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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, -1]], 1, 1]], 'Nk2': 160, 'analytic_conductor': 0.3194016080851215, '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': [40, 1, [31, 21, 17], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 3, 'dim': 1, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554472, 'hecke_orbit_dims': [1], 'label': '40.2.a', 'level': 40, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 10, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [0, 0, 1, -4], 'traces': [1, 0, 0, 0, 1, 0, -4, 0, -3, 0, 4, 0, -2, 0, 0, 0, 2, 0, 4, 0, 0, 0, 4, 0, 1, 0, 0, 0, -2, 0, -8, 0, 0, 0, -4, 0, 6, 0, 0, 0, -6, 0, -8, 0, -3, 0, 4, 0, 9, 0, 0, 0, 6, 0, 4, 0, 0, 0, -4, 0, -2, 0, 12, 0, -2, 0, 8, 0, 0, 0, 0, 0, -6, 0, 0, 0, -16, 0, 0, 0, 9, 0, -16, 0, 2, 0, 0, 0, -6, 0, 8, 0, 0, 0, 4, 0, -14, 0, -12, 0, 6, 0, 4, 0, 0, 0, 0, 0, 14, 0, 0, 0, 18, 0, 4, 0, 6, 0, -8, 0, 5, 0, 0, 0, 1, 0, -12, 0, 0, 0, 12, 0, -16, 0, 0, 0, 10, 0, 12, 0, 0, 0, -8, 0, -2, 0, 0, 0, -10, 0, -16, 0, -6, 0, -8, 0, -2, 0, 0, 0, -16, 0, 16, 0, 0, 0, 12, 0, -9, 0, -12, 0, 14, 0, -4, 0, 0, 0, 20, 0, -10, 0, 0, 0, 6, 0, 8, 0, 0, 0, 8, 0, -14, 0, 0, 0, 22, 0, 8, 0, 0, 0, 8, 0, -6, 0, -12, 0, 16, 0, -4, 0, 0, 0, -8, 0, 32, 0, 0, 0, -4, 0, -4, 0, -3, 0, -24, 0, -26, 0, 0, 0, -6, 0, 4, 0, 0, 0, 0, 0, 2, 0, 0, 0, 9, 0, -8, 0, 0, 0, -12, 0, 16, 0, 0, 0, -30, 0, -24, 0, 6, 0, -12, 0, 6, 0, 0, 0, 14, 0, 24, 0, 0, 0, 4, 0, -10, 0, 24, 0, 10, 0, 8, 0, 0, 0, 24, 0, -13, 0, 0, 0, -26, 0, -4, 0, 0, 0, -8, 0, 32, 0, 0, 0, -2, 0, -8, 0, 0, 0, 32, 0, 26, 0, 12, 0, -18, 0, -8, 0, 0, 0, 8, 0, -2, 0, 0, 0, -16, 0, -12, 0, -18, 0, 8, 0, -14, 0, 0, 0, -32, 0, -8, 0, 0, 0, -16, 0, 30, 0, 0, 0, 2, 0, 0, 0, 0, 0, -24, 0, -3, 0, 0, 0, -6, 0, 20, 0, 18, 0, -24, 0, 22, 0, 0, 0, 4, 0, -20, 0, 0, 0, -36, 0, -16, 0, 24, 0, 6, 0, 8, 0, 0, 0, 0, 0, -2, 0, 0, 0, 18, 0, 16, 0, 9, 0, 24, 0, 10, 0, 0, 0, 16, 0, -16, 0, 0, 0, 36, 0, 6, 0, -12, 0, 2, 0, 8, 0, 0, 0, -40, 0, 2, 0, 0, 0, 16, 0, -8, 0, -27, 0, 24, 0, -6, 0, 0, 0, 18, 0, -24, 0, 0, 0, 8, 0, 10, 0, 0, 0, -18, 0, 12, 0, 0, 0, 8, 0, -32, 0, 0, 0, -32, 0, 4, 0, -18, 0, 16, 0, -12, 0, 0, 0, -14, 0, -20, 0, 0, 0, 36, 0, -4, 0, -12, 0, 0, 0, -28, 0, 0, 0, -12, 0, 6, 0, 0, 0, -2, 0, 24, 0, 0, 0, 4, 0, 16, 0, 0, 0, 10, 0, -8, 0, 0, 0, -16, 0, -7, 0, 12, 0, 12, 0, 0, 0, 0, 0, 36, 0, -2, 0, 0, 0, 14, 0, 8, 0, 6, 0, -8, 0, 0, 0, 0, 0, 14, 0, 16, 0, 0, 0, 16, 0, 18, 0, -36, 0, -22, 0, 4, 0, 0, 0, 4, 0, 2, 0, 0, 0, 64, 0, 24, 0, 6, 0, -48, 0, -32, 0, 0, 0, 18, 0, -8, 0, 0, 0, -24, 0, 10, 0, -24, 0, 5, 0, -12, 0, 0, 0, -8, 0, -42, 0, 0, 0, -6, 0, -4, 0, 0, 0, 24, 0, 1, 0, 0, 0, 12, 0, 16, 0, 0, 0, -12, 0, -18, 0, 0, 0, 18, 0, -48, 0, 0, 0, 12, 0, -16, 0, 0, 0, -34, 0, 12, 0, 18, 0, -12, 0, -42, 0, 0, 0, -16, 0, -8, 0, 0, 0, -8, 0, 18, 0, 0, 0, 22, 0, 56, 0, 0, 0, 24, 0, 10, 0, 0, 0, -12, 0, 44, 0, 48, 0, 12, 0, -12, 0, 0, 0, -34, 0, 24, 0, 0, 0, -24, 0, 38, 0, 0, 0, -32, 0, -8, 0, 0, 0, -32, 0, -16, 0, 0, 0, -2, 0, 44, 0, -27, 0, -16, 0, 30, 0, 0, 0, 32, 0, 36, 0, 0, 0, 36, 0, -10, 0, 48, 0, 0, 0, -24, 0, 0, 0, -16, 0, -10, 0, 0, 0, -6, 0, -56, 0, -6, 0, 8, 0, 34, 0, 0, 0, -42, 0, -8, 0, 0, 0, -24, 0, 0, 0, 0, 0, -2, 0, 8, 0, 0, 0, -72, 0, 4, 0, 0, 0, -18, 0, 8, 0, 18, 0, -24, 0, -16, 0, 0, 0, 42, 0, -28, 0, 0, 0, 16, 0, -32, 0, -24, 0, 22, 0, 4, 0, 0, 0, 48, 0, -2, 0, 0, 0, 18, 0, 12, 0, 0, 0, -40, 0, -25, 0, 0, 0, -9, 0, -20, 0, 0, 0, 24, 0, 38, 0, -12, 0, -6, 0, -4, 0, 0, 0, 12, 0, 14, 0, 0, 0, 0, 0, -16, 0, 42, 0, -4, 0, 46, 0, 0, 0, -30, 0, -16, 0, 0, 0, -20, 0, 48, 0, 36, 0, 16, 0, 20, 0, 0, 0, 16, 0, 12, 0, 0, 0, -10, 0, 48, 0, -18, 0, 40, 0, -64, 0, 0, 0, -48, 0, 8, 0, 0, 0, 0, 0, 6, 0, -12, 0, -14, 0, 36, 0, 0, 0, 8, 0, -38, 0, 0, 0, 46, 0, -24, 0, 0, 0, -8, 0, 12, 0, 0, 0, -6, 0, 8, 0, 0, 0, -40, 0, 33, 0, 0, 0, -14, 0, -36, 0, 0, 0, 20, 0, -48, 0, 0, 0, 2, 0, -24, 0, -42, 0, 36, 0, 22, 0, 0, 0, -32, 0, -40, 0, 0, 0, 8, 0, -42, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 110185
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '40.2.a', 'level': 40, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 2, 'weight': 2}
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id: 110186
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '40.2.a', 'level': 40, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '40.2.a', 'level': 40, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 22000
{'hecke_orbit_code': 33554472, 'n': 1, 'trace_an': 1}
-
id: 22001
{'hecke_orbit_code': 33554472, 'n': 2, 'trace_an': 0}
-
id: 22002
{'hecke_orbit_code': 33554472, 'n': 3, 'trace_an': 0}
-
id: 22003
{'hecke_orbit_code': 33554472, 'n': 4, 'trace_an': 0}
-
id: 22004
{'hecke_orbit_code': 33554472, 'n': 5, 'trace_an': 1}
-
id: 22005
{'hecke_orbit_code': 33554472, 'n': 6, 'trace_an': 0}
-
id: 22006
{'hecke_orbit_code': 33554472, 'n': 7, 'trace_an': -4}
-
id: 22007
{'hecke_orbit_code': 33554472, 'n': 8, 'trace_an': 0}
-
id: 22008
{'hecke_orbit_code': 33554472, 'n': 9, 'trace_an': -3}
-
id: 22009
{'hecke_orbit_code': 33554472, 'n': 10, 'trace_an': 0}
-
id: 22010
{'hecke_orbit_code': 33554472, 'n': 11, 'trace_an': 4}
-
id: 22011
{'hecke_orbit_code': 33554472, 'n': 12, 'trace_an': 0}
-
id: 22012
{'hecke_orbit_code': 33554472, 'n': 13, 'trace_an': -2}
-
id: 22013
{'hecke_orbit_code': 33554472, 'n': 14, 'trace_an': 0}
-
id: 22014
{'hecke_orbit_code': 33554472, 'n': 15, 'trace_an': 0}
-
id: 22015
{'hecke_orbit_code': 33554472, 'n': 16, 'trace_an': 0}
-
id: 22016
{'hecke_orbit_code': 33554472, 'n': 17, 'trace_an': 2}
-
id: 22017
{'hecke_orbit_code': 33554472, 'n': 18, 'trace_an': 0}
-
id: 22018
{'hecke_orbit_code': 33554472, 'n': 19, 'trace_an': 4}
-
id: 22019
{'hecke_orbit_code': 33554472, 'n': 20, 'trace_an': 0}
-
id: 22020
{'hecke_orbit_code': 33554472, 'n': 21, 'trace_an': 0}
-
id: 22021
{'hecke_orbit_code': 33554472, 'n': 22, 'trace_an': 0}
-
id: 22022
{'hecke_orbit_code': 33554472, 'n': 23, 'trace_an': 4}
-
id: 22023
{'hecke_orbit_code': 33554472, 'n': 24, 'trace_an': 0}
-
id: 22024
{'hecke_orbit_code': 33554472, 'n': 25, 'trace_an': 1}
-
id: 22025
{'hecke_orbit_code': 33554472, 'n': 26, 'trace_an': 0}
-
id: 22026
{'hecke_orbit_code': 33554472, 'n': 27, 'trace_an': 0}
-
id: 22027
{'hecke_orbit_code': 33554472, 'n': 28, 'trace_an': 0}
-
id: 22028
{'hecke_orbit_code': 33554472, 'n': 29, 'trace_an': -2}
-
id: 22029
{'hecke_orbit_code': 33554472, 'n': 30, 'trace_an': 0}
-
id: 22030
{'hecke_orbit_code': 33554472, 'n': 31, 'trace_an': -8}
-
id: 22031
{'hecke_orbit_code': 33554472, 'n': 32, 'trace_an': 0}
-
id: 22032
{'hecke_orbit_code': 33554472, 'n': 33, 'trace_an': 0}
-
id: 22033
{'hecke_orbit_code': 33554472, 'n': 34, 'trace_an': 0}
-
id: 22034
{'hecke_orbit_code': 33554472, 'n': 35, 'trace_an': -4}
-
id: 22035
{'hecke_orbit_code': 33554472, 'n': 36, 'trace_an': 0}
-
id: 22036
{'hecke_orbit_code': 33554472, 'n': 37, 'trace_an': 6}
-
id: 22037
{'hecke_orbit_code': 33554472, 'n': 38, 'trace_an': 0}
-
id: 22038
{'hecke_orbit_code': 33554472, 'n': 39, 'trace_an': 0}
-
id: 22039
{'hecke_orbit_code': 33554472, 'n': 40, 'trace_an': 0}
-
id: 22040
{'hecke_orbit_code': 33554472, 'n': 41, 'trace_an': -6}
-
id: 22041
{'hecke_orbit_code': 33554472, 'n': 42, 'trace_an': 0}
-
id: 22042
{'hecke_orbit_code': 33554472, 'n': 43, 'trace_an': -8}
-
id: 22043
{'hecke_orbit_code': 33554472, 'n': 44, 'trace_an': 0}
-
id: 22044
{'hecke_orbit_code': 33554472, 'n': 45, 'trace_an': -3}
-
id: 22045
{'hecke_orbit_code': 33554472, 'n': 46, 'trace_an': 0}
-
id: 22046
{'hecke_orbit_code': 33554472, 'n': 47, 'trace_an': 4}
-
id: 22047
{'hecke_orbit_code': 33554472, 'n': 48, 'trace_an': 0}
-
id: 22048
{'hecke_orbit_code': 33554472, 'n': 49, 'trace_an': 9}
-
id: 22049
{'hecke_orbit_code': 33554472, 'n': 50, 'trace_an': 0}
-
id: 22050
{'hecke_orbit_code': 33554472, 'n': 51, 'trace_an': 0}
-
id: 22051
{'hecke_orbit_code': 33554472, 'n': 52, 'trace_an': 0}
-
id: 22052
{'hecke_orbit_code': 33554472, 'n': 53, 'trace_an': 6}
-
id: 22053
{'hecke_orbit_code': 33554472, 'n': 54, 'trace_an': 0}
-
id: 22054
{'hecke_orbit_code': 33554472, 'n': 55, 'trace_an': 4}
-
id: 22055
{'hecke_orbit_code': 33554472, 'n': 56, 'trace_an': 0}
-
id: 22056
{'hecke_orbit_code': 33554472, 'n': 57, 'trace_an': 0}
-
id: 22057
{'hecke_orbit_code': 33554472, 'n': 58, 'trace_an': 0}
-
id: 22058
{'hecke_orbit_code': 33554472, 'n': 59, 'trace_an': -4}
-
id: 22059
{'hecke_orbit_code': 33554472, 'n': 60, 'trace_an': 0}
-
id: 22060
{'hecke_orbit_code': 33554472, 'n': 61, 'trace_an': -2}
-
id: 22061
{'hecke_orbit_code': 33554472, 'n': 62, 'trace_an': 0}
-
id: 22062
{'hecke_orbit_code': 33554472, 'n': 63, 'trace_an': 12}
-
id: 22063
{'hecke_orbit_code': 33554472, 'n': 64, 'trace_an': 0}
-
id: 22064
{'hecke_orbit_code': 33554472, 'n': 65, 'trace_an': -2}
-
id: 22065
{'hecke_orbit_code': 33554472, 'n': 66, 'trace_an': 0}
-
id: 22066
{'hecke_orbit_code': 33554472, 'n': 67, 'trace_an': 8}
-
id: 22067
{'hecke_orbit_code': 33554472, 'n': 68, 'trace_an': 0}
-
id: 22068
{'hecke_orbit_code': 33554472, 'n': 69, 'trace_an': 0}
-
id: 22069
{'hecke_orbit_code': 33554472, 'n': 70, 'trace_an': 0}
-
id: 22070
{'hecke_orbit_code': 33554472, 'n': 71, 'trace_an': 0}
-
id: 22071
{'hecke_orbit_code': 33554472, 'n': 72, 'trace_an': 0}
-
id: 22072
{'hecke_orbit_code': 33554472, 'n': 73, 'trace_an': -6}
-
id: 22073
{'hecke_orbit_code': 33554472, 'n': 74, 'trace_an': 0}
-
id: 22074
{'hecke_orbit_code': 33554472, 'n': 75, 'trace_an': 0}
-
id: 22075
{'hecke_orbit_code': 33554472, 'n': 76, 'trace_an': 0}
-
id: 22076
{'hecke_orbit_code': 33554472, 'n': 77, 'trace_an': -16}
-
id: 22077
{'hecke_orbit_code': 33554472, 'n': 78, 'trace_an': 0}
-
id: 22078
{'hecke_orbit_code': 33554472, 'n': 79, 'trace_an': 0}
-
id: 22079
{'hecke_orbit_code': 33554472, 'n': 80, 'trace_an': 0}
-
id: 22080
{'hecke_orbit_code': 33554472, 'n': 81, 'trace_an': 9}
-
id: 22081
{'hecke_orbit_code': 33554472, 'n': 82, 'trace_an': 0}
-
id: 22082
{'hecke_orbit_code': 33554472, 'n': 83, 'trace_an': -16}
-
id: 22083
{'hecke_orbit_code': 33554472, 'n': 84, 'trace_an': 0}
-
id: 22084
{'hecke_orbit_code': 33554472, 'n': 85, 'trace_an': 2}
-
id: 22085
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id: 22979
{'hecke_orbit_code': 33554472, 'n': 980, 'trace_an': 0}
-
id: 22980
{'hecke_orbit_code': 33554472, 'n': 981, 'trace_an': -42}
-
id: 22981
{'hecke_orbit_code': 33554472, 'n': 982, 'trace_an': 0}
-
id: 22982
{'hecke_orbit_code': 33554472, 'n': 983, 'trace_an': 36}
-
id: 22983
{'hecke_orbit_code': 33554472, 'n': 984, 'trace_an': 0}
-
id: 22984
{'hecke_orbit_code': 33554472, 'n': 985, 'trace_an': 22}
-
id: 22985
{'hecke_orbit_code': 33554472, 'n': 986, 'trace_an': 0}
-
id: 22986
{'hecke_orbit_code': 33554472, 'n': 987, 'trace_an': 0}
-
id: 22987
{'hecke_orbit_code': 33554472, 'n': 988, 'trace_an': 0}
-
id: 22988
{'hecke_orbit_code': 33554472, 'n': 989, 'trace_an': -32}
-
id: 22989
{'hecke_orbit_code': 33554472, 'n': 990, 'trace_an': 0}
-
id: 22990
{'hecke_orbit_code': 33554472, 'n': 991, 'trace_an': -40}
-
id: 22991
{'hecke_orbit_code': 33554472, 'n': 992, 'trace_an': 0}
-
id: 22992
{'hecke_orbit_code': 33554472, 'n': 993, 'trace_an': 0}
-
id: 22993
{'hecke_orbit_code': 33554472, 'n': 994, 'trace_an': 0}
-
id: 22994
{'hecke_orbit_code': 33554472, 'n': 995, 'trace_an': 8}
-
id: 22995
{'hecke_orbit_code': 33554472, 'n': 996, 'trace_an': 0}
-
id: 22996
{'hecke_orbit_code': 33554472, 'n': 997, 'trace_an': -42}
-
id: 22997
{'hecke_orbit_code': 33554472, 'n': 998, 'trace_an': 0}
-
id: 22998
{'hecke_orbit_code': 33554472, 'n': 999, 'trace_an': 0}
-
id: 22999
{'hecke_orbit_code': 33554472, 'n': 1000, 'trace_an': 0}