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mf_newspaces • Show schema
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{'AL_dims': [[[[23, 1]], 3, 1], [[[23, -1]], 6, 1]], 'ALdims': [3, 6], 'Nk2': 828, 'analytic_conductor': 3.6888278556985545, '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': [23, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 9, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663319, 'hecke_orbit_dims': [3, 6], 'label': '23.6.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 11, 'mf_new_dim': 9, 'num_forms': 2, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 12, 'trace_bound': 1, 'trace_display': [0, -4, -16, 18], 'traces': [9, 0, -4, 128, -16, 137, 18, 33, 883, -166, 78, -287, -324, -968, -410, -1776, -1296, 1301, 4392, -5620, -6518, -620, 1587, -44, 2619, 6509, 3896, -694, 10400, 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mf_subspaces • Show schema
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{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '23.6.a', 'level': 23, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '23.6.a', 'sub_level': 23, 'sub_mult': 1, 'weight': 6}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '23.6.a', 'level': 23, 'portrait': 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', 'weight': 6}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 12497000
{'hecke_orbit_code': 100663319, 'n': 1, 'trace_an': 9}
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id: 12497001
{'hecke_orbit_code': 100663319, 'n': 2, 'trace_an': 0}
-
id: 12497002
{'hecke_orbit_code': 100663319, 'n': 3, 'trace_an': -4}
-
id: 12497003
{'hecke_orbit_code': 100663319, 'n': 4, 'trace_an': 128}
-
id: 12497004
{'hecke_orbit_code': 100663319, 'n': 5, 'trace_an': -16}
-
id: 12497005
{'hecke_orbit_code': 100663319, 'n': 6, 'trace_an': 137}
-
id: 12497006
{'hecke_orbit_code': 100663319, 'n': 7, 'trace_an': 18}
-
id: 12497007
{'hecke_orbit_code': 100663319, 'n': 8, 'trace_an': 33}
-
id: 12497008
{'hecke_orbit_code': 100663319, 'n': 9, 'trace_an': 883}
-
id: 12497009
{'hecke_orbit_code': 100663319, 'n': 10, 'trace_an': -166}
-
id: 12497010
{'hecke_orbit_code': 100663319, 'n': 11, 'trace_an': 78}
-
id: 12497011
{'hecke_orbit_code': 100663319, 'n': 12, 'trace_an': -287}
-
id: 12497012
{'hecke_orbit_code': 100663319, 'n': 13, 'trace_an': -324}
-
id: 12497013
{'hecke_orbit_code': 100663319, 'n': 14, 'trace_an': -968}
-
id: 12497014
{'hecke_orbit_code': 100663319, 'n': 15, 'trace_an': -410}
-
id: 12497015
{'hecke_orbit_code': 100663319, 'n': 16, 'trace_an': -1776}
-
id: 12497016
{'hecke_orbit_code': 100663319, 'n': 17, 'trace_an': -1296}
-
id: 12497017
{'hecke_orbit_code': 100663319, 'n': 18, 'trace_an': 1301}
-
id: 12497018
{'hecke_orbit_code': 100663319, 'n': 19, 'trace_an': 4392}
-
id: 12497019
{'hecke_orbit_code': 100663319, 'n': 20, 'trace_an': -5620}
-
id: 12497020
{'hecke_orbit_code': 100663319, 'n': 21, 'trace_an': -6518}
-
id: 12497021
{'hecke_orbit_code': 100663319, 'n': 22, 'trace_an': -620}
-
id: 12497022
{'hecke_orbit_code': 100663319, 'n': 23, 'trace_an': 1587}
-
id: 12497023
{'hecke_orbit_code': 100663319, 'n': 24, 'trace_an': -44}
-
id: 12497024
{'hecke_orbit_code': 100663319, 'n': 25, 'trace_an': 2619}
-
id: 12497025
{'hecke_orbit_code': 100663319, 'n': 26, 'trace_an': 6509}
-
id: 12497026
{'hecke_orbit_code': 100663319, 'n': 27, 'trace_an': 3896}
-
id: 12497027
{'hecke_orbit_code': 100663319, 'n': 28, 'trace_an': -694}
-
id: 12497028
{'hecke_orbit_code': 100663319, 'n': 29, 'trace_an': 10400}
-
id: 12497029
{'hecke_orbit_code': 100663319, 'n': 30, 'trace_an': -6274}
-
id: 12497030
{'hecke_orbit_code': 100663319, 'n': 31, 'trace_an': 10728}
-
id: 12497031
{'hecke_orbit_code': 100663319, 'n': 32, 'trace_an': 13256}
-
id: 12497032
{'hecke_orbit_code': 100663319, 'n': 33, 'trace_an': 11070}
-
id: 12497033
{'hecke_orbit_code': 100663319, 'n': 34, 'trace_an': -27438}
-
id: 12497034
{'hecke_orbit_code': 100663319, 'n': 35, 'trace_an': -3224}
-
id: 12497035
{'hecke_orbit_code': 100663319, 'n': 36, 'trace_an': -13101}
-
id: 12497036
{'hecke_orbit_code': 100663319, 'n': 37, 'trace_an': 34364}
-
id: 12497037
{'hecke_orbit_code': 100663319, 'n': 38, 'trace_an': 2700}
-
id: 12497038
{'hecke_orbit_code': 100663319, 'n': 39, 'trace_an': 10128}
-
id: 12497039
{'hecke_orbit_code': 100663319, 'n': 40, 'trace_an': 13670}
-
id: 12497040
{'hecke_orbit_code': 100663319, 'n': 41, 'trace_an': -27060}
-
id: 12497041
{'hecke_orbit_code': 100663319, 'n': 42, 'trace_an': -3712}
-
id: 12497042
{'hecke_orbit_code': 100663319, 'n': 43, 'trace_an': -34812}
-
id: 12497043
{'hecke_orbit_code': 100663319, 'n': 44, 'trace_an': -46034}
-
id: 12497044
{'hecke_orbit_code': 100663319, 'n': 45, 'trace_an': -35766}
-
id: 12497045
{'hecke_orbit_code': 100663319, 'n': 46, 'trace_an': 4232}
-
id: 12497046
{'hecke_orbit_code': 100663319, 'n': 47, 'trace_an': -584}
-
id: 12497047
{'hecke_orbit_code': 100663319, 'n': 48, 'trace_an': -12089}
-
id: 12497048
{'hecke_orbit_code': 100663319, 'n': 49, 'trace_an': 40309}
-
id: 12497049
{'hecke_orbit_code': 100663319, 'n': 50, 'trace_an': -52280}
-
id: 12497050
{'hecke_orbit_code': 100663319, 'n': 51, 'trace_an': -21294}
-
id: 12497051
{'hecke_orbit_code': 100663319, 'n': 52, 'trace_an': -10605}
-
id: 12497052
{'hecke_orbit_code': 100663319, 'n': 53, 'trace_an': 34630}
-
id: 12497053
{'hecke_orbit_code': 100663319, 'n': 54, 'trace_an': 35583}
-
id: 12497054
{'hecke_orbit_code': 100663319, 'n': 55, 'trace_an': 47140}
-
id: 12497055
{'hecke_orbit_code': 100663319, 'n': 56, 'trace_an': 87586}
-
id: 12497056
{'hecke_orbit_code': 100663319, 'n': 57, 'trace_an': -90320}
-
id: 12497057
{'hecke_orbit_code': 100663319, 'n': 58, 'trace_an': 85323}
-
id: 12497058
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