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mf_newspaces • Show schema
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{'Nk2': 1296, 'analytic_conductor': 6.518057760978035, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [16, 2, [15, 5], [1, 2]], 'conrey_index': 15, 'cusp_dim': 13, 'dim': 4, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137589948432, 'hecke_orbit_dims': [2, 2], 'label': '16.9.c', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 19, 'mf_new_dim': 4, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 4, 'sturm_bound': 18, 'trace_bound': 5, 'trace_display': [0, 0, -504, 0], 'traces': [4, 0, 0, 0, -504, 0, 0, 0, -14460, 0, 0, 0, -17144, 0, 0, 0, -16632, 0, 0, 0, 634368, 0, 0, 0, -909172, 0, 0, 0, 1794312, 0, 0, 0, -6084864, 0, 0, 0, 6684680, 0, 0, 0, -8799480, 0, 0, 0, 17157384, 0, 0, 0, -11755772, 0, 0, 0, 24716808, 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-2762775498240, 0, 0, 0, 712057732616, 0, 0, 0, -421395322104, 0, 0, 0, 2300150200320, 0, 0, 0, 126327787024, 0, 0, 0, 988867876104, 0, 0, 0, -839651553792, 0, 0, 0, -1562763592700, 0, 0, 0, 962824351248, 0, 0, 0, -1801790129664, 0, 0, 0, -853348941312, 0, 0, 0, 1794874578696, 0, 0, 0, 4444603898376, 0, 0, 0, 1265226862608, 0, 0, 0, -1276687194624, 0, 0, 0, 2739069343488, 0, 0, 0, 2109301542920, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 104307
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 15, 'conrey_indexes': [15], 'label': '16.9.c', 'level': 16, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3], 'sub_dim': 3, 'sub_label': '4.9.b', 'sub_level': 4, 'sub_mult': 3, 'weight': 9}
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id: 104306
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 15, 'conrey_indexes': [15], 'label': '16.9.c', 'level': 16, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 15, 'sub_conrey_indexes': [15], 'sub_dim': 4, 'sub_label': '16.9.c', 'sub_level': 16, 'sub_mult': 1, 'weight': 9}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '16.9.c', 'level': 16, 'portrait': 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', 'weight': 9}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 33966000
{'hecke_orbit_code': 137589948432, 'n': 1, 'trace_an': 4}
-
id: 33966001
{'hecke_orbit_code': 137589948432, 'n': 2, 'trace_an': 0}
-
id: 33966002
{'hecke_orbit_code': 137589948432, 'n': 3, 'trace_an': 0}
-
id: 33966003
{'hecke_orbit_code': 137589948432, 'n': 4, 'trace_an': 0}
-
id: 33966004
{'hecke_orbit_code': 137589948432, 'n': 5, 'trace_an': -504}
-
id: 33966005
{'hecke_orbit_code': 137589948432, 'n': 6, 'trace_an': 0}
-
id: 33966006
{'hecke_orbit_code': 137589948432, 'n': 7, 'trace_an': 0}
-
id: 33966007
{'hecke_orbit_code': 137589948432, 'n': 8, 'trace_an': 0}
-
id: 33966008
{'hecke_orbit_code': 137589948432, 'n': 9, 'trace_an': -14460}
-
id: 33966009
{'hecke_orbit_code': 137589948432, 'n': 10, 'trace_an': 0}
-
id: 33966010
{'hecke_orbit_code': 137589948432, 'n': 11, 'trace_an': 0}
-
id: 33966011
{'hecke_orbit_code': 137589948432, 'n': 12, 'trace_an': 0}
-
id: 33966012
{'hecke_orbit_code': 137589948432, 'n': 13, 'trace_an': -17144}
-
id: 33966013
{'hecke_orbit_code': 137589948432, 'n': 14, 'trace_an': 0}
-
id: 33966014
{'hecke_orbit_code': 137589948432, 'n': 15, 'trace_an': 0}
-
id: 33966015
{'hecke_orbit_code': 137589948432, 'n': 16, 'trace_an': 0}
-
id: 33966016
{'hecke_orbit_code': 137589948432, 'n': 17, 'trace_an': -16632}
-
id: 33966017
{'hecke_orbit_code': 137589948432, 'n': 18, 'trace_an': 0}
-
id: 33966018
{'hecke_orbit_code': 137589948432, 'n': 19, 'trace_an': 0}
-
id: 33966019
{'hecke_orbit_code': 137589948432, 'n': 20, 'trace_an': 0}
-
id: 33966020
{'hecke_orbit_code': 137589948432, 'n': 21, 'trace_an': 634368}
-
id: 33966021
{'hecke_orbit_code': 137589948432, 'n': 22, 'trace_an': 0}
-
id: 33966022
{'hecke_orbit_code': 137589948432, 'n': 23, 'trace_an': 0}
-
id: 33966023
{'hecke_orbit_code': 137589948432, 'n': 24, 'trace_an': 0}
-
id: 33966024
{'hecke_orbit_code': 137589948432, 'n': 25, 'trace_an': -909172}
-
id: 33966025
{'hecke_orbit_code': 137589948432, 'n': 26, 'trace_an': 0}
-
id: 33966026
{'hecke_orbit_code': 137589948432, 'n': 27, 'trace_an': 0}
-
id: 33966027
{'hecke_orbit_code': 137589948432, 'n': 28, 'trace_an': 0}
-
id: 33966028
{'hecke_orbit_code': 137589948432, 'n': 29, 'trace_an': 1794312}
-
id: 33966029
{'hecke_orbit_code': 137589948432, 'n': 30, 'trace_an': 0}
-
id: 33966030
{'hecke_orbit_code': 137589948432, 'n': 31, 'trace_an': 0}
-
id: 33966031
{'hecke_orbit_code': 137589948432, 'n': 32, 'trace_an': 0}
-
id: 33966032
{'hecke_orbit_code': 137589948432, 'n': 33, 'trace_an': -6084864}
-
id: 33966033
{'hecke_orbit_code': 137589948432, 'n': 34, 'trace_an': 0}
-
id: 33966034
{'hecke_orbit_code': 137589948432, 'n': 35, 'trace_an': 0}
-
id: 33966035
{'hecke_orbit_code': 137589948432, 'n': 36, 'trace_an': 0}
-
id: 33966036
{'hecke_orbit_code': 137589948432, 'n': 37, 'trace_an': 6684680}
-
id: 33966037
{'hecke_orbit_code': 137589948432, 'n': 38, 'trace_an': 0}
-
id: 33966038
{'hecke_orbit_code': 137589948432, 'n': 39, 'trace_an': 0}
-
id: 33966039
{'hecke_orbit_code': 137589948432, 'n': 40, 'trace_an': 0}
-
id: 33966040
{'hecke_orbit_code': 137589948432, 'n': 41, 'trace_an': -8799480}
-
id: 33966041
{'hecke_orbit_code': 137589948432, 'n': 42, 'trace_an': 0}
-
id: 33966042
{'hecke_orbit_code': 137589948432, 'n': 43, 'trace_an': 0}
-
id: 33966043
{'hecke_orbit_code': 137589948432, 'n': 44, 'trace_an': 0}
-
id: 33966044
{'hecke_orbit_code': 137589948432, 'n': 45, 'trace_an': 17157384}
-
id: 33966045
{'hecke_orbit_code': 137589948432, 'n': 46, 'trace_an': 0}
-
id: 33966046
{'hecke_orbit_code': 137589948432, 'n': 47, 'trace_an': 0}
-
id: 33966047
{'hecke_orbit_code': 137589948432, 'n': 48, 'trace_an': 0}
-
id: 33966048
{'hecke_orbit_code': 137589948432, 'n': 49, 'trace_an': -11755772}
-
id: 33966049
{'hecke_orbit_code': 137589948432, 'n': 50, 'trace_an': 0}
-
id: 33966050
{'hecke_orbit_code': 137589948432, 'n': 51, 'trace_an': 0}
-
id: 33966051
{'hecke_orbit_code': 137589948432, 'n': 52, 'trace_an': 0}
-
id: 33966052
{'hecke_orbit_code': 137589948432, 'n': 53, 'trace_an': 24716808}
-
id: 33966053
{'hecke_orbit_code': 137589948432, 'n': 54, 'trace_an': 0}
-
id: 33966054
{'hecke_orbit_code': 137589948432, 'n': 55, 'trace_an': 0}
-
id: 33966055
{'hecke_orbit_code': 137589948432, 'n': 56, 'trace_an': 0}
-
id: 33966056
{'hecke_orbit_code': 137589948432, 'n': 57, 'trace_an': -26616576}
-
id: 33966057
{'hecke_orbit_code': 137589948432, 'n': 58, 'trace_an': 0}
-
id: 33966058
{'hecke_orbit_code': 137589948432, 'n': 59, 'trace_an': 0}
-
id: 33966059
{'hecke_orbit_code': 137589948432, 'n': 60, 'trace_an': 0}
-
id: 33966060
{'hecke_orbit_code': 137589948432, 'n': 61, 'trace_an': -30823672}
-
id: 33966061
{'hecke_orbit_code': 137589948432, 'n': 62, 'trace_an': 0}
-
id: 33966062
{'hecke_orbit_code': 137589948432, 'n': 63, 'trace_an': 0}
-
id: 33966063
{'hecke_orbit_code': 137589948432, 'n': 64, 'trace_an': 0}
-
id: 33966064
{'hecke_orbit_code': 137589948432, 'n': 65, 'trace_an': 38139408}
-
id: 33966065
{'hecke_orbit_code': 137589948432, 'n': 66, 'trace_an': 0}
-
id: 33966066
{'hecke_orbit_code': 137589948432, 'n': 67, 'trace_an': 0}
-
id: 33966067
{'hecke_orbit_code': 137589948432, 'n': 68, 'trace_an': 0}
-
id: 33966068
{'hecke_orbit_code': 137589948432, 'n': 69, 'trace_an': -42591744}
-
id: 33966069
{'hecke_orbit_code': 137589948432, 'n': 70, 'trace_an': 0}
-
id: 33966070
{'hecke_orbit_code': 137589948432, 'n': 71, 'trace_an': 0}
-
id: 33966071
{'hecke_orbit_code': 137589948432, 'n': 72, 'trace_an': 0}
-
id: 33966072
{'hecke_orbit_code': 137589948432, 'n': 73, 'trace_an': 38504968}
-
id: 33966073
{'hecke_orbit_code': 137589948432, 'n': 74, 'trace_an': 0}
-
id: 33966074
{'hecke_orbit_code': 137589948432, 'n': 75, 'trace_an': 0}
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