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mf_newspaces • Show schema
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{'Nk2': 7056, 'analytic_conductor': 26.019842312531612, 'char_conductor': 21, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [441, 2, [344, 199], [1, 1]], 'conrey_index': 440, 'cusp_dim': 152, 'dim': 40, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137506062777, 'hecke_orbit_dims': [16, 24], 'label': '441.4.c', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 184, 'mf_new_dim': 40, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 40, 'sturm_bound': 224, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [40, 0, 0, -160, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 520, 0, 0, 0, 0, 0, 1152, 0, 0, 352, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1528, 0, 0, 0, 0, 0, 1576, 0, 0, -1104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -696, 0, 0, 0, 0, 0, 2072, 0, 0, -3304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4832, 0, 0, 0, 0, 0, 8640, 0, 0, -8664, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12760, 0, 0, 0, 0, 0, -1560, 0, 0, -2936, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2656, 0, 0, 0, 0, 0, -352, 0, 0, 11688, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5400, 0, 0, 0, 0, 0, -20104, 0, 0, 7480, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3200, 0, 0, 0, 0, 0, -9008, 0, 0, 22232, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6864, 0, 0, 0, 0, 0, -3144, 0, 0, -24320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18768, 0, 0, 0, 0, 0, -15056, 0, 0, 39480, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24456, 0, 0, 0, 0, 0, -13560, 0, 0, -10128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5688, 0, 0, 0, 0, 0, 7776, 0, 0, 19480, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4664, 0, 0, 0, 0, 0, 68064, 0, 0, -7528, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 43672, 0, 0, 0, 0, 0, -66456, 0, 0, 19536, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -138864, 0, 0, 0, 0, 0, -71552, 0, 0, -35592, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 45016, 0, 0, 0, 0, 0, 65392, 0, 0, -86016, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 100728, 0, 0, 0, 0, 0, 52824, 0, 0, -52304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -106456, 0, 0, 0, 0, 0, -20552, 0, 0, -25992, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 43920, 0, 0, 0, 0, 0, 202144, 0, 0, 31704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 109752, 0, 0, 0, 0, 0, 40904, 0, 0, 74952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -45304, 0, 0, 0, 0, 0, -55392, 0, 0, 11808, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -97856, 0, 0, 0, 0, 0, -12568, 0, 0, 58872, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 266568, 0, 0, 0, 0, 0, 14776, 0, 0, -57104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -95528, 0, 0, 0, 0, 0, -53760, 0, 0, -164768, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -58032, 0, 0, 0, 0, 0, -28080, 0, 0, -5752, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 31688, 0, 0, 0, 0, 0, 63680, 0, 0, 114936, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -19296, 0, 0, 0, 0, 0, -151584, 0, 0, 130760, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 143448, 0, 0, 0, 0, 0, -155592, 0, 0, 137968, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -240856, 0, 0, 0, 0, 0, -203376, 0, 0, 40640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -106616, 0, 0, 0, 0, 0, 17912, 0, 0, -34824, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -98592, 0, 0, 0, 0, 0, 160480, 0, 0, -174744, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 33360, 0, 0, 0, 0, 0, 43456, 0, 0, -121192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -174224, 0, 0, 0, 0, 0, 8208, 0, 0, 166128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -19856, 0, 0, 0, 0, 0, -30720, 0, 0, 65568, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 261144, 0, 0, 0, 0, 0, -504432, 0, 0, 404504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -254480, 0, 0, 0, 0, 0, 63040, 0, 0, -388704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 581168, 0, 0, 0, 0, 0, 514008, 0, 0, 15936, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -74976, 0, 0, 0, 0, 0, 158736, 0, 0, -319776, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -200904, 0, 0, 0, 0, 0, -275856, 0, 0, 82832, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 360480, 0, 0, 0, 0, 0, 116432, 0, 0, 216944, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -86760, 0, 0, 0, 0, 0, -181800, 0, 0, -7488, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -59584, 0, 0, 0, 0, 0, -185336, 0, 0, 135144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -111336, 0, 0, 0, 0, 0, 508848, 0, 0, -402296, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 334552, 0, 0, 0, 0, 0, 624520, 0, 0, 5784, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 25200, 0, 0, 0, 0, 0, 340632, 0, 0, -161160, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -341480, 0, 0, 0, 0, 0, -118912, 0, 0, 165336, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 309912, 0, 0, 0, 0, 0, -139272, 0, 0, 225568, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 214970
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 440, 'conrey_indexes': [440], 'label': '441.4.c', 'level': 441, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 20, 'sub_conrey_indexes': [20], 'sub_dim': 6, 'sub_label': '21.4.c', 'sub_level': 21, 'sub_mult': 4, 'weight': 4}
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id: 214972
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 440, 'conrey_indexes': [440], 'label': '441.4.c', 'level': 441, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 62, 'sub_conrey_indexes': [62], 'sub_dim': 8, 'sub_label': '63.4.c', 'sub_level': 63, 'sub_mult': 2, 'weight': 4}
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id: 214969
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 440, 'conrey_indexes': [440], 'label': '441.4.c', 'level': 441, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 146, 'sub_conrey_indexes': [146], 'sub_dim': 36, 'sub_label': '147.4.c', 'sub_level': 147, 'sub_mult': 2, 'weight': 4}
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id: 214971
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 440, 'conrey_indexes': [440], 'label': '441.4.c', 'level': 441, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 440, 'sub_conrey_indexes': [440], 'sub_dim': 40, 'sub_label': '441.4.c', 'sub_level': 441, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '441.4.c', 'level': 441, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30887000
{'hecke_orbit_code': 137506062777, 'n': 1, 'trace_an': 40}
-
id: 30887001
{'hecke_orbit_code': 137506062777, 'n': 2, 'trace_an': 0}
-
id: 30887002
{'hecke_orbit_code': 137506062777, 'n': 3, 'trace_an': 0}
-
id: 30887003
{'hecke_orbit_code': 137506062777, 'n': 4, 'trace_an': -160}
-
id: 30887004
{'hecke_orbit_code': 137506062777, 'n': 5, 'trace_an': 0}
-
id: 30887005
{'hecke_orbit_code': 137506062777, 'n': 6, 'trace_an': 0}
-
id: 30887006
{'hecke_orbit_code': 137506062777, 'n': 7, 'trace_an': 0}
-
id: 30887007
{'hecke_orbit_code': 137506062777, 'n': 8, 'trace_an': 0}
-
id: 30887008
{'hecke_orbit_code': 137506062777, 'n': 9, 'trace_an': 0}
-
id: 30887009
{'hecke_orbit_code': 137506062777, 'n': 10, 'trace_an': 0}
-
id: 30887010
{'hecke_orbit_code': 137506062777, 'n': 11, 'trace_an': 0}
-
id: 30887011
{'hecke_orbit_code': 137506062777, 'n': 12, 'trace_an': 0}
-
id: 30887012
{'hecke_orbit_code': 137506062777, 'n': 13, 'trace_an': 0}
-
id: 30887013
{'hecke_orbit_code': 137506062777, 'n': 14, 'trace_an': 0}
-
id: 30887014
{'hecke_orbit_code': 137506062777, 'n': 15, 'trace_an': 0}
-
id: 30887015
{'hecke_orbit_code': 137506062777, 'n': 16, 'trace_an': 520}
-
id: 30887016
{'hecke_orbit_code': 137506062777, 'n': 17, 'trace_an': 0}
-
id: 30887017
{'hecke_orbit_code': 137506062777, 'n': 18, 'trace_an': 0}
-
id: 30887018
{'hecke_orbit_code': 137506062777, 'n': 19, 'trace_an': 0}
-
id: 30887019
{'hecke_orbit_code': 137506062777, 'n': 20, 'trace_an': 0}
-
id: 30887020
{'hecke_orbit_code': 137506062777, 'n': 21, 'trace_an': 0}
-
id: 30887021
{'hecke_orbit_code': 137506062777, 'n': 22, 'trace_an': 1152}
-
id: 30887022
{'hecke_orbit_code': 137506062777, 'n': 23, 'trace_an': 0}
-
id: 30887023
{'hecke_orbit_code': 137506062777, 'n': 24, 'trace_an': 0}
-
id: 30887024
{'hecke_orbit_code': 137506062777, 'n': 25, 'trace_an': 352}
-
id: 30887025
{'hecke_orbit_code': 137506062777, 'n': 26, 'trace_an': 0}
-
id: 30887026
{'hecke_orbit_code': 137506062777, 'n': 27, 'trace_an': 0}
-
id: 30887027
{'hecke_orbit_code': 137506062777, 'n': 28, 'trace_an': 0}
-
id: 30887028
{'hecke_orbit_code': 137506062777, 'n': 29, 'trace_an': 0}
-
id: 30887029
{'hecke_orbit_code': 137506062777, 'n': 30, 'trace_an': 0}
-
id: 30887030
{'hecke_orbit_code': 137506062777, 'n': 31, 'trace_an': 0}
-
id: 30887031
{'hecke_orbit_code': 137506062777, 'n': 32, 'trace_an': 0}
-
id: 30887032
{'hecke_orbit_code': 137506062777, 'n': 33, 'trace_an': 0}
-
id: 30887033
{'hecke_orbit_code': 137506062777, 'n': 34, 'trace_an': 0}
-
id: 30887034
{'hecke_orbit_code': 137506062777, 'n': 35, 'trace_an': 0}
-
id: 30887035
{'hecke_orbit_code': 137506062777, 'n': 36, 'trace_an': 0}
-
id: 30887036
{'hecke_orbit_code': 137506062777, 'n': 37, 'trace_an': 1528}
-
id: 30887037
{'hecke_orbit_code': 137506062777, 'n': 38, 'trace_an': 0}
-
id: 30887038
{'hecke_orbit_code': 137506062777, 'n': 39, 'trace_an': 0}
-
id: 30887039
{'hecke_orbit_code': 137506062777, 'n': 40, 'trace_an': 0}
-
id: 30887040
{'hecke_orbit_code': 137506062777, 'n': 41, 'trace_an': 0}
-
id: 30887041
{'hecke_orbit_code': 137506062777, 'n': 42, 'trace_an': 0}
-
id: 30887042
{'hecke_orbit_code': 137506062777, 'n': 43, 'trace_an': 1576}
-
id: 30887043
{'hecke_orbit_code': 137506062777, 'n': 44, 'trace_an': 0}
-
id: 30887044
{'hecke_orbit_code': 137506062777, 'n': 45, 'trace_an': 0}
-
id: 30887045
{'hecke_orbit_code': 137506062777, 'n': 46, 'trace_an': -1104}
-
id: 30887046
{'hecke_orbit_code': 137506062777, 'n': 47, 'trace_an': 0}
-
id: 30887047
{'hecke_orbit_code': 137506062777, 'n': 48, 'trace_an': 0}
-
id: 30887048
{'hecke_orbit_code': 137506062777, 'n': 49, 'trace_an': 0}
-
id: 30887049
{'hecke_orbit_code': 137506062777, 'n': 50, 'trace_an': 0}
-
id: 30887050
{'hecke_orbit_code': 137506062777, 'n': 51, 'trace_an': 0}
-
id: 30887051
{'hecke_orbit_code': 137506062777, 'n': 52, 'trace_an': 0}
-
id: 30887052
{'hecke_orbit_code': 137506062777, 'n': 53, 'trace_an': 0}
-
id: 30887053
{'hecke_orbit_code': 137506062777, 'n': 54, 'trace_an': 0}
-
id: 30887054
{'hecke_orbit_code': 137506062777, 'n': 55, 'trace_an': 0}
-
id: 30887055
{'hecke_orbit_code': 137506062777, 'n': 56, 'trace_an': 0}
-
id: 30887056
{'hecke_orbit_code': 137506062777, 'n': 57, 'trace_an': 0}
-
id: 30887057
{'hecke_orbit_code': 137506062777, 'n': 58, 'trace_an': -696}
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