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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [11, 1]], 1, 1]], 'ALdims': [0, 0, 1, 0], 'Nk2': 176, 'analytic_conductor': 0.35134176889363367, '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': [44, 1, [23, 13], [1, 1]], 'conrey_index': 1, 'cusp_dim': 4, 'dim': 1, 'eis_dim': 5, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554476, 'hecke_orbit_dims': [1], 'label': '44.2.a', 'level': 44, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 9, '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, 1, -3, 2], 'traces': [1, 0, 1, 0, -3, 0, 2, 0, -2, 0, -1, 0, -4, 0, -3, 0, 6, 0, 8, 0, 2, 0, -3, 0, 4, 0, -5, 0, 0, 0, 5, 0, -1, 0, -6, 0, -1, 0, -4, 0, 0, 0, -10, 0, 6, 0, 0, 0, -3, 0, 6, 0, -6, 0, 3, 0, 8, 0, 3, 0, -4, 0, -4, 0, 12, 0, -1, 0, -3, 0, 15, 0, -4, 0, 4, 0, -2, 0, 2, 0, 1, 0, 6, 0, -18, 0, 0, 0, -9, 0, -8, 0, 5, 0, -24, 0, -7, 0, 2, 0, 18, 0, 8, 0, -6, 0, 6, 0, 2, 0, -1, 0, -15, 0, 9, 0, 8, 0, 12, 0, 1, 0, 0, 0, 3, 0, -16, 0, -10, 0, -6, 0, 16, 0, 15, 0, 9, 0, 14, 0, 0, 0, 4, 0, 0, 0, -3, 0, 6, 0, -10, 0, -12, 0, -15, 0, 5, 0, -6, 0, -6, 0, -4, 0, 3, 0, -12, 0, 3, 0, -16, 0, 18, 0, 8, 0, 3, 0, -9, 0, -13, 0, -4, 0, 3, 0, -6, 0, -10, 0, -21, 0, 20, 0, 12, 0, 6, 0, 8, 0, -1, 0, 0, 0, 0, 0, 6, 0, -8, 0, 20, 0, 15, 0, 30, 0, 10, 0, -4, 0, -24, 0, 17, 0, -8, 0, 6, 0, -13, 0, -2, 0, -24, 0, 0, 0, 2, 0, 6, 0, 8, 0, 16, 0, 9, 0, -32, 0, 6, 0, -9, 0, 3, 0, -18, 0, -18, 0, -2, 0, 0, 0, 18, 0, 18, 0, -9, 0, -6, 0, 20, 0, -8, 0, -4, 0, -10, 0, -10, 0, -18, 0, -4, 0, -24, 0, 0, 0, 19, 0, -7, 0, 0, 0, -9, 0, 5, 0, 12, 0, -20, 0, 18, 0, 12, 0, -16, 0, 8, 0, 12, 0, -1, 0, 12, 0, 33, 0, 0, 0, 6, 0, 48, 0, -16, 0, 2, 0, 0, 0, -7, 0, 2, 0, 3, 0, 2, 0, -15, 0, -5, 0, -20, 0, 9, 0, 12, 0, 14, 0, 20, 0, -21, 0, -45, 0, 12, 0, -36, 0, 45, 0, 1, 0, 12, 0, -19, 0, 0, 0, -12, 0, -10, 0, 3, 0, 0, 0, 29, 0, -16, 0, -27, 0, 6, 0, 20, 0, -27, 0, -18, 0, -6, 0, -6, 0, -34, 0, 16, 0, 18, 0, -20, 0, -3, 0, 1, 0, 2, 0, 9, 0, 6, 0, -18, 0, 14, 0, 12, 0, -10, 0, 0, 0, 24, 0, -8, 0, 4, 0, 18, 0, 29, 0, 0, 0, -24, 0, 8, 0, 6, 0, -21, 0, 27, 0, 6, 0, 3, 0, 0, 0, -10, 0, 24, 0, -28, 0, -30, 0, 12, 0, 23, 0, -15, 0, 3, 0, -2, 0, 5, 0, 10, 0, 32, 0, 12, 0, -12, 0, 4, 0, -6, 0, 21, 0, 29, 0, -4, 0, 24, 0, 0, 0, -6, 0, 30, 0, -4, 0, -12, 0, -30, 0, -54, 0, 3, 0, -21, 0, -8, 0, -40, 0, -24, 0, 0, 0, 18, 0, -27, 0, 8, 0, 8, 0, 30, 0, -14, 0, -6, 0, 0, 0, -18, 0, -9, 0, 3, 0, -16, 0, -13, 0, -6, 0, 8, 0, 8, 0, 0, 0, 4, 0, 3, 0, -18, 0, 40, 0, -6, 0, -36, 0, 45, 0, 2, 0, 0, 0, 44, 0, -21, 0, -12, 0, 17, 0, 20, 0, 12, 0, 6, 0, -24, 0, -12, 0, 40, 0, 6, 0, -36, 0, -36, 0, 8, 0, 0, 0, 26, 0, 2, 0, -3, 0, 14, 0, 0, 0, 0, 0, 32, 0, 0, 0, 18, 0, 17, 0, 15, 0, -18, 0, -29, 0, -8, 0, -6, 0, -43, 0, 20, 0, 48, 0, 12, 0, -30, 0, 39, 0, -13, 0, 30, 0, 3, 0, -3, 0, 10, 0, 3, 0, 18, 0, 8, 0, -42, 0, 17, 0, -24, 0, -48, 0, 0, 0, 17, 0, 4, 0, -34, 0, -20, 0, -42, 0, -14, 0, 6, 0, 48, 0, -27, 0, -13, 0, 24, 0, -1, 0, 4, 0, -42, 0, 0, 0, -24, 0, 18, 0, -8, 0, 0, 0, 36, 0, -37, 0, -4, 0, -15, 0, -12, 0, 6, 0, 45, 0, 16, 0, 8, 0, 0, 0, 17, 0, 13, 0, -60, 0, -4, 0, 9, 0, 1, 0, -34, 0, -32, 0, 12, 0, -18, 0, -12, 0, 12, 0, 35, 0, -9, 0, 30, 0, -22, 0, 3, 0, 36, 0, 4, 0, 36, 0, -12, 0, 44, 0, -18, 0, 42, 0, 20, 0, -2, 0, 0, 0, -15, 0, 0, 0, -15, 0, 32, 0, 18, 0, -30, 0, 16, 0, 18, 0, 9, 0, 0, 0, 18, 0, 4, 0, 18, 0, -6, 0, -24, 0, 38, 0, 20, 0, 12, 0, -80, 0, 16, 0, 30, 0, -43, 0, -4, 0, -36, 0, -19, 0, -10, 0, -18, 0, 36, 0, -25, 0, -39, 0, -29, 0, -18, 0, -9, 0, 2, 0, -4, 0, 3, 0, 38, 0, 48, 0, 24, 0, -25, 0, 0, 0, 48, 0, -54, 0, 19, 0, -2, 0, 4, 0, 14, 0, 6, 0, -52, 0, 0, 0, -27, 0, -4, 0, -9, 0, 30, 0, -32, 0, -1, 0, 0, 0, 27, 0, 12, 0, 0, 0, -36, 0, -20, 0, 39, 0, -4, 0, -36, 0, 12, 0, -6, 0, 12, 0, -12, 0, -34, 0, -16, 0, -60, 0, -4, 0, -16, 0, 18, 0, -24, 0, 12, 0, 18, 0, 32, 0, -1, 0, -30, 0, 0, 0, 30, 0, 27, 0, 16, 0, 33, 0, 42, 0, 63, 0, 0, 0, 18, 0, -6, 0, -12, 0, -60, 0, -16, 0, 48, 0, -15, 0, 28, 0, -16, 0, 45, 0, 9, 0, -4, 0, 45, 0, -18, 0, 0, 0, 30, 0, -16, 0, -7, 0, -24, 0, -10, 0, 5, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 111251
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '44.2.a', 'level': 44, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 3, 'weight': 2}
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id: 111252
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '44.2.a', 'level': 44, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '44.2.a', 'sub_level': 44, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '44.2.a', 'level': 44, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26000
{'hecke_orbit_code': 33554476, 'n': 1, 'trace_an': 1}
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id: 26001
{'hecke_orbit_code': 33554476, 'n': 2, 'trace_an': 0}
-
id: 26002
{'hecke_orbit_code': 33554476, 'n': 3, 'trace_an': 1}
-
id: 26003
{'hecke_orbit_code': 33554476, 'n': 4, 'trace_an': 0}
-
id: 26004
{'hecke_orbit_code': 33554476, 'n': 5, 'trace_an': -3}
-
id: 26005
{'hecke_orbit_code': 33554476, 'n': 6, 'trace_an': 0}
-
id: 26006
{'hecke_orbit_code': 33554476, 'n': 7, 'trace_an': 2}
-
id: 26007
{'hecke_orbit_code': 33554476, 'n': 8, 'trace_an': 0}
-
id: 26008
{'hecke_orbit_code': 33554476, 'n': 9, 'trace_an': -2}
-
id: 26009
{'hecke_orbit_code': 33554476, 'n': 10, 'trace_an': 0}
-
id: 26010
{'hecke_orbit_code': 33554476, 'n': 11, 'trace_an': -1}
-
id: 26011
{'hecke_orbit_code': 33554476, 'n': 12, 'trace_an': 0}
-
id: 26012
{'hecke_orbit_code': 33554476, 'n': 13, 'trace_an': -4}
-
id: 26013
{'hecke_orbit_code': 33554476, 'n': 14, 'trace_an': 0}
-
id: 26014
{'hecke_orbit_code': 33554476, 'n': 15, 'trace_an': -3}
-
id: 26015
{'hecke_orbit_code': 33554476, 'n': 16, 'trace_an': 0}
-
id: 26016
{'hecke_orbit_code': 33554476, 'n': 17, 'trace_an': 6}
-
id: 26017
{'hecke_orbit_code': 33554476, 'n': 18, 'trace_an': 0}
-
id: 26018
{'hecke_orbit_code': 33554476, 'n': 19, 'trace_an': 8}
-
id: 26019
{'hecke_orbit_code': 33554476, 'n': 20, 'trace_an': 0}
-
id: 26020
{'hecke_orbit_code': 33554476, 'n': 21, 'trace_an': 2}
-
id: 26021
{'hecke_orbit_code': 33554476, 'n': 22, 'trace_an': 0}
-
id: 26022
{'hecke_orbit_code': 33554476, 'n': 23, 'trace_an': -3}
-
id: 26023
{'hecke_orbit_code': 33554476, 'n': 24, 'trace_an': 0}
-
id: 26024
{'hecke_orbit_code': 33554476, 'n': 25, 'trace_an': 4}
-
id: 26025
{'hecke_orbit_code': 33554476, 'n': 26, 'trace_an': 0}
-
id: 26026
{'hecke_orbit_code': 33554476, 'n': 27, 'trace_an': -5}
-
id: 26027
{'hecke_orbit_code': 33554476, 'n': 28, 'trace_an': 0}
-
id: 26028
{'hecke_orbit_code': 33554476, 'n': 29, 'trace_an': 0}
-
id: 26029
{'hecke_orbit_code': 33554476, 'n': 30, 'trace_an': 0}
-
id: 26030
{'hecke_orbit_code': 33554476, 'n': 31, 'trace_an': 5}
-
id: 26031
{'hecke_orbit_code': 33554476, 'n': 32, 'trace_an': 0}
-
id: 26032
{'hecke_orbit_code': 33554476, 'n': 33, 'trace_an': -1}
-
id: 26033
{'hecke_orbit_code': 33554476, 'n': 34, 'trace_an': 0}
-
id: 26034
{'hecke_orbit_code': 33554476, 'n': 35, 'trace_an': -6}
-
id: 26035
{'hecke_orbit_code': 33554476, 'n': 36, 'trace_an': 0}
-
id: 26036
{'hecke_orbit_code': 33554476, 'n': 37, 'trace_an': -1}
-
id: 26037
{'hecke_orbit_code': 33554476, 'n': 38, 'trace_an': 0}
-
id: 26038
{'hecke_orbit_code': 33554476, 'n': 39, 'trace_an': -4}
-
id: 26039
{'hecke_orbit_code': 33554476, 'n': 40, 'trace_an': 0}
-
id: 26040
{'hecke_orbit_code': 33554476, 'n': 41, 'trace_an': 0}
-
id: 26041
{'hecke_orbit_code': 33554476, 'n': 42, 'trace_an': 0}
-
id: 26042
{'hecke_orbit_code': 33554476, 'n': 43, 'trace_an': -10}
-
id: 26043
{'hecke_orbit_code': 33554476, 'n': 44, 'trace_an': 0}
-
id: 26044
{'hecke_orbit_code': 33554476, 'n': 45, 'trace_an': 6}
-
id: 26045
{'hecke_orbit_code': 33554476, 'n': 46, 'trace_an': 0}
-
id: 26046
{'hecke_orbit_code': 33554476, 'n': 47, 'trace_an': 0}
-
id: 26047
{'hecke_orbit_code': 33554476, 'n': 48, 'trace_an': 0}
-
id: 26048
{'hecke_orbit_code': 33554476, 'n': 49, 'trace_an': -3}
-
id: 26049
{'hecke_orbit_code': 33554476, 'n': 50, 'trace_an': 0}
-
id: 26050
{'hecke_orbit_code': 33554476, 'n': 51, 'trace_an': 6}
-
id: 26051
{'hecke_orbit_code': 33554476, 'n': 52, 'trace_an': 0}
-
id: 26052
{'hecke_orbit_code': 33554476, 'n': 53, 'trace_an': -6}
-
id: 26053
{'hecke_orbit_code': 33554476, 'n': 54, 'trace_an': 0}
-
id: 26054
{'hecke_orbit_code': 33554476, 'n': 55, 'trace_an': 3}
-
id: 26055
{'hecke_orbit_code': 33554476, 'n': 56, 'trace_an': 0}
-
id: 26056
{'hecke_orbit_code': 33554476, 'n': 57, 'trace_an': 8}
-
id: 26057
{'hecke_orbit_code': 33554476, 'n': 58, 'trace_an': 0}
-
id: 26058
{'hecke_orbit_code': 33554476, 'n': 59, 'trace_an': 3}
-
id: 26059
{'hecke_orbit_code': 33554476, 'n': 60, 'trace_an': 0}
-
id: 26060
{'hecke_orbit_code': 33554476, 'n': 61, 'trace_an': -4}
-
id: 26061
{'hecke_orbit_code': 33554476, 'n': 62, 'trace_an': 0}
-
id: 26062
{'hecke_orbit_code': 33554476, 'n': 63, 'trace_an': -4}
-
id: 26063
{'hecke_orbit_code': 33554476, 'n': 64, 'trace_an': 0}
-
id: 26064
{'hecke_orbit_code': 33554476, 'n': 65, 'trace_an': 12}
-
id: 26065
{'hecke_orbit_code': 33554476, 'n': 66, 'trace_an': 0}
-
id: 26066
{'hecke_orbit_code': 33554476, 'n': 67, 'trace_an': -1}
-
id: 26067
{'hecke_orbit_code': 33554476, 'n': 68, 'trace_an': 0}
-
id: 26068
{'hecke_orbit_code': 33554476, 'n': 69, 'trace_an': -3}
-
id: 26069
{'hecke_orbit_code': 33554476, 'n': 70, 'trace_an': 0}
-
id: 26070
{'hecke_orbit_code': 33554476, 'n': 71, 'trace_an': 15}
-
id: 26071
{'hecke_orbit_code': 33554476, 'n': 72, 'trace_an': 0}
-
id: 26072
{'hecke_orbit_code': 33554476, 'n': 73, 'trace_an': -4}
-
id: 26073
{'hecke_orbit_code': 33554476, 'n': 74, 'trace_an': 0}
-
id: 26074
{'hecke_orbit_code': 33554476, 'n': 75, 'trace_an': 4}
-
id: 26075
{'hecke_orbit_code': 33554476, 'n': 76, 'trace_an': 0}
-
id: 26076
{'hecke_orbit_code': 33554476, 'n': 77, 'trace_an': -2}
-
id: 26077
{'hecke_orbit_code': 33554476, 'n': 78, 'trace_an': 0}
-
id: 26078
{'hecke_orbit_code': 33554476, 'n': 79, 'trace_an': 2}
-
id: 26079
{'hecke_orbit_code': 33554476, 'n': 80, 'trace_an': 0}
-
id: 26080
{'hecke_orbit_code': 33554476, 'n': 81, 'trace_an': 1}
-
id: 26081
{'hecke_orbit_code': 33554476, 'n': 82, 'trace_an': 0}
-
id: 26082
{'hecke_orbit_code': 33554476, 'n': 83, 'trace_an': 6}
-
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-
id: 26975
{'hecke_orbit_code': 33554476, 'n': 976, 'trace_an': 0}
-
id: 26976
{'hecke_orbit_code': 33554476, 'n': 977, 'trace_an': 45}
-
id: 26977
{'hecke_orbit_code': 33554476, 'n': 978, 'trace_an': 0}
-
id: 26978
{'hecke_orbit_code': 33554476, 'n': 979, 'trace_an': 9}
-
id: 26979
{'hecke_orbit_code': 33554476, 'n': 980, 'trace_an': 0}
-
id: 26980
{'hecke_orbit_code': 33554476, 'n': 981, 'trace_an': -4}
-
id: 26981
{'hecke_orbit_code': 33554476, 'n': 982, 'trace_an': 0}
-
id: 26982
{'hecke_orbit_code': 33554476, 'n': 983, 'trace_an': 45}
-
id: 26983
{'hecke_orbit_code': 33554476, 'n': 984, 'trace_an': 0}
-
id: 26984
{'hecke_orbit_code': 33554476, 'n': 985, 'trace_an': -18}
-
id: 26985
{'hecke_orbit_code': 33554476, 'n': 986, 'trace_an': 0}
-
id: 26986
{'hecke_orbit_code': 33554476, 'n': 987, 'trace_an': 0}
-
id: 26987
{'hecke_orbit_code': 33554476, 'n': 988, 'trace_an': 0}
-
id: 26988
{'hecke_orbit_code': 33554476, 'n': 989, 'trace_an': 30}
-
id: 26989
{'hecke_orbit_code': 33554476, 'n': 990, 'trace_an': 0}
-
id: 26990
{'hecke_orbit_code': 33554476, 'n': 991, 'trace_an': -16}
-
id: 26991
{'hecke_orbit_code': 33554476, 'n': 992, 'trace_an': 0}
-
id: 26992
{'hecke_orbit_code': 33554476, 'n': 993, 'trace_an': -7}
-
id: 26993
{'hecke_orbit_code': 33554476, 'n': 994, 'trace_an': 0}
-
id: 26994
{'hecke_orbit_code': 33554476, 'n': 995, 'trace_an': -24}
-
id: 26995
{'hecke_orbit_code': 33554476, 'n': 996, 'trace_an': 0}
-
id: 26996
{'hecke_orbit_code': 33554476, 'n': 997, 'trace_an': -10}
-
id: 26997
{'hecke_orbit_code': 33554476, 'n': 998, 'trace_an': 0}
-
id: 26998
{'hecke_orbit_code': 33554476, 'n': 999, 'trace_an': 5}
-
id: 26999
{'hecke_orbit_code': 33554476, 'n': 1000, 'trace_an': 0}