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mf_newspaces • Show schema
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{'Nk2': 640, 'analytic_conductor': 1.277606432340486, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [160, 2, [31, 101, 97], [2, 2, 1]], 'conrey_indexes': [129], 'cusp_dim': 16, 'dim': 6, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137472508064, 'hecke_orbit_dims': [2, 4], 'label': '160.2.c', 'level': 160, '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': 32, 'mf_new_dim': 6, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 6, 'sturm_bound': 48, 'trace_bound': 1, 'trace_display': [0, 0, 2, 0], 'traces': [6, 0, 0, 0, 2, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 14, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, -34, 0, 0, 0, -14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, -16, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 62, 0, 0, 0, 32, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -76, 0, 0, 0, 40, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -66, 0, 0, 0, -22, 0, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 88, 0, 0, 0, -20, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 46, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -44, 0, 0, 0, 48, 0, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, -78, 0, 0, 0, 116, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 134, 0, 0, 0, 104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -132, 0, 0, 0, 16, 0, 0, 0, 52, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, -26, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 88, 0, 0, 0, -100, 0, 0, 0, -136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, -32, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, -124, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -114, 0, 0, 0, -64, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 152, 0, 0, 0, 0, 0, 0, 0, 68, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 76, 0, 0, 0, 138, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -114, 0, 0, 0, 20, 0, 0, 0, 28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -92, 0, 0, 0, 0, 0, 0, 0, -136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, -32, 0, 0, 0, 104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, -4, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 124, 0, 0, 0, -40, 0, 0, 0, -46, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 68, 0, 0, 0, -132, 0, 0, 0, 300, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, -52, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, -22, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 86, 0, 0, 0, -192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -100, 0, 0, 0, -200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -152, 0, 0, 0, -32, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, 200, 0, 0, 0, 244, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 180, 0, 0, 0, -78, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 216, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 92, 0, 0, 0, 96, 0, 0, 0, 44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 132, 0, 0, 0, -200, 0, 0, 0, -196, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, 0, 0, 0, 0, 0, -108, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 170, 0, 0, 0, -6, 0, 0, 0, -184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -100, 0, 0, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, -36, 0, 0, 0, 204, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 232, 0, 0, 0, 96, 0, 0, 0, 92, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -284, 0, 0, 0, 80, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -186, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 204, 0, 0, 0, -112, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 141804
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [129], 'label': '160.2.c', 'level': 160, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '40.2.c', 'sub_level': 40, 'sub_mult': 3, 'weight': 2}
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id: 141805
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [129], 'label': '160.2.c', 'level': 160, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '80.2.c', 'sub_level': 80, 'sub_mult': 2, 'weight': 2}
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id: 141803
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [129], 'label': '160.2.c', 'level': 160, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [129], 'sub_dim': 6, 'sub_label': '160.2.c', 'sub_level': 160, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '160.2.c', 'level': 160, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26801000
{'hecke_orbit_code': 137472508064, 'n': 1, 'trace_an': 6}
-
id: 26801001
{'hecke_orbit_code': 137472508064, 'n': 2, 'trace_an': 0}
-
id: 26801002
{'hecke_orbit_code': 137472508064, 'n': 3, 'trace_an': 0}
-
id: 26801003
{'hecke_orbit_code': 137472508064, 'n': 4, 'trace_an': 0}
-
id: 26801004
{'hecke_orbit_code': 137472508064, 'n': 5, 'trace_an': 2}
-
id: 26801005
{'hecke_orbit_code': 137472508064, 'n': 6, 'trace_an': 0}
-
id: 26801006
{'hecke_orbit_code': 137472508064, 'n': 7, 'trace_an': 0}
-
id: 26801007
{'hecke_orbit_code': 137472508064, 'n': 8, 'trace_an': 0}
-
id: 26801008
{'hecke_orbit_code': 137472508064, 'n': 9, 'trace_an': -6}
-
id: 26801009
{'hecke_orbit_code': 137472508064, 'n': 10, 'trace_an': 0}
-
id: 26801010
{'hecke_orbit_code': 137472508064, 'n': 11, 'trace_an': 0}
-
id: 26801011
{'hecke_orbit_code': 137472508064, 'n': 12, 'trace_an': 0}
-
id: 26801012
{'hecke_orbit_code': 137472508064, 'n': 13, 'trace_an': 0}
-
id: 26801013
{'hecke_orbit_code': 137472508064, 'n': 14, 'trace_an': 0}
-
id: 26801014
{'hecke_orbit_code': 137472508064, 'n': 15, 'trace_an': 0}
-
id: 26801015
{'hecke_orbit_code': 137472508064, 'n': 16, 'trace_an': 0}
-
id: 26801016
{'hecke_orbit_code': 137472508064, 'n': 17, 'trace_an': 0}
-
id: 26801017
{'hecke_orbit_code': 137472508064, 'n': 18, 'trace_an': 0}
-
id: 26801018
{'hecke_orbit_code': 137472508064, 'n': 19, 'trace_an': 0}
-
id: 26801019
{'hecke_orbit_code': 137472508064, 'n': 20, 'trace_an': 0}
-
id: 26801020
{'hecke_orbit_code': 137472508064, 'n': 21, 'trace_an': -8}
-
id: 26801021
{'hecke_orbit_code': 137472508064, 'n': 22, 'trace_an': 0}
-
id: 26801022
{'hecke_orbit_code': 137472508064, 'n': 23, 'trace_an': 0}
-
id: 26801023
{'hecke_orbit_code': 137472508064, 'n': 24, 'trace_an': 0}
-
id: 26801024
{'hecke_orbit_code': 137472508064, 'n': 25, 'trace_an': 14}
-
id: 26801025
{'hecke_orbit_code': 137472508064, 'n': 26, 'trace_an': 0}
-
id: 26801026
{'hecke_orbit_code': 137472508064, 'n': 27, 'trace_an': 0}
-
id: 26801027
{'hecke_orbit_code': 137472508064, 'n': 28, 'trace_an': 0}
-
id: 26801028
{'hecke_orbit_code': 137472508064, 'n': 29, 'trace_an': 4}
-
id: 26801029
{'hecke_orbit_code': 137472508064, 'n': 30, 'trace_an': 0}
-
id: 26801030
{'hecke_orbit_code': 137472508064, 'n': 31, 'trace_an': 0}
-
id: 26801031
{'hecke_orbit_code': 137472508064, 'n': 32, 'trace_an': 0}
-
id: 26801032
{'hecke_orbit_code': 137472508064, 'n': 33, 'trace_an': 0}
-
id: 26801033
{'hecke_orbit_code': 137472508064, 'n': 34, 'trace_an': 0}
-
id: 26801034
{'hecke_orbit_code': 137472508064, 'n': 35, 'trace_an': 0}
-
id: 26801035
{'hecke_orbit_code': 137472508064, 'n': 36, 'trace_an': 0}
-
id: 26801036
{'hecke_orbit_code': 137472508064, 'n': 37, 'trace_an': 0}
-
id: 26801037
{'hecke_orbit_code': 137472508064, 'n': 38, 'trace_an': 0}
-
id: 26801038
{'hecke_orbit_code': 137472508064, 'n': 39, 'trace_an': 0}
-
id: 26801039
{'hecke_orbit_code': 137472508064, 'n': 40, 'trace_an': 0}
-
id: 26801040
{'hecke_orbit_code': 137472508064, 'n': 41, 'trace_an': -20}
-
id: 26801041
{'hecke_orbit_code': 137472508064, 'n': 42, 'trace_an': 0}
-
id: 26801042
{'hecke_orbit_code': 137472508064, 'n': 43, 'trace_an': 0}
-
id: 26801043
{'hecke_orbit_code': 137472508064, 'n': 44, 'trace_an': 0}
-
id: 26801044
{'hecke_orbit_code': 137472508064, 'n': 45, 'trace_an': -34}
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id: 26801045
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