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mf_newspaces • Show schema
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{'Nk2': 736, 'analytic_conductor': 2.714087860264068, 'char_conductor': 23, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 11, 'char_parity': 1, 'char_values': [46, 11, [5], [8]], 'conrey_index': 3, 'cusp_dim': 160, 'dim': 60, 'eis_dim': 40, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137506062382, 'hecke_orbit_dims': [30, 30], 'label': '46.4.c', 'level': 46, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 23], 'level_radical': 46, 'mf_dim': 200, 'mf_new_dim': 60, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 6, 'sturm_bound': 24, 'trace_bound': 2, 'trace_display': [0, 8, 10, -8], 'traces': [60, 0, 8, -24, 10, 8, -8, 0, -146, 20, 34, 32, 112, -40, 744, -96, 148, 40, -258, -312, -1060, -296, -968, 32, -782, -412, 272, 144, 716, 1016, 1256, 0, 988, 520, 886, -584, 894, 436, 312, 80, -1034, 64, -1350, 136, -2644, -92, 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mf_subspaces • Show schema
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id: 111910
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 3, 'conrey_indexes': [3, 9, 13, 25, 27, 29, 31, 35, 39, 41], 'label': '46.4.c', 'level': 46, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 3, 4, 6, 8, 9, 12, 13, 16, 18], 'sub_dim': 50, 'sub_label': '23.4.c', 'sub_level': 23, 'sub_mult': 2, 'weight': 4}
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id: 111911
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 3, 'conrey_indexes': [3, 9, 13, 25, 27, 29, 31, 35, 39, 41], 'label': '46.4.c', 'level': 46, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 9, 13, 25, 27, 29, 31, 35, 39, 41], 'sub_dim': 60, 'sub_label': '46.4.c', 'sub_level': 46, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '46.4.c', 'level': 46, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 30661000
{'hecke_orbit_code': 137506062382, 'n': 1, 'trace_an': 60}
-
id: 30661001
{'hecke_orbit_code': 137506062382, 'n': 2, 'trace_an': 0}
-
id: 30661002
{'hecke_orbit_code': 137506062382, 'n': 3, 'trace_an': 8}
-
id: 30661003
{'hecke_orbit_code': 137506062382, 'n': 4, 'trace_an': -24}
-
id: 30661004
{'hecke_orbit_code': 137506062382, 'n': 5, 'trace_an': 10}
-
id: 30661005
{'hecke_orbit_code': 137506062382, 'n': 6, 'trace_an': 8}
-
id: 30661006
{'hecke_orbit_code': 137506062382, 'n': 7, 'trace_an': -8}
-
id: 30661007
{'hecke_orbit_code': 137506062382, 'n': 8, 'trace_an': 0}
-
id: 30661008
{'hecke_orbit_code': 137506062382, 'n': 9, 'trace_an': -146}
-
id: 30661009
{'hecke_orbit_code': 137506062382, 'n': 10, 'trace_an': 20}
-
id: 30661010
{'hecke_orbit_code': 137506062382, 'n': 11, 'trace_an': 34}
-
id: 30661011
{'hecke_orbit_code': 137506062382, 'n': 12, 'trace_an': 32}
-
id: 30661012
{'hecke_orbit_code': 137506062382, 'n': 13, 'trace_an': 112}
-
id: 30661013
{'hecke_orbit_code': 137506062382, 'n': 14, 'trace_an': -40}
-
id: 30661014
{'hecke_orbit_code': 137506062382, 'n': 15, 'trace_an': 744}
-
id: 30661015
{'hecke_orbit_code': 137506062382, 'n': 16, 'trace_an': -96}
-
id: 30661016
{'hecke_orbit_code': 137506062382, 'n': 17, 'trace_an': 148}
-
id: 30661017
{'hecke_orbit_code': 137506062382, 'n': 18, 'trace_an': 40}
-
id: 30661018
{'hecke_orbit_code': 137506062382, 'n': 19, 'trace_an': -258}
-
id: 30661019
{'hecke_orbit_code': 137506062382, 'n': 20, 'trace_an': -312}
-
id: 30661020
{'hecke_orbit_code': 137506062382, 'n': 21, 'trace_an': -1060}
-
id: 30661021
{'hecke_orbit_code': 137506062382, 'n': 22, 'trace_an': -296}
-
id: 30661022
{'hecke_orbit_code': 137506062382, 'n': 23, 'trace_an': -968}
-
id: 30661023
{'hecke_orbit_code': 137506062382, 'n': 24, 'trace_an': 32}
-
id: 30661024
{'hecke_orbit_code': 137506062382, 'n': 25, 'trace_an': -782}
-
id: 30661025
{'hecke_orbit_code': 137506062382, 'n': 26, 'trace_an': -412}
-
id: 30661026
{'hecke_orbit_code': 137506062382, 'n': 27, 'trace_an': 272}
-
id: 30661027
{'hecke_orbit_code': 137506062382, 'n': 28, 'trace_an': 144}
-
id: 30661028
{'hecke_orbit_code': 137506062382, 'n': 29, 'trace_an': 716}
-
id: 30661029
{'hecke_orbit_code': 137506062382, 'n': 30, 'trace_an': 1016}
-
id: 30661030
{'hecke_orbit_code': 137506062382, 'n': 31, 'trace_an': 1256}
-
id: 30661031
{'hecke_orbit_code': 137506062382, 'n': 32, 'trace_an': 0}
-
id: 30661032
{'hecke_orbit_code': 137506062382, 'n': 33, 'trace_an': 988}
-
id: 30661033
{'hecke_orbit_code': 137506062382, 'n': 34, 'trace_an': 520}
-
id: 30661034
{'hecke_orbit_code': 137506062382, 'n': 35, 'trace_an': 886}
-
id: 30661035
{'hecke_orbit_code': 137506062382, 'n': 36, 'trace_an': -584}
-
id: 30661036
{'hecke_orbit_code': 137506062382, 'n': 37, 'trace_an': 894}
-
id: 30661037
{'hecke_orbit_code': 137506062382, 'n': 38, 'trace_an': 436}
-
id: 30661038
{'hecke_orbit_code': 137506062382, 'n': 39, 'trace_an': 312}
-
id: 30661039
{'hecke_orbit_code': 137506062382, 'n': 40, 'trace_an': 80}
-
id: 30661040
{'hecke_orbit_code': 137506062382, 'n': 41, 'trace_an': -1034}
-
id: 30661041
{'hecke_orbit_code': 137506062382, 'n': 42, 'trace_an': 64}
-
id: 30661042
{'hecke_orbit_code': 137506062382, 'n': 43, 'trace_an': -1350}
-
id: 30661043
{'hecke_orbit_code': 137506062382, 'n': 44, 'trace_an': 136}
-
id: 30661044
{'hecke_orbit_code': 137506062382, 'n': 45, 'trace_an': -2644}
-
id: 30661045
{'hecke_orbit_code': 137506062382, 'n': 46, 'trace_an': -92}
-
id: 30661046
{'hecke_orbit_code': 137506062382, 'n': 47, 'trace_an': -3256}
-
id: 30661047
{'hecke_orbit_code': 137506062382, 'n': 48, 'trace_an': 128}
-
id: 30661048
{'hecke_orbit_code': 137506062382, 'n': 49, 'trace_an': -1024}
-
id: 30661049
{'hecke_orbit_code': 137506062382, 'n': 50, 'trace_an': -728}
-
id: 30661050
{'hecke_orbit_code': 137506062382, 'n': 51, 'trace_an': 328}
-
id: 30661051
{'hecke_orbit_code': 137506062382, 'n': 52, 'trace_an': 448}
-
id: 30661052
{'hecke_orbit_code': 137506062382, 'n': 53, 'trace_an': -448}
-
id: 30661053
{'hecke_orbit_code': 137506062382, 'n': 54, 'trace_an': 3252}
-
id: 30661054
{'hecke_orbit_code': 137506062382, 'n': 55, 'trace_an': 5564}
-
id: 30661055
{'hecke_orbit_code': 137506062382, 'n': 56, 'trace_an': 1776}
-
id: 30661056
{'hecke_orbit_code': 137506062382, 'n': 57, 'trace_an': 9364}
-
id: 30661057
{'hecke_orbit_code': 137506062382, 'n': 58, 'trace_an': 1552}
-
id: 30661058
{'hecke_orbit_code': 137506062382, 'n': 59, 'trace_an': 3814}
-
id: 30661059
{'hecke_orbit_code': 137506062382, 'n': 60, 'trace_an': 72}
-
id: 30661060
{'hecke_orbit_code': 137506062382, 'n': 61, 'trace_an': -414}
-
id: 30661061
{'hecke_orbit_code': 137506062382, 'n': 62, 'trace_an': -868}
-
id: 30661062
{'hecke_orbit_code': 137506062382, 'n': 63, 'trace_an': -4600}
-
id: 30661063
{'hecke_orbit_code': 137506062382, 'n': 64, 'trace_an': -384}
-
id: 30661064
{'hecke_orbit_code': 137506062382, 'n': 65, 'trace_an': -6368}
-
id: 30661065
{'hecke_orbit_code': 137506062382, 'n': 66, 'trace_an': -5360}
-
id: 30661066
{'hecke_orbit_code': 137506062382, 'n': 67, 'trace_an': -3330}
-
id: 30661067
{'hecke_orbit_code': 137506062382, 'n': 68, 'trace_an': -3104}
-
id: 30661068
{'hecke_orbit_code': 137506062382, 'n': 69, 'trace_an': -7756}
-
id: 30661069
{'hecke_orbit_code': 137506062382, 'n': 70, 'trace_an': -5968}
-
id: 30661070
{'hecke_orbit_code': 137506062382, 'n': 71, 'trace_an': -5512}
-
id: 30661071
{'hecke_orbit_code': 137506062382, 'n': 72, 'trace_an': -1952}
-
id: 30661072
{'hecke_orbit_code': 137506062382, 'n': 73, 'trace_an': -1132}
-
id: 30661073
{'hecke_orbit_code': 137506062382, 'n': 74, 'trace_an': -3564}
-
id: 30661074
{'hecke_orbit_code': 137506062382, 'n': 75, 'trace_an': 4410}
-
id: 30661075
{'hecke_orbit_code': 137506062382, 'n': 76, 'trace_an': -152}
-
id: 30661076
{'hecke_orbit_code': 137506062382, 'n': 77, 'trace_an': 224}
-
id: 30661077
{'hecke_orbit_code': 137506062382, 'n': 78, 'trace_an': 812}
-
id: 30661078
{'hecke_orbit_code': 137506062382, 'n': 79, 'trace_an': 3178}
-
id: 30661079
{'hecke_orbit_code': 137506062382, 'n': 80, 'trace_an': 1568}
-
id: 30661080
{'hecke_orbit_code': 137506062382, 'n': 81, 'trace_an': 4126}
-
id: 30661081
{'hecke_orbit_code': 137506062382, 'n': 82, 'trace_an': 4000}
-
id: 30661082
{'hecke_orbit_code': 137506062382, 'n': 83, 'trace_an': 6808}
-
id: 30661083
{'hecke_orbit_code': 137506062382, 'n': 84, 'trace_an': 4824}
-
id: 30661084
{'hecke_orbit_code': 137506062382, 'n': 85, 'trace_an': 6262}
-
id: 30661085
{'hecke_orbit_code': 137506062382, 'n': 86, 'trace_an': 3856}
-
id: 30661086
{'hecke_orbit_code': 137506062382, 'n': 87, 'trace_an': -2090}
-
id: 30661087
{'hecke_orbit_code': 137506062382, 'n': 88, 'trace_an': 752}
-
id: 30661088
{'hecke_orbit_code': 137506062382, 'n': 89, 'trace_an': -826}
-
id: 30661089
{'hecke_orbit_code': 137506062382, 'n': 90, 'trace_an': 4804}
-
id: 30661090
{'hecke_orbit_code': 137506062382, 'n': 91, 'trace_an': -2048}
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id: 30661091
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