': 0}
-
id: 14024
{'hecke_orbit_code': 33554464, 'n': 25, 'trace_an': -1}
-
id: 14025
{'hecke_orbit_code': 33554464, 'n': 26, 'trace_an': 0}
-
id: 14026
{'hecke_orbit_code': 33554464, 'n': 27, 'trace_an': 0}
-
id: 14027
{'hecke_orbit_code': 33554464, 'n': 28, 'trace_an': 0}
-
id: 14028
{'hecke_orbit_code': 33554464, 'n': 29, 'trace_an': -10}
-
id: 14029
{'hecke_orbit_code': 33554464, 'n': 30, 'trace_an': 0}
-
id: 14030
{'hecke_orbit_code': 33554464, 'n': 31, 'trace_an': 0}
-
id: 14031
{'hecke_orbit_code': 33554464, 'n': 32, 'trace_an': 0}
-
id: 14032
{'hecke_orbit_code': 33554464, 'n': 33, 'trace_an': 0}
-
id: 14033
{'hecke_orbit_code': 33554464, 'n': 34, 'trace_an': 0}
-
id: 14034
{'hecke_orbit_code': 33554464, 'n': 35, 'trace_an': 0}
-
id: 14035
{'hecke_orbit_code': 33554464, 'n': 36, 'trace_an': 0}
-
id: 14036
{'hecke_orbit_code': 33554464, 'n': 37, 'trace_an': -2}
-
id: 14037
{'hecke_orbit_code': 33554464, 'n': 38, 'trace_an': 0}
-
id: 14038
{'hecke_orbit_code': 33554464, 'n': 39, 'trace_an': 0}
-
id: 14039
{'hecke_orbit_code': 33554464, 'n': 40, 'trace_an': 0}
-
id: 14040
{'hecke_orbit_code': 33554464, 'n': 41, 'trace_an': 10}
-
id: 14041
{'hecke_orbit_code': 33554464, 'n': 42, 'trace_an': 0}
-
id: 14042
{'hecke_orbit_code': 33554464, 'n': 43, 'trace_an': 0}
-
id: 14043
{'hecke_orbit_code': 33554464, 'n': 44, 'trace_an': 0}
-
id: 14044
{'hecke_orbit_code': 33554464, 'n': 45, 'trace_an': 6}
-
id: 14045
{'hecke_orbit_code': 33554464, 'n': 46, 'trace_an': 0}
-
id: 14046
{'hecke_orbit_code': 33554464, 'n': 47, 'trace_an': 0}
-
id: 14047
{'hecke_orbit_code': 33554464, 'n': 48, 'trace_an': 0}
-
id: 14048
{'hecke_orbit_code': 33554464, 'n': 49, 'trace_an': -7}
-
id: 14049
{'hecke_orbit_code': 33554464, 'n': 50, 'trace_an': 0}
-
id: 14050
{'hecke_orbit_code': 33554464, 'n': 51, 'trace_an': 0}
-
id: 14051
{'hecke_orbit_code': 33554464, 'n': 52, 'trace_an': 0}
-
id: 14052
{'hecke_orbit_code': 33554464, 'n': 53, 'trace_an': 14}
-
id: 14053
{'hecke_orbit_code': 33554464, 'n': 54, 'trace_an': 0}
-
id: 14054
{'hecke_orbit_code': 33554464, 'n': 55, 'trace_an': 0}
-
id: 14055
{'hecke_orbit_code': 33554464, 'n': 56, 'trace_an': 0}
-
id: 14056
{'hecke_orbit_code': 33554464, 'n': 57, 'trace_an': 0}
-
id: 14057
{'hecke_orbit_code': 33554464, 'n': 58, 'trace_an': 0}
-
id: 14058
{'hecke_orbit_code': 33554464, 'n': 59, 'trace_an': 0}
-
id: 14059
{'hecke_orbit_code': 33554464, 'n': 60, 'trace_an': 0}
-
id: 14060
{'hecke_orbit_code': 33554464, 'n': 61, 'trace_an': -10}
-
id: 14061
{'hecke_orbit_code': 33554464, 'n': 62, 'trace_an': 0}
-
id: 14062
{'hecke_orbit_code': 33554464, 'n': 63, 'trace_an': 0}
-
id: 14063
{'hecke_orbit_code': 33554464, 'n': 64, 'trace_an': 0}
-
id: 14064
{'hecke_orbit_code': 33554464, 'n': 65, 'trace_an': -12}
-
id: 14065
{'hecke_orbit_code': 33554464, 'n': 66, 'trace_an': 0}
-
id: 14066
{'hecke_orbit_code': 33554464, 'n': 67, 'trace_an': 0}
-
id: 14067
{'hecke_orbit_code': 33554464, 'n': 68, 'trace_an': 0}
-
id: 14068
{'hecke_orbit_code': 33554464, 'n': 69, 'trace_an': 0}
-
id: 14069
{'hecke_orbit_code': 33554464, 'n': 70, 'trace_an': 0}
-
id: 14070
{'hecke_orbit_code': 33554464, 'n': 71, 'trace_an': 0}
-
id: 14071
{'hecke_orbit_code': 33554464, 'n': 72, 'trace_an': 0}
-
id: 14072
{'hecke_orbit_code': 33554464, 'n': 73, 'trace_an': -6}
-
id: 14073
{'hecke_orbit_code': 33554464, 'n': 74, 'trace_an': 0}
-
id: 14074
{'hecke_orbit_code': 33554464, 'n': 75, 'trace_an': 0}
-
id: 14075
{'hecke_orbit_code': 33554464, 'n': 76, 'trace_an': 0}
-
id: 14076
{'hecke_orbit_code': 33554464, 'n': 77, 'trace_an': 0}
-
id: 14077
{'hecke_orbit_code': 33554464, 'n': 78, 'trace_an': 0}
-
id: 14078
{'hecke_orbit_code': 33554464, 'n': 79, 'trace_an': 0}
-
id: 14079
{'hecke_orbit_code': 33554464, 'n': 80, 'trace_an': 0}
-
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-
id: 14976
{'hecke_orbit_code': 33554464, 'n': 977, 'trace_an': -62}
-
id: 14977
{'hecke_orbit_code': 33554464, 'n': 978, 'trace_an': 0}
-
id: 14978
{'hecke_orbit_code': 33554464, 'n': 979, 'trace_an': 0}
-
id: 14979
{'hecke_orbit_code': 33554464, 'n': 980, 'trace_an': 0}
-
id: 14980
{'hecke_orbit_code': 33554464, 'n': 981, 'trace_an': -18}
-
id: 14981
{'hecke_orbit_code': 33554464, 'n': 982, 'trace_an': 0}
-
id: 14982
{'hecke_orbit_code': 33554464, 'n': 983, 'trace_an': 0}
-
id: 14983
{'hecke_orbit_code': 33554464, 'n': 984, 'trace_an': 0}
-
id: 14984
{'hecke_orbit_code': 33554464, 'n': 985, 'trace_an': 4}
-
id: 14985
{'hecke_orbit_code': 33554464, 'n': 986, 'trace_an': 0}
-
id: 14986
{'hecke_orbit_code': 33554464, 'n': 987, 'trace_an': 0}
-
id: 14987
{'hecke_orbit_code': 33554464, 'n': 988, 'trace_an': 0}
-
id: 14988
{'hecke_orbit_code': 33554464, 'n': 989, 'trace_an': 0}
-
id: 14989
{'hecke_orbit_code': 33554464, 'n': 990, 'trace_an': 0}
-
id: 14990
{'hecke_orbit_code': 33554464, 'n': 991, 'trace_an': 0}
-
id: 14991
{'hecke_orbit_code': 33554464, 'n': 992, 'trace_an': 0}
-
id: 14992
{'hecke_orbit_code': 33554464, 'n': 993, 'trace_an': 0}
-
id: 14993
{'hecke_orbit_code': 33554464, 'n': 994, 'trace_an': 0}
-
id: 14994
{'hecke_orbit_code': 33554464, 'n': 995, 'trace_an': 0}
-
id: 14995
{'hecke_orbit_code': 33554464, 'n': 996, 'trace_an': 0}
-
id: 14996
{'hecke_orbit_code': 33554464, 'n': 997, 'trace_an': 62}
-
id: 14997
{'hecke_orbit_code': 33554464, 'n': 998, 'trace_an': 0}
-
id: 14998
{'hecke_orbit_code': 33554464, 'n': 999, 'trace_an': 0}
-
id: 14999
{'hecke_orbit_code': 33554464, 'n': 1000, 'trace_an': 0}
