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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1], [19, -1]], 21, 10], [[[2, -1], [5, -1], [19, -1]], 21, 9], [[[2, 1], [5, -1], [19, -1]], 15, 6], [[[2, 1], [5, -1], [19, 1]], 19, 7], [[[2, 1], [5, 1], [19, 1]], 17, 7], [[[2, -1], [5, -1], [19, 1]], 17, 8], [[[2, -1], [5, 1], [19, 1]], 19, 10], [[[2, -1], [5, 1], [19, -1]], 15, 7]], 'ALdims': [17, 21, 19, 15, 19, 15, 17, 21], 'Nk2': 24320, 'analytic_conductor': 48.54904442893847, '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': [6080, 1, [191, 5701, 1217, 1921], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 937, 'dim': 144, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 11], 'hecke_orbit_code': 33560512, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5], 'label': 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mf_subspaces • Show schema
Hide schema
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id: 1196896
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '95.2.a', 'sub_level': 95, 'sub_mult': 7, 'weight': 2}
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id: 1196895
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '80.2.a', 'sub_level': 80, 'sub_mult': 6, 'weight': 2}
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id: 1196881
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 14, 'weight': 2}
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id: 1196882
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 10, 'weight': 2}
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id: 1196886
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 8, 'weight': 2}
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id: 1196888
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '38.2.a', 'sub_level': 38, 'sub_mult': 12, 'weight': 2}
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id: 1196889
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 8, 'weight': 2}
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id: 1196892
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '64.2.a', 'sub_level': 64, 'sub_mult': 4, 'weight': 2}
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id: 1196894
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '76.2.a', 'sub_level': 76, 'sub_mult': 10, 'weight': 2}
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id: 1196878
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '152.2.a', 'sub_level': 152, 'sub_mult': 8, 'weight': 2}
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id: 1196879
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '160.2.a', 'sub_level': 160, 'sub_mult': 4, 'weight': 2}
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id: 1196880
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '190.2.a', 'sub_level': 190, 'sub_mult': 6, 'weight': 2}
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id: 1196884
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '304.2.a', 'sub_level': 304, 'sub_mult': 6, 'weight': 2}
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id: 1196885
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '320.2.a', 'sub_level': 320, 'sub_mult': 2, 'weight': 2}
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id: 1196887
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '380.2.a', 'sub_level': 380, 'sub_mult': 5, 'weight': 2}
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id: 1196891
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '608.2.a', 'sub_level': 608, 'sub_mult': 4, 'weight': 2}
-
id: 1196893
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '760.2.a', 'sub_level': 760, 'sub_mult': 4, 'weight': 2}
-
id: 1196876
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 36, 'sub_label': '1216.2.a', 'sub_level': 1216, 'sub_mult': 2, 'weight': 2}
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id: 1196877
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 36, 'sub_label': '1520.2.a', 'sub_level': 1520, 'sub_mult': 3, 'weight': 2}
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id: 1196883
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 72, 'sub_label': '3040.2.a', 'sub_level': 3040, 'sub_mult': 2, 'weight': 2}
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id: 1196890
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6080.2.a', 'level': 6080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 144, 'sub_label': '6080.2.a', 'sub_level': 6080, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '6080.2.a', 'level': 6080, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 6061000
{'hecke_orbit_code': 33560512, 'n': 1, 'trace_an': 144}
-
id: 6061001
{'hecke_orbit_code': 33560512, 'n': 2, 'trace_an': 0}
-
id: 6061002
{'hecke_orbit_code': 33560512, 'n': 3, 'trace_an': 0}
-
id: 6061003
{'hecke_orbit_code': 33560512, 'n': 4, 'trace_an': 0}
-
id: 6061004
{'hecke_orbit_code': 33560512, 'n': 5, 'trace_an': 0}
-
id: 6061005
{'hecke_orbit_code': 33560512, 'n': 6, 'trace_an': 0}
-
id: 6061006
{'hecke_orbit_code': 33560512, 'n': 7, 'trace_an': 0}
-
id: 6061007
{'hecke_orbit_code': 33560512, 'n': 8, 'trace_an': 0}
-
id: 6061008
{'hecke_orbit_code': 33560512, 'n': 9, 'trace_an': 144}
-
id: 6061009
{'hecke_orbit_code': 33560512, 'n': 10, 'trace_an': 0}
-
id: 6061010
{'hecke_orbit_code': 33560512, 'n': 11, 'trace_an': 0}
-
id: 6061011
{'hecke_orbit_code': 33560512, 'n': 12, 'trace_an': 0}
-
id: 6061012
{'hecke_orbit_code': 33560512, 'n': 13, 'trace_an': 0}
-
id: 6061013
{'hecke_orbit_code': 33560512, 'n': 14, 'trace_an': 0}
-
id: 6061014
{'hecke_orbit_code': 33560512, 'n': 15, 'trace_an': 0}
-
id: 6061015
{'hecke_orbit_code': 33560512, 'n': 16, 'trace_an': 0}
-
id: 6061016
{'hecke_orbit_code': 33560512, 'n': 17, 'trace_an': 0}
-
id: 6061017
{'hecke_orbit_code': 33560512, 'n': 18, 'trace_an': 0}
-
id: 6061018
{'hecke_orbit_code': 33560512, 'n': 19, 'trace_an': 0}
-
id: 6061019
{'hecke_orbit_code': 33560512, 'n': 20, 'trace_an': 0}
-
id: 6061020
{'hecke_orbit_code': 33560512, 'n': 21, 'trace_an': 0}
-
id: 6061021
{'hecke_orbit_code': 33560512, 'n': 22, 'trace_an': 0}
-
id: 6061022
{'hecke_orbit_code': 33560512, 'n': 23, 'trace_an': 0}
-
id: 6061023
{'hecke_orbit_code': 33560512, 'n': 24, 'trace_an': 0}
-
id: 6061024
{'hecke_orbit_code': 33560512, 'n': 25, 'trace_an': 144}
-
id: 6061025
{'hecke_orbit_code': 33560512, 'n': 26, 'trace_an': 0}
-
id: 6061026
{'hecke_orbit_code': 33560512, 'n': 27, 'trace_an': 0}
-
id: 6061027
{'hecke_orbit_code': 33560512, 'n': 28, 'trace_an': 0}
-
id: 6061028
{'hecke_orbit_code': 33560512, 'n': 29, 'trace_an': 32}
-
id: 6061029
{'hecke_orbit_code': 33560512, 'n': 30, 'trace_an': 0}
-
id: 6061030
{'hecke_orbit_code': 33560512, 'n': 31, 'trace_an': 0}
-
id: 6061031
{'hecke_orbit_code': 33560512, 'n': 32, 'trace_an': 0}
-
id: 6061032
{'hecke_orbit_code': 33560512, 'n': 33, 'trace_an': 0}
-
id: 6061033
{'hecke_orbit_code': 33560512, 'n': 34, 'trace_an': 0}
-
id: 6061034
{'hecke_orbit_code': 33560512, 'n': 35, 'trace_an': 0}
-
id: 6061035
{'hecke_orbit_code': 33560512, 'n': 36, 'trace_an': 0}
-
id: 6061036
{'hecke_orbit_code': 33560512, 'n': 37, 'trace_an': 32}
-
id: 6061037
{'hecke_orbit_code': 33560512, 'n': 38, 'trace_an': 0}
-
id: 6061038
{'hecke_orbit_code': 33560512, 'n': 39, 'trace_an': 0}
-
id: 6061039
{'hecke_orbit_code': 33560512, 'n': 40, 'trace_an': 0}
-
id: 6061040
{'hecke_orbit_code': 33560512, 'n': 41, 'trace_an': 0}
-
id: 6061041
{'hecke_orbit_code': 33560512, 'n': 42, 'trace_an': 0}
-
id: 6061042
{'hecke_orbit_code': 33560512, 'n': 43, 'trace_an': 0}
-
id: 6061043
{'hecke_orbit_code': 33560512, 'n': 44, 'trace_an': 0}
-
id: 6061044
{'hecke_orbit_code': 33560512, 'n': 45, 'trace_an': 0}
-
id: 6061045
{'hecke_orbit_code': 33560512, 'n': 46, 'trace_an': 0}
-
id: 6061046
{'hecke_orbit_code': 33560512, 'n': 47, 'trace_an': 0}
-
id: 6061047
{'hecke_orbit_code': 33560512, 'n': 48, 'trace_an': 0}
-
id: 6061048
{'hecke_orbit_code': 33560512, 'n': 49, 'trace_an': 144}
-
id: 6061049
{'hecke_orbit_code': 33560512, 'n': 50, 'trace_an': 0}
-
id: 6061050
{'hecke_orbit_code': 33560512, 'n': 51, 'trace_an': 0}
-
id: 6061051
{'hecke_orbit_code': 33560512, 'n': 52, 'trace_an': 0}
-
id: 6061052
{'hecke_orbit_code': 33560512, 'n': 53, 'trace_an': 32}
-
id: 6061053
{'hecke_orbit_code': 33560512, 'n': 54, 'trace_an': 0}
-
id: 6061054
{'hecke_orbit_code': 33560512, 'n': 55, 'trace_an': 0}
-
id: 6061055
{'hecke_orbit_code': 33560512, 'n': 56, 'trace_an': 0}
-
id: 6061056
{'hecke_orbit_code': 33560512, 'n': 57, 'trace_an': 0}
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id: 6061057
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{'hecke_orbit_code': 33560512, 'n': 955, 'trace_an': 0}
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id: 6061955
{'hecke_orbit_code': 33560512, 'n': 956, 'trace_an': 0}
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id: 6061956
{'hecke_orbit_code': 33560512, 'n': 957, 'trace_an': -288}
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id: 6061957
{'hecke_orbit_code': 33560512, 'n': 958, 'trace_an': 0}
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id: 6061958
{'hecke_orbit_code': 33560512, 'n': 959, 'trace_an': 0}
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id: 6061959
{'hecke_orbit_code': 33560512, 'n': 960, 'trace_an': 0}
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id: 6061960
{'hecke_orbit_code': 33560512, 'n': 961, 'trace_an': 208}
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id: 6061961
{'hecke_orbit_code': 33560512, 'n': 962, 'trace_an': 0}
-
id: 6061962
{'hecke_orbit_code': 33560512, 'n': 963, 'trace_an': 0}
-
id: 6061963
{'hecke_orbit_code': 33560512, 'n': 964, 'trace_an': 0}
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id: 6061964
{'hecke_orbit_code': 33560512, 'n': 965, 'trace_an': -96}
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id: 6061965
{'hecke_orbit_code': 33560512, 'n': 966, 'trace_an': 0}
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id: 6061966
{'hecke_orbit_code': 33560512, 'n': 967, 'trace_an': 0}
-
id: 6061967
{'hecke_orbit_code': 33560512, 'n': 968, 'trace_an': 0}
-
id: 6061968
{'hecke_orbit_code': 33560512, 'n': 969, 'trace_an': 96}
-
id: 6061969
{'hecke_orbit_code': 33560512, 'n': 970, 'trace_an': 0}
-
id: 6061970
{'hecke_orbit_code': 33560512, 'n': 971, 'trace_an': 0}
-
id: 6061971
{'hecke_orbit_code': 33560512, 'n': 972, 'trace_an': 0}
-
id: 6061972
{'hecke_orbit_code': 33560512, 'n': 973, 'trace_an': 0}
-
id: 6061973
{'hecke_orbit_code': 33560512, 'n': 974, 'trace_an': 0}
-
id: 6061974
{'hecke_orbit_code': 33560512, 'n': 975, 'trace_an': 0}
-
id: 6061975
{'hecke_orbit_code': 33560512, 'n': 976, 'trace_an': 0}
-
id: 6061976
{'hecke_orbit_code': 33560512, 'n': 977, 'trace_an': -384}
-
id: 6061977
{'hecke_orbit_code': 33560512, 'n': 978, 'trace_an': 0}
-
id: 6061978
{'hecke_orbit_code': 33560512, 'n': 979, 'trace_an': 0}
-
id: 6061979
{'hecke_orbit_code': 33560512, 'n': 980, 'trace_an': 0}
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id: 6061980
{'hecke_orbit_code': 33560512, 'n': 981, 'trace_an': 288}
-
id: 6061981
{'hecke_orbit_code': 33560512, 'n': 982, 'trace_an': 0}
-
id: 6061982
{'hecke_orbit_code': 33560512, 'n': 983, 'trace_an': 0}
-
id: 6061983
{'hecke_orbit_code': 33560512, 'n': 984, 'trace_an': 0}
-
id: 6061984
{'hecke_orbit_code': 33560512, 'n': 985, 'trace_an': 0}
-
id: 6061985
{'hecke_orbit_code': 33560512, 'n': 986, 'trace_an': 0}
-
id: 6061986
{'hecke_orbit_code': 33560512, 'n': 987, 'trace_an': 0}
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id: 6061987
{'hecke_orbit_code': 33560512, 'n': 988, 'trace_an': 0}
-
id: 6061988
{'hecke_orbit_code': 33560512, 'n': 989, 'trace_an': -32}
-
id: 6061989
{'hecke_orbit_code': 33560512, 'n': 990, 'trace_an': 0}
-
id: 6061990
{'hecke_orbit_code': 33560512, 'n': 991, 'trace_an': 0}
-
id: 6061991
{'hecke_orbit_code': 33560512, 'n': 992, 'trace_an': 0}
-
id: 6061992
{'hecke_orbit_code': 33560512, 'n': 993, 'trace_an': 128}
-
id: 6061993
{'hecke_orbit_code': 33560512, 'n': 994, 'trace_an': 0}
-
id: 6061994
{'hecke_orbit_code': 33560512, 'n': 995, 'trace_an': 0}
-
id: 6061995
{'hecke_orbit_code': 33560512, 'n': 996, 'trace_an': 0}
-
id: 6061996
{'hecke_orbit_code': 33560512, 'n': 997, 'trace_an': 384}
-
id: 6061997
{'hecke_orbit_code': 33560512, 'n': 998, 'trace_an': 0}
-
id: 6061998
{'hecke_orbit_code': 33560512, 'n': 999, 'trace_an': 0}
-
id: 6061999
{'hecke_orbit_code': 33560512, 'n': 1000, 'trace_an': 0}