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mf_newspaces • Show schema
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{'Nk2': 3648, 'analytic_conductor': 7.282356664340771, 'char_conductor': 57, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': 1, 'char_values': [912, 2, [799, 229, 305, 97], [2, 2, 1, 1]], 'conrey_index': 113, 'cusp_dim': 148, 'dim': 38, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [5, 7, 29], 'hecke_orbit_code': 343630939024, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 4, 4, 10, 10], 'label': '912.2.f', 'level': 912, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'mf_dim': 172, 'mf_new_dim': 42, 'num_forms': 9, 'prim_orbit_index': 4, 'relative_dim': 38, 'sturm_bound': 320, 'trace_bound': 7, 'trace_display': [0, 0, 0, 8], 'traces': [38, 0, 0, 0, 0, 0, 8, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -34, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, -24, 0, 8, 0, 0, 0, 14, 0, 0, 0, 0, 0, 8, 0, 14, 0, 0, 0, -20, 0, 52, 0, 0, 0, 0, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 16, 0, 36, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, -48, 0, 0, 0, 0, 0, 2, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, -20, 0, -60, 0, 0, 0, 32, 0, 0, 0, 0, 0, -26, 0, -24, 0, 0, 0, -64, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 24, 0, -40, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -38, 0, 0, 0, -12, 0, 0, 0, 0, 0, -104, 0, 52, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 128, 0, 0, 0, 64, 0, 44, 0, 0, 0, 36, 0, 0, 0, 0, 0, -104, 0, -56, 0, 0, 0, -2, 0, -136, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, 28, 0, -144, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 52, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 256, 0, 0, 0, 0, 0, -28, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, -66, 0, 0, 0, 0, 0, -136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, -16, 0, 152, 0, 0, 0, -168, 0, 0, 0, 0, 0, 20, 0, 52, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 104, 0, 0, 0, 0, 0, 136, 0, 0, 0, 0, 0, -34, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, -52, 0, 0, 0, 0, 0, 208, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -272, 0, 0, 0, 72, 0, -96, 0, 0, 0, 144, 0, 0, 0, 0, 0, 176, 0, -70, 0, 0, 0, 16, 0, 184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 82, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 28, 0, 200, 0, 0, 0, 0, 0, -84, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -68, 0, 0, 0, -112, 0, 0, 0, 0, 0, -52, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 148, 0, 0, 0, 0, 0, 280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -124, 0, 0, 0, -52, 0, -184, 0, 0, 0, 256, 0, 0, 0, 0, 0, 70, 0, -128, 0, 0, 0, -208, 0, 48, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, -136, 0, 88, 0, 0, 0, 0, 0, -316, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 52, 0, 0, 0, 80, 0, 0, 0, 0, 0, -184, 0, -120, 0, 0, 0, 0, 0, 0, 0, 0, 0, -152, 0, 0, 0, 0, 0, -132, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 264, 0, 0, 0, -216, 0, -82, 0, 0, 0, -100, 0, 0, 0, 0, 0, -136, 0, 80, 0, 0, 0, 0, 0, -184, 0, 0, 0, 0, 0, 0, 0, 0, 0, -236, 0, 0, 0, 0, 0, 0, 0, 88, 0, 0, 0, -100, 0, -344, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 200, 0, 0, 0, 0, 0, 208, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, -280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 124, 0, 0, 0, -54, 0, 208, 0, 0, 0, -272, 0, 0, 0, 0, 0, -28, 0, 184, 0, 0, 0, 280, 0, -224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 232, 0, 0, 0, 0, 0, 0, 0, 140, 0, 0, 0, -168, 0, -200, 0, 0, 0, 0, 0, 360, 0, 0, 0, 0, 0, 124, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 112, 0, 0, 0, 0, 0, 112, 0, -60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 136, 0, 0, 0, 0, 0, -140, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -364, 0, 0, 0, 120, 0, 120, 0, 0, 0, -190, 0, 0, 0, 0, 0, 472, 0, 116, 0, 0, 0, 48, 0, 308, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -56, 0, 0, 0, 12, 0, 288, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 329877
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 113, 'conrey_indexes': [113], 'label': '912.2.f', 'level': 912, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 56, 'sub_conrey_indexes': [56], 'sub_dim': 4, 'sub_label': '57.2.d', 'sub_level': 57, 'sub_mult': 5, 'weight': 2}
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id: 329874
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 113, 'conrey_indexes': [113], 'label': '912.2.f', 'level': 912, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 113, 'sub_conrey_indexes': [113], 'sub_dim': 8, 'sub_label': '114.2.b', 'sub_level': 114, 'sub_mult': 4, 'weight': 2}
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id: 329875
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 113, 'conrey_indexes': [113], 'label': '912.2.f', 'level': 912, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 113, 'sub_conrey_indexes': [113], 'sub_dim': 6, 'sub_label': '228.2.d', 'sub_level': 228, 'sub_mult': 3, 'weight': 2}
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id: 329876
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 113, 'conrey_indexes': [113], 'label': '912.2.f', 'level': 912, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 113, 'sub_conrey_indexes': [113], 'sub_dim': 20, 'sub_label': '456.2.f', 'sub_level': 456, 'sub_mult': 2, 'weight': 2}
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id: 329878
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 113, 'conrey_indexes': [113], 'label': '912.2.f', 'level': 912, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 113, 'sub_conrey_indexes': [113], 'sub_dim': 38, 'sub_label': '912.2.f', 'sub_level': 912, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '912.2.f', 'level': 912, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 54503000
{'hecke_orbit_code': 343630939024, 'n': 1, 'trace_an': 38}
-
id: 54503001
{'hecke_orbit_code': 343630939024, 'n': 2, 'trace_an': 0}
-
id: 54503002
{'hecke_orbit_code': 343630939024, 'n': 3, 'trace_an': 0}
-
id: 54503003
{'hecke_orbit_code': 343630939024, 'n': 4, 'trace_an': 0}
-
id: 54503004
{'hecke_orbit_code': 343630939024, 'n': 5, 'trace_an': 0}
-
id: 54503005
{'hecke_orbit_code': 343630939024, 'n': 6, 'trace_an': 0}
-
id: 54503006
{'hecke_orbit_code': 343630939024, 'n': 7, 'trace_an': 8}
-
id: 54503007
{'hecke_orbit_code': 343630939024, 'n': 8, 'trace_an': 0}
-
id: 54503008
{'hecke_orbit_code': 343630939024, 'n': 9, 'trace_an': 2}
-
id: 54503009
{'hecke_orbit_code': 343630939024, 'n': 10, 'trace_an': 0}
-
id: 54503010
{'hecke_orbit_code': 343630939024, 'n': 11, 'trace_an': 0}
-
id: 54503011
{'hecke_orbit_code': 343630939024, 'n': 12, 'trace_an': 0}
-
id: 54503012
{'hecke_orbit_code': 343630939024, 'n': 13, 'trace_an': 0}
-
id: 54503013
{'hecke_orbit_code': 343630939024, 'n': 14, 'trace_an': 0}
-
id: 54503014
{'hecke_orbit_code': 343630939024, 'n': 15, 'trace_an': 0}
-
id: 54503015
{'hecke_orbit_code': 343630939024, 'n': 16, 'trace_an': 0}
-
id: 54503016
{'hecke_orbit_code': 343630939024, 'n': 17, 'trace_an': 0}
-
id: 54503017
{'hecke_orbit_code': 343630939024, 'n': 18, 'trace_an': 0}
-
id: 54503018
{'hecke_orbit_code': 343630939024, 'n': 19, 'trace_an': 0}
-
id: 54503019
{'hecke_orbit_code': 343630939024, 'n': 20, 'trace_an': 0}
-
id: 54503020
{'hecke_orbit_code': 343630939024, 'n': 21, 'trace_an': 0}
-
id: 54503021
{'hecke_orbit_code': 343630939024, 'n': 22, 'trace_an': 0}
-
id: 54503022
{'hecke_orbit_code': 343630939024, 'n': 23, 'trace_an': 0}
-
id: 54503023
{'hecke_orbit_code': 343630939024, 'n': 24, 'trace_an': 0}
-
id: 54503024
{'hecke_orbit_code': 343630939024, 'n': 25, 'trace_an': -34}
-
id: 54503025
{'hecke_orbit_code': 343630939024, 'n': 26, 'trace_an': 0}
-
id: 54503026
{'hecke_orbit_code': 343630939024, 'n': 27, 'trace_an': 0}
-
id: 54503027
{'hecke_orbit_code': 343630939024, 'n': 28, 'trace_an': 0}
-
id: 54503028
{'hecke_orbit_code': 343630939024, 'n': 29, 'trace_an': 0}
-
id: 54503029
{'hecke_orbit_code': 343630939024, 'n': 30, 'trace_an': 0}
-
id: 54503030
{'hecke_orbit_code': 343630939024, 'n': 31, 'trace_an': 0}
-
id: 54503031
{'hecke_orbit_code': 343630939024, 'n': 32, 'trace_an': 0}
-
id: 54503032
{'hecke_orbit_code': 343630939024, 'n': 33, 'trace_an': 0}
-
id: 54503033
{'hecke_orbit_code': 343630939024, 'n': 34, 'trace_an': 0}
-
id: 54503034
{'hecke_orbit_code': 343630939024, 'n': 35, 'trace_an': 0}
-
id: 54503035
{'hecke_orbit_code': 343630939024, 'n': 36, 'trace_an': 0}
-
id: 54503036
{'hecke_orbit_code': 343630939024, 'n': 37, 'trace_an': 0}
-
id: 54503037
{'hecke_orbit_code': 343630939024, 'n': 38, 'trace_an': 0}
-
id: 54503038
{'hecke_orbit_code': 343630939024, 'n': 39, 'trace_an': -4}
-
id: 54503039
{'hecke_orbit_code': 343630939024, 'n': 40, 'trace_an': 0}
-
id: 54503040
{'hecke_orbit_code': 343630939024, 'n': 41, 'trace_an': 0}
-
id: 54503041
{'hecke_orbit_code': 343630939024, 'n': 42, 'trace_an': 0}
-
id: 54503042
{'hecke_orbit_code': 343630939024, 'n': 43, 'trace_an': -24}
-
id: 54503043
{'hecke_orbit_code': 343630939024, 'n': 44, 'trace_an': 0}
-
id: 54503044
{'hecke_orbit_code': 343630939024, 'n': 45, 'trace_an': 8}
-
id: 54503045
{'hecke_orbit_code': 343630939024, 'n': 46, 'trace_an': 0}
-
id: 54503046
{'hecke_orbit_code': 343630939024, 'n': 47, 'trace_an': 0}
-
id: 54503047
{'hecke_orbit_code': 343630939024, 'n': 48, 'trace_an': 0}
-
id: 54503048
{'hecke_orbit_code': 343630939024, 'n': 49, 'trace_an': 14}
-
id: 54503049
{'hecke_orbit_code': 343630939024, 'n': 50, 'trace_an': 0}
-
id: 54503050
{'hecke_orbit_code': 343630939024, 'n': 51, 'trace_an': 0}
-
id: 54503051
{'hecke_orbit_code': 343630939024, 'n': 52, 'trace_an': 0}
-
id: 54503052
{'hecke_orbit_code': 343630939024, 'n': 53, 'trace_an': 0}
-
id: 54503053
{'hecke_orbit_code': 343630939024, 'n': 54, 'trace_an': 0}
-
id: 54503054
{'hecke_orbit_code': 343630939024, 'n': 55, 'trace_an': 8}
-
id: 54503055
{'hecke_orbit_code': 343630939024, 'n': 56, 'trace_an': 0}
-
id: 54503056
{'hecke_orbit_code': 343630939024, 'n': 57, 'trace_an': 14}
-
id: 54503057
{'hecke_orbit_code': 343630939024, 'n': 58, 'trace_an': 0}
-
id: 54503058
{'hecke_orbit_code': 343630939024, 'n': 59, 'trace_an': 0}
-
id: 54503059
{'hecke_orbit_code': 343630939024, 'n': 60, 'trace_an': 0}
-
id: 54503060
{'hecke_orbit_code': 343630939024, 'n': 61, 'trace_an': -20}
-
id: 54503061
{'hecke_orbit_code': 343630939024, 'n': 62, 'trace_an': 0}
-
id: 54503062
{'hecke_orbit_code': 343630939024, 'n': 63, 'trace_an': 52}
-
id: 54503063
{'hecke_orbit_code': 343630939024, 'n': 64, 'trace_an': 0}
-
id: 54503064
{'hecke_orbit_code': 343630939024, 'n': 65, 'trace_an': 0}
-
id: 54503065
{'hecke_orbit_code': 343630939024, 'n': 66, 'trace_an': 0}
-
id: 54503066
{'hecke_orbit_code': 343630939024, 'n': 67, 'trace_an': 0}
-
id: 54503067
{'hecke_orbit_code': 343630939024, 'n': 68, 'trace_an': 0}
-
id: 54503068
{'hecke_orbit_code': 343630939024, 'n': 69, 'trace_an': 0}
-
id: 54503069
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id: 54503999
{'hecke_orbit_code': 343630939024, 'n': 1000, 'trace_an': 0}
