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mf_newspaces • Show schema
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{'Nk2': 9072, 'analytic_conductor': 33.45408297325493, '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': [567, 2, [407, 325], [1, 1]], 'conrey_index': 566, 'cusp_dim': 204, 'dim': 92, 'eis_dim': 24, 'eis_new_dim': 8, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137506062903, 'hecke_orbit_dims': [8, 40, 44], 'label': '567.4.c', 'level': 567, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 228, 'mf_new_dim': 100, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 92, 'sturm_bound': 288, 'trace_bound': 1, 'trace_display': [0, 0, 0, 14], 'traces': [92, 0, 0, -348, 0, 0, 14, 0, 0, 0, 0, 0, 0, 0, 0, 1072, 0, 0, 0, 0, 0, 104, 0, 0, 1904, 0, 0, -84, 0, 0, 0, 0, 0, 0, 0, 0, -344, 0, 0, 0, 0, 0, 676, 0, 0, 68, 0, 0, 350, 0, 0, 0, 0, 0, 0, 0, 0, -2272, 0, 0, 0, 0, 0, -2440, 0, 0, -380, 0, 0, -3396, 0, 0, 0, 0, 0, 0, 0, 0, 1636, 0, 0, 0, 0, 0, 3240, 0, 0, -464, 0, 0, -222, 0, 0, 0, 0, 0, 0, 0, 0, -3372, 0, 0, 0, 0, 0, -11404, 0, 0, 7864, 0, 0, 244, 0, 0, 0, 0, 0, 0, 0, 0, -672, 0, 0, 0, 0, 0, 4504, 0, 0, 9384, 0, 0, 1512, 0, 0, 0, 0, 0, 0, 0, 0, -17884, 0, 0, 0, 0, 0, -3084, 0, 0, 1324, 0, 0, -4516, 0, 0, 0, 0, 0, 0, 0, 0, 9040, 0, 0, 0, 0, 0, -4792, 0, 0, -5892, 0, 0, -14716, 0, 0, 0, 0, 0, 0, 0, 0, -6260, 0, 0, 0, 0, 0, -7668, 0, 0, 4924, 0, 0, 12180, 0, 0, 0, 0, 0, 0, 0, 0, 1308, 0, 0, 0, 0, 0, -12572, 0, 0, 24236, 0, 0, -1302, 0, 0, 0, 0, 0, 0, 0, 0, -32764, 0, 0, 0, 0, 0, 44788, 0, 0, 13164, 0, 0, 14256, 0, 0, 0, 0, 0, 0, 0, 0, 3024, 0, 0, 0, 0, 0, 27716, 0, 0, -9480, 0, 0, 7468, 0, 0, 0, 0, 0, 0, 0, 0, 13344, 0, 0, 0, 0, 0, 6368, 0, 0, 21724, 0, 0, 16356, 0, 0, 0, 0, 0, 0, 0, 0, 16076, 0, 0, 0, 0, 0, -62628, 0, 0, 8276, 0, 0, 15598, 0, 0, 0, 0, 0, 0, 0, 0, 41892, 0, 0, 0, 0, 0, -56532, 0, 0, 29588, 0, 0, 28712, 0, 0, 0, 0, 0, 0, 0, 0, -23732, 0, 0, 0, 0, 0, 24796, 0, 0, -28620, 0, 0, 5444, 0, 0, 0, 0, 0, 0, 0, 0, 34020, 0, 0, 0, 0, 0, -17020, 0, 0, -64060, 0, 0, -34344, 0, 0, 0, 0, 0, 0, 0, 0, -24572, 0, 0, 0, 0, 0, 18232, 0, 0, -50872, 0, 0, -10794, 0, 0, 0, 0, 0, 0, 0, 0, -25336, 0, 0, 0, 0, 0, -39728, 0, 0, 10812, 0, 0, -14884, 0, 0, 0, 0, 0, 0, 0, 0, 9276, 0, 0, 0, 0, 0, -32060, 0, 0, 116776, 0, 0, 16206, 0, 0, 0, 0, 0, 0, 0, 0, -81708, 0, 0, 0, 0, 0, 8964, 0, 0, -81000, 0, 0, -73432, 0, 0, 0, 0, 0, 0, 0, 0, 88156, 0, 0, 0, 0, 0, -56756, 0, 0, -42508, 0, 0, 12946, 0, 0, 0, 0, 0, 0, 0, 0, -49504, 0, 0, 0, 0, 0, -121260, 0, 0, -121304, 0, 0, 104268, 0, 0, 0, 0, 0, 0, 0, 0, 135172, 0, 0, 0, 0, 0, -143652, 0, 0, 72852, 0, 0, 84564, 0, 0, 0, 0, 0, 0, 0, 0, 15780, 0, 0, 0, 0, 0, 196988, 0, 0, -43872, 0, 0, 93420, 0, 0, 0, 0, 0, 0, 0, 0, 35824, 0, 0, 0, 0, 0, 98620, 0, 0, -43660, 0, 0, -70790, 0, 0, 0, 0, 0, 0, 0, 0, -64804, 0, 0, 0, 0, 0, 226504, 0, 0, 60964, 0, 0, 1248, 0, 0, 0, 0, 0, 0, 0, 0, 57176, 0, 0, 0, 0, 0, -24624, 0, 0, 87908, 0, 0, -128628, 0, 0, 0, 0, 0, 0, 0, 0, 49188, 0, 0, 0, 0, 0, 182856, 0, 0, 170392, 0, 0, -77600, 0, 0, 0, 0, 0, 0, 0, 0, -25252, 0, 0, 0, 0, 0, -33728, 0, 0, -47200, 0, 0, -70518, 0, 0, 0, 0, 0, 0, 0, 0, 4752, 0, 0, 0, 0, 0, -306120, 0, 0, 66756, 0, 0, -384, 0, 0, 0, 0, 0, 0, 0, 0, -133636, 0, 0, 0, 0, 0, -97388, 0, 0, -226176, 0, 0, 111570, 0, 0, 0, 0, 0, 0, 0, 0, -268, 0, 0, 0, 0, 0, -142816, 0, 0, 46440, 0, 0, 267756, 0, 0, 0, 0, 0, 0, 0, 0, -104948, 0, 0, 0, 0, 0, 177972, 0, 0, -99424, 0, 0, 62634, 0, 0, 0, 0, 0, 0, 0, 0, 37476, 0, 0, 0, 0, 0, 79380, 0, 0, -96800, 0, 0, -117832, 0, 0, 0, 0, 0, 0, 0, 0, -20996, 0, 0, 0, 0, 0, 169648, 0, 0, -80676, 0, 0, -157124, 0, 0, 0, 0, 0, 0, 0, 0, -191544, 0, 0, 0, 0, 0, 4964, 0, 0, -73936, 0, 0, -141800, 0, 0, 0, 0, 0, 0, 0, 0, 213828, 0, 0, 0, 0, 0, 322056, 0, 0, 547088, 0, 0, -62418, 0, 0, 0, 0, 0, 0, 0, 0, 333820, 0, 0, 0, 0, 0, 86400, 0, 0, -249644, 0, 0, -310116, 0, 0, 0, 0, 0, 0, 0, 0, -164580, 0, 0, 0, 0, 0, -278664, 0, 0, 17328, 0, 0, 71736, 0, 0, 0, 0, 0, 0, 0, 0, -352484, 0, 0, 0, 0, 0, -370288, 0, 0, -89868, 0, 0, 153792, 0, 0, 0, 0, 0, 0, 0, 0, -17876, 0, 0, 0, 0, 0, -319808, 0, 0, 625964, 0, 0, 183520, 0, 0, 0, 0, 0, 0, 0, 0, -10756, 0, 0, 0, 0, 0, 709132, 0, 0, -156572, 0, 0, 55140, 0, 0, 0, 0, 0, 0, 0, 0, 170728, 0, 0, 0, 0, 0, -4064, 0, 0, -434916, 0, 0, -91260, 0, 0, 0, 0, 0, 0, 0, 0, -530604, 0, 0, 0, 0, 0, 422860, 0, 0, 120744, 0, 0, -285552, 0, 0, 0, 0, 0, 0, 0, 0, 223088, 0, 0, 0, 0, 0, -157412, 0, 0, 50448, 0, 0, 43302, 0, 0, 0, 0, 0, 0, 0, 0, 3956, 0, 0, 0, 0, 0, 466668, 0, 0, 574000, 0, 0, 75164, 0, 0, 0, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 246712
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 566, 'conrey_indexes': [566], 'label': '567.4.c', 'level': 567, '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: 246714
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 566, 'conrey_indexes': [566], 'label': '567.4.c', 'level': 567, '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': 3, 'weight': 4}
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id: 246711
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 566, 'conrey_indexes': [566], 'label': '567.4.c', 'level': 567, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 188, 'sub_conrey_indexes': [188], 'sub_dim': 32, 'sub_label': '189.4.c', 'sub_level': 189, 'sub_mult': 2, 'weight': 4}
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id: 246713
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 566, 'conrey_indexes': [566], 'label': '567.4.c', 'level': 567, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 566, 'sub_conrey_indexes': [566], 'sub_dim': 92, 'sub_label': '567.4.c', 'sub_level': 567, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '567.4.c', 'level': 567, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 30958000
{'hecke_orbit_code': 137506062903, 'n': 1, 'trace_an': 92}
-
id: 30958001
{'hecke_orbit_code': 137506062903, 'n': 2, 'trace_an': 0}
-
id: 30958002
{'hecke_orbit_code': 137506062903, 'n': 3, 'trace_an': 0}
-
id: 30958003
{'hecke_orbit_code': 137506062903, 'n': 4, 'trace_an': -348}
-
id: 30958004
{'hecke_orbit_code': 137506062903, 'n': 5, 'trace_an': 0}
-
id: 30958005
{'hecke_orbit_code': 137506062903, 'n': 6, 'trace_an': 0}
-
id: 30958006
{'hecke_orbit_code': 137506062903, 'n': 7, 'trace_an': 14}
-
id: 30958007
{'hecke_orbit_code': 137506062903, 'n': 8, 'trace_an': 0}
-
id: 30958008
{'hecke_orbit_code': 137506062903, 'n': 9, 'trace_an': 0}
-
id: 30958009
{'hecke_orbit_code': 137506062903, 'n': 10, 'trace_an': 0}
-
id: 30958010
{'hecke_orbit_code': 137506062903, 'n': 11, 'trace_an': 0}
-
id: 30958011
{'hecke_orbit_code': 137506062903, 'n': 12, 'trace_an': 0}
-
id: 30958012
{'hecke_orbit_code': 137506062903, 'n': 13, 'trace_an': 0}
-
id: 30958013
{'hecke_orbit_code': 137506062903, 'n': 14, 'trace_an': 0}
-
id: 30958014
{'hecke_orbit_code': 137506062903, 'n': 15, 'trace_an': 0}
-
id: 30958015
{'hecke_orbit_code': 137506062903, 'n': 16, 'trace_an': 1072}
-
id: 30958016
{'hecke_orbit_code': 137506062903, 'n': 17, 'trace_an': 0}
-
id: 30958017
{'hecke_orbit_code': 137506062903, 'n': 18, 'trace_an': 0}
-
id: 30958018
{'hecke_orbit_code': 137506062903, 'n': 19, 'trace_an': 0}
-
id: 30958019
{'hecke_orbit_code': 137506062903, 'n': 20, 'trace_an': 0}
-
id: 30958020
{'hecke_orbit_code': 137506062903, 'n': 21, 'trace_an': 0}
-
id: 30958021
{'hecke_orbit_code': 137506062903, 'n': 22, 'trace_an': 104}
-
id: 30958022
{'hecke_orbit_code': 137506062903, 'n': 23, 'trace_an': 0}
-
id: 30958023
{'hecke_orbit_code': 137506062903, 'n': 24, 'trace_an': 0}
-
id: 30958024
{'hecke_orbit_code': 137506062903, 'n': 25, 'trace_an': 1904}
-
id: 30958025
{'hecke_orbit_code': 137506062903, 'n': 26, 'trace_an': 0}
-
id: 30958026
{'hecke_orbit_code': 137506062903, 'n': 27, 'trace_an': 0}
-
id: 30958027
{'hecke_orbit_code': 137506062903, 'n': 28, 'trace_an': -84}
-
id: 30958028
{'hecke_orbit_code': 137506062903, 'n': 29, 'trace_an': 0}
-
id: 30958029
{'hecke_orbit_code': 137506062903, 'n': 30, 'trace_an': 0}
-
id: 30958030
{'hecke_orbit_code': 137506062903, 'n': 31, 'trace_an': 0}
-
id: 30958031
{'hecke_orbit_code': 137506062903, 'n': 32, 'trace_an': 0}
-
id: 30958032
{'hecke_orbit_code': 137506062903, 'n': 33, 'trace_an': 0}
-
id: 30958033
{'hecke_orbit_code': 137506062903, 'n': 34, 'trace_an': 0}
-
id: 30958034
{'hecke_orbit_code': 137506062903, 'n': 35, 'trace_an': 0}
-
id: 30958035
{'hecke_orbit_code': 137506062903, 'n': 36, 'trace_an': 0}
-
id: 30958036
{'hecke_orbit_code': 137506062903, 'n': 37, 'trace_an': -344}
-
id: 30958037
{'hecke_orbit_code': 137506062903, 'n': 38, 'trace_an': 0}
-
id: 30958038
{'hecke_orbit_code': 137506062903, 'n': 39, 'trace_an': 0}
-
id: 30958039
{'hecke_orbit_code': 137506062903, 'n': 40, 'trace_an': 0}
-
id: 30958040
{'hecke_orbit_code': 137506062903, 'n': 41, 'trace_an': 0}
-
id: 30958041
{'hecke_orbit_code': 137506062903, 'n': 42, 'trace_an': 0}
-
id: 30958042
{'hecke_orbit_code': 137506062903, 'n': 43, 'trace_an': 676}
-
id: 30958043
{'hecke_orbit_code': 137506062903, 'n': 44, 'trace_an': 0}
-
id: 30958044
{'hecke_orbit_code': 137506062903, 'n': 45, 'trace_an': 0}
-
id: 30958045
{'hecke_orbit_code': 137506062903, 'n': 46, 'trace_an': 68}
-
id: 30958046
{'hecke_orbit_code': 137506062903, 'n': 47, 'trace_an': 0}
-
id: 30958047
{'hecke_orbit_code': 137506062903, 'n': 48, 'trace_an': 0}
-
id: 30958048
{'hecke_orbit_code': 137506062903, 'n': 49, 'trace_an': 350}
-
id: 30958049
{'hecke_orbit_code': 137506062903, 'n': 50, 'trace_an': 0}
-
id: 30958050
{'hecke_orbit_code': 137506062903, 'n': 51, 'trace_an': 0}
-
id: 30958051
{'hecke_orbit_code': 137506062903, 'n': 52, 'trace_an': 0}
-
id: 30958052
{'hecke_orbit_code': 137506062903, 'n': 53, 'trace_an': 0}
-
id: 30958053
{'hecke_orbit_code': 137506062903, 'n': 54, 'trace_an': 0}
-
id: 30958054
{'hecke_orbit_code': 137506062903, 'n': 55, 'trace_an': 0}
-
id: 30958055
{'hecke_orbit_code': 137506062903, 'n': 56, 'trace_an': 0}
-
id: 30958056
{'hecke_orbit_code': 137506062903, 'n': 57, 'trace_an': 0}
-
id: 30958057
{'hecke_orbit_code': 137506062903, 'n': 58, 'trace_an': -2272}
-
id: 30958058
{'hecke_orbit_code': 137506062903, 'n': 59, 'trace_an': 0}
-
id: 30958059
{'hecke_orbit_code': 137506062903, 'n': 60, 'trace_an': 0}
-
id: 30958060
{'hecke_orbit_code': 137506062903, 'n': 61, 'trace_an': 0}
-
id: 30958061
{'hecke_orbit_code': 137506062903, 'n': 62, 'trace_an': 0}
-
id: 30958062
{'hecke_orbit_code': 137506062903, 'n': 63, 'trace_an': 0}
-
id: 30958063
{'hecke_orbit_code': 137506062903, 'n': 64, 'trace_an': -2440}
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