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mf_newspaces • Show schema
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{'Nk2': 2340, 'analytic_conductor': 4.671248518244902, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 3, 'char_parity': 1, 'char_values': [585, 3, [326, 352, 496], [3, 3, 1]], 'conrey_index': 406, 'cusp_dim': 152, 'dim': 48, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 618508845641, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 6, 6, 10, 10], 'label': '585.2.j', 'level': 585, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'mf_dim': 184, 'mf_new_dim': 48, 'num_forms': 9, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 168, 'trace_bound': 4, 'trace_display': [0, 0, 0, -6], 'traces': [48, 0, 0, -26, 0, 0, -6, 12, 0, -2, 8, 0, 8, -4, 0, -26, 6, 0, 8, 4, 0, -20, 18, 0, 48, 38, 0, -22, -12, 0, 8, -22, 0, 4, 10, 0, 10, -104, 0, 12, -20, 0, -14, -12, 0, 26, 24, 0, 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'weight_parity': 1}
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mf_subspaces • Show schema
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id: 251143
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 406, 'conrey_indexes': [406, 451], 'label': '585.2.j', 'level': 585, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 16, 'sub_conrey_indexes': [16, 22], 'sub_dim': 6, 'sub_label': '39.2.e', 'sub_level': 39, 'sub_mult': 4, 'weight': 2}
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id: 251145
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 406, 'conrey_indexes': [406, 451], 'label': '585.2.j', 'level': 585, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 16, 'sub_conrey_indexes': [16, 61], 'sub_dim': 8, 'sub_label': '65.2.e', 'sub_level': 65, 'sub_mult': 3, 'weight': 2}
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id: 251141
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 406, 'conrey_indexes': [406, 451], 'label': '585.2.j', 'level': 585, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 55, 'sub_conrey_indexes': [55, 100], 'sub_dim': 8, 'sub_label': '117.2.g', 'sub_level': 117, 'sub_mult': 2, 'weight': 2}
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id: 251142
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 406, 'conrey_indexes': [406, 451], 'label': '585.2.j', 'level': 585, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 16, 'sub_conrey_indexes': [16, 61], 'sub_dim': 20, 'sub_label': '195.2.i', 'sub_level': 195, 'sub_mult': 2, 'weight': 2}
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id: 251144
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 406, 'conrey_indexes': [406, 451], 'label': '585.2.j', 'level': 585, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 406, 'sub_conrey_indexes': [406, 451], 'sub_dim': 48, 'sub_label': '585.2.j', 'sub_level': 585, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 10, 'label': '585.2.j', 'level': 585, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 86780000
{'hecke_orbit_code': 618508845641, 'n': 1, 'trace_an': 48}
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id: 86780001
{'hecke_orbit_code': 618508845641, 'n': 2, 'trace_an': 0}
-
id: 86780002
{'hecke_orbit_code': 618508845641, 'n': 3, 'trace_an': 0}
-
id: 86780003
{'hecke_orbit_code': 618508845641, 'n': 4, 'trace_an': -26}
-
id: 86780004
{'hecke_orbit_code': 618508845641, 'n': 5, 'trace_an': 0}
-
id: 86780005
{'hecke_orbit_code': 618508845641, 'n': 6, 'trace_an': 0}
-
id: 86780006
{'hecke_orbit_code': 618508845641, 'n': 7, 'trace_an': -6}
-
id: 86780007
{'hecke_orbit_code': 618508845641, 'n': 8, 'trace_an': 12}
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id: 86780008
{'hecke_orbit_code': 618508845641, 'n': 9, 'trace_an': 0}
-
id: 86780009
{'hecke_orbit_code': 618508845641, 'n': 10, 'trace_an': -2}
-
id: 86780010
{'hecke_orbit_code': 618508845641, 'n': 11, 'trace_an': 8}
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id: 86780011
{'hecke_orbit_code': 618508845641, 'n': 12, 'trace_an': 0}
-
id: 86780012
{'hecke_orbit_code': 618508845641, 'n': 13, 'trace_an': 8}
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id: 86780013
{'hecke_orbit_code': 618508845641, 'n': 14, 'trace_an': -4}
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id: 86780014
{'hecke_orbit_code': 618508845641, 'n': 15, 'trace_an': 0}
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id: 86780015
{'hecke_orbit_code': 618508845641, 'n': 16, 'trace_an': -26}
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id: 86780016
{'hecke_orbit_code': 618508845641, 'n': 17, 'trace_an': 6}
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id: 86780017
{'hecke_orbit_code': 618508845641, 'n': 18, 'trace_an': 0}
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id: 86780018
{'hecke_orbit_code': 618508845641, 'n': 19, 'trace_an': 8}
-
id: 86780019
{'hecke_orbit_code': 618508845641, 'n': 20, 'trace_an': 4}
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id: 86780020
{'hecke_orbit_code': 618508845641, 'n': 21, 'trace_an': 0}
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id: 86780021
{'hecke_orbit_code': 618508845641, 'n': 22, 'trace_an': -20}
-
id: 86780022
{'hecke_orbit_code': 618508845641, 'n': 23, 'trace_an': 18}
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id: 86780023
{'hecke_orbit_code': 618508845641, 'n': 24, 'trace_an': 0}
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id: 86780024
{'hecke_orbit_code': 618508845641, 'n': 25, 'trace_an': 48}
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id: 86780025
{'hecke_orbit_code': 618508845641, 'n': 26, 'trace_an': 38}
-
id: 86780026
{'hecke_orbit_code': 618508845641, 'n': 27, 'trace_an': 0}
-
id: 86780027
{'hecke_orbit_code': 618508845641, 'n': 28, 'trace_an': -22}
-
id: 86780028
{'hecke_orbit_code': 618508845641, 'n': 29, 'trace_an': -12}
-
id: 86780029
{'hecke_orbit_code': 618508845641, 'n': 30, 'trace_an': 0}
-
id: 86780030
{'hecke_orbit_code': 618508845641, 'n': 31, 'trace_an': 8}
-
id: 86780031
{'hecke_orbit_code': 618508845641, 'n': 32, 'trace_an': -22}
-
id: 86780032
{'hecke_orbit_code': 618508845641, 'n': 33, 'trace_an': 0}
-
id: 86780033
{'hecke_orbit_code': 618508845641, 'n': 34, 'trace_an': 4}
-
id: 86780034
{'hecke_orbit_code': 618508845641, 'n': 35, 'trace_an': 10}
-
id: 86780035
{'hecke_orbit_code': 618508845641, 'n': 36, 'trace_an': 0}
-
id: 86780036
{'hecke_orbit_code': 618508845641, 'n': 37, 'trace_an': 10}
-
id: 86780037
{'hecke_orbit_code': 618508845641, 'n': 38, 'trace_an': -104}
-
id: 86780038
{'hecke_orbit_code': 618508845641, 'n': 39, 'trace_an': 0}
-
id: 86780039
{'hecke_orbit_code': 618508845641, 'n': 40, 'trace_an': 12}
-
id: 86780040
{'hecke_orbit_code': 618508845641, 'n': 41, 'trace_an': -20}
-
id: 86780041
{'hecke_orbit_code': 618508845641, 'n': 42, 'trace_an': 0}
-
id: 86780042
{'hecke_orbit_code': 618508845641, 'n': 43, 'trace_an': -14}
-
id: 86780043
{'hecke_orbit_code': 618508845641, 'n': 44, 'trace_an': -12}
-
id: 86780044
{'hecke_orbit_code': 618508845641, 'n': 45, 'trace_an': 0}
-
id: 86780045
{'hecke_orbit_code': 618508845641, 'n': 46, 'trace_an': 26}
-
id: 86780046
{'hecke_orbit_code': 618508845641, 'n': 47, 'trace_an': 24}
-
id: 86780047
{'hecke_orbit_code': 618508845641, 'n': 48, 'trace_an': 0}
-
id: 86780048
{'hecke_orbit_code': 618508845641, 'n': 49, 'trace_an': -40}
-
id: 86780049
{'hecke_orbit_code': 618508845641, 'n': 50, 'trace_an': 0}
-
id: 86780050
{'hecke_orbit_code': 618508845641, 'n': 51, 'trace_an': 0}
-
id: 86780051
{'hecke_orbit_code': 618508845641, 'n': 52, 'trace_an': 2}
-
id: 86780052
{'hecke_orbit_code': 618508845641, 'n': 53, 'trace_an': 24}
-
id: 86780053
{'hecke_orbit_code': 618508845641, 'n': 54, 'trace_an': 0}
-
id: 86780054
{'hecke_orbit_code': 618508845641, 'n': 55, 'trace_an': -8}
-
id: 86780055
{'hecke_orbit_code': 618508845641, 'n': 56, 'trace_an': 24}
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id: 86780056
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