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mf_newspaces • Show schema
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{'Nk2': 4180, 'analytic_conductor': 8.3443670112238, 'char_conductor': 209, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 34, 'char_orbit_label': 'bh', 'char_order': 15, 'char_parity': 1, 'char_values': [1045, 15, [837, 761, 496], [15, 3, 5]], 'conrey_index': 26, 'cusp_dim': 928, 'dim': 640, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_orbit_code': 2267776287765, 'label': '1045.2.bh', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'mf_dim': 992, 'mf_new_dim': 640, 'prim_orbit_index': 14, 'relative_dim': 80, 'sturm_bound': 240, 'trace_display': [4, -4, 0, 0], 'traces': [640, 4, -4, 80, 0, 6, 0, -24, 68, -16, 8, 24, 8, 22, 0, 80, 36, -36, -14, 0, 0, -10, -32, 34, 80, -40, -28, 0, 30, -32, -16, -72, 46, 36, -4, 78, -32, -18, -36, 12, -10, 38, 24, -6, 0, 72, -16, 46, -212, -8, 2, 22, -24, -112, 0, -232, -54, -104, -6, 0, -48, 80, 40, -232, 80, 18, 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mf_subspaces • Show schema
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id: 361978
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 26, 'conrey_indexes': [26, 201, 311, 581, 676, 691, 786, 961], 'label': '1045.2.bh', 'level': 1045, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_index': 26, 'sub_conrey_indexes': [26, 49, 64, 102, 125, 159, 163, 201], 'sub_dim': 144, 'sub_label': '209.2.n', 'sub_level': 209, 'sub_mult': 2, 'weight': 2}
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id: 361977
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 26, 'conrey_indexes': [26, 201, 311, 581, 676, 691, 786, 961], 'label': '1045.2.bh', 'level': 1045, 'sub_char_orbit_index': 34, 'sub_char_orbit_label': 'bh', 'sub_conrey_index': 26, 'sub_conrey_indexes': [26, 201, 311, 581, 676, 691, 786, 961], 'sub_dim': 640, 'sub_label': '1045.2.bh', 'sub_level': 1045, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 34, 'label': '1045.2.bh', 'level': 1045, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 205038000
{'hecke_orbit_code': 2267776287765, 'n': 1, 'trace_an': 640}
-
id: 205038001
{'hecke_orbit_code': 2267776287765, 'n': 2, 'trace_an': 4}
-
id: 205038002
{'hecke_orbit_code': 2267776287765, 'n': 3, 'trace_an': -4}
-
id: 205038003
{'hecke_orbit_code': 2267776287765, 'n': 4, 'trace_an': 80}
-
id: 205038004
{'hecke_orbit_code': 2267776287765, 'n': 5, 'trace_an': 0}
-
id: 205038005
{'hecke_orbit_code': 2267776287765, 'n': 6, 'trace_an': 6}
-
id: 205038006
{'hecke_orbit_code': 2267776287765, 'n': 7, 'trace_an': 0}
-
id: 205038007
{'hecke_orbit_code': 2267776287765, 'n': 8, 'trace_an': -24}
-
id: 205038008
{'hecke_orbit_code': 2267776287765, 'n': 9, 'trace_an': 68}
-
id: 205038009
{'hecke_orbit_code': 2267776287765, 'n': 10, 'trace_an': -16}
-
id: 205038010
{'hecke_orbit_code': 2267776287765, 'n': 11, 'trace_an': 8}
-
id: 205038011
{'hecke_orbit_code': 2267776287765, 'n': 12, 'trace_an': 24}
-
id: 205038012
{'hecke_orbit_code': 2267776287765, 'n': 13, 'trace_an': 8}
-
id: 205038013
{'hecke_orbit_code': 2267776287765, 'n': 14, 'trace_an': 22}
-
id: 205038014
{'hecke_orbit_code': 2267776287765, 'n': 15, 'trace_an': 0}
-
id: 205038015
{'hecke_orbit_code': 2267776287765, 'n': 16, 'trace_an': 80}
-
id: 205038016
{'hecke_orbit_code': 2267776287765, 'n': 17, 'trace_an': 36}
-
id: 205038017
{'hecke_orbit_code': 2267776287765, 'n': 18, 'trace_an': -36}
-
id: 205038018
{'hecke_orbit_code': 2267776287765, 'n': 19, 'trace_an': -14}
-
id: 205038019
{'hecke_orbit_code': 2267776287765, 'n': 20, 'trace_an': 0}
-
id: 205038020
{'hecke_orbit_code': 2267776287765, 'n': 21, 'trace_an': 0}
-
id: 205038021
{'hecke_orbit_code': 2267776287765, 'n': 22, 'trace_an': -10}
-
id: 205038022
{'hecke_orbit_code': 2267776287765, 'n': 23, 'trace_an': -32}
-
id: 205038023
{'hecke_orbit_code': 2267776287765, 'n': 24, 'trace_an': 34}
-
id: 205038024
{'hecke_orbit_code': 2267776287765, 'n': 25, 'trace_an': 80}
-
id: 205038025
{'hecke_orbit_code': 2267776287765, 'n': 26, 'trace_an': -40}
-
id: 205038026
{'hecke_orbit_code': 2267776287765, 'n': 27, 'trace_an': -28}
-
id: 205038027
{'hecke_orbit_code': 2267776287765, 'n': 28, 'trace_an': 0}
-
id: 205038028
{'hecke_orbit_code': 2267776287765, 'n': 29, 'trace_an': 30}
-
id: 205038029
{'hecke_orbit_code': 2267776287765, 'n': 30, 'trace_an': -32}
-
id: 205038030
{'hecke_orbit_code': 2267776287765, 'n': 31, 'trace_an': -16}
-
id: 205038031
{'hecke_orbit_code': 2267776287765, 'n': 32, 'trace_an': -72}
-
id: 205038032
{'hecke_orbit_code': 2267776287765, 'n': 33, 'trace_an': 46}
-
id: 205038033
{'hecke_orbit_code': 2267776287765, 'n': 34, 'trace_an': 36}
-
id: 205038034
{'hecke_orbit_code': 2267776287765, 'n': 35, 'trace_an': -4}
-
id: 205038035
{'hecke_orbit_code': 2267776287765, 'n': 36, 'trace_an': 78}
-
id: 205038036
{'hecke_orbit_code': 2267776287765, 'n': 37, 'trace_an': -32}
-
id: 205038037
{'hecke_orbit_code': 2267776287765, 'n': 38, 'trace_an': -18}
-
id: 205038038
{'hecke_orbit_code': 2267776287765, 'n': 39, 'trace_an': -36}
-
id: 205038039
{'hecke_orbit_code': 2267776287765, 'n': 40, 'trace_an': 12}
-
id: 205038040
{'hecke_orbit_code': 2267776287765, 'n': 41, 'trace_an': -10}
-
id: 205038041
{'hecke_orbit_code': 2267776287765, 'n': 42, 'trace_an': 38}
-
id: 205038042
{'hecke_orbit_code': 2267776287765, 'n': 43, 'trace_an': 24}
-
id: 205038043
{'hecke_orbit_code': 2267776287765, 'n': 44, 'trace_an': -6}
-
id: 205038044
{'hecke_orbit_code': 2267776287765, 'n': 45, 'trace_an': 0}
-
id: 205038045
{'hecke_orbit_code': 2267776287765, 'n': 46, 'trace_an': 72}
-
id: 205038046
{'hecke_orbit_code': 2267776287765, 'n': 47, 'trace_an': -16}
-
id: 205038047
{'hecke_orbit_code': 2267776287765, 'n': 48, 'trace_an': 46}
-
id: 205038048
{'hecke_orbit_code': 2267776287765, 'n': 49, 'trace_an': -212}
-
id: 205038049
{'hecke_orbit_code': 2267776287765, 'n': 50, 'trace_an': -8}
-
id: 205038050
{'hecke_orbit_code': 2267776287765, 'n': 51, 'trace_an': 2}
-
id: 205038051
{'hecke_orbit_code': 2267776287765, 'n': 52, 'trace_an': 22}
-
id: 205038052
{'hecke_orbit_code': 2267776287765, 'n': 53, 'trace_an': -24}
-
id: 205038053
{'hecke_orbit_code': 2267776287765, 'n': 54, 'trace_an': -112}
-
id: 205038054
{'hecke_orbit_code': 2267776287765, 'n': 55, 'trace_an': 0}
-
id: 205038055
{'hecke_orbit_code': 2267776287765, 'n': 56, 'trace_an': -232}
-
id: 205038056
{'hecke_orbit_code': 2267776287765, 'n': 57, 'trace_an': -54}
-
id: 205038057
{'hecke_orbit_code': 2267776287765, 'n': 58, 'trace_an': -104}
-
id: 205038058
{'hecke_orbit_code': 2267776287765, 'n': 59, 'trace_an': -6}
-
id: 205038059
{'hecke_orbit_code': 2267776287765, 'n': 60, 'trace_an': 0}
-
id: 205038060
{'hecke_orbit_code': 2267776287765, 'n': 61, 'trace_an': -48}
-
id: 205038061
{'hecke_orbit_code': 2267776287765, 'n': 62, 'trace_an': 80}
-
id: 205038062
{'hecke_orbit_code': 2267776287765, 'n': 63, 'trace_an': 40}
-
id: 205038063
{'hecke_orbit_code': 2267776287765, 'n': 64, 'trace_an': -232}
-
id: 205038064
{'hecke_orbit_code': 2267776287765, 'n': 65, 'trace_an': 80}
-
id: 205038065
{'hecke_orbit_code': 2267776287765, 'n': 66, 'trace_an': 18}
-
id: 205038066
{'hecke_orbit_code': 2267776287765, 'n': 67, 'trace_an': -12}
-
id: 205038067
{'hecke_orbit_code': 2267776287765, 'n': 68, 'trace_an': -184}
-
id: 205038068
{'hecke_orbit_code': 2267776287765, 'n': 69, 'trace_an': -140}
-
id: 205038069
{'hecke_orbit_code': 2267776287765, 'n': 70, 'trace_an': 36}
-
id: 205038070
{'hecke_orbit_code': 2267776287765, 'n': 71, 'trace_an': -4}
-
id: 205038071
{'hecke_orbit_code': 2267776287765, 'n': 72, 'trace_an': 112}
-
id: 205038072
{'hecke_orbit_code': 2267776287765, 'n': 73, 'trace_an': -60}
-
id: 205038073
{'hecke_orbit_code': 2267776287765, 'n': 74, 'trace_an': -32}
-
id: 205038074
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