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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 4, 4], [[[2, -1], [3, -1], [5, -1]], 4, 4], [[[2, 1], [3, -1], [5, -1]], 3, 3], [[[2, -1], [3, 1], [5, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1]], 3, 3], [[[2, 1], [3, 1], [5, -1]], 3, 3], [[[2, 1], [3, 1], [5, 1]], 2, 2], [[[2, -1], [3, -1], [5, 1]], 3, 3]], 'ALdims': [2, 3, 4, 3, 2, 3, 3, 4], 'Nk2': 7200, 'analytic_conductor': 14.373072363830468, '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': [1800, 1, [1351, 901, 1001, 577], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 313, 'dim': 24, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13], 'hecke_orbit_code': 33556232, '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], 'label': '1800.2.a', 'level': 1800, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': 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mf_subspaces • Show schema
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id: 525379
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 16, 'weight': 2}
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id: 525383
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, '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': 12, 'weight': 2}
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id: 525385
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 6, 'weight': 2}
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id: 525387
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 12, 'weight': 2}
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id: 525389
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.2.a', 'sub_level': 36, 'sub_mult': 6, 'weight': 2}
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id: 525390
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, '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': 6, 'weight': 2}
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id: 525392
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '45.2.a', 'sub_level': 45, 'sub_mult': 8, 'weight': 2}
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id: 525393
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '50.2.a', 'sub_level': 50, 'sub_mult': 9, 'weight': 2}
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id: 525395
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '72.2.a', 'sub_level': 72, 'sub_mult': 3, 'weight': 2}
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id: 525396
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '75.2.a', 'sub_level': 75, 'sub_mult': 8, 'weight': 2}
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id: 525398
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '90.2.a', 'sub_level': 90, 'sub_mult': 6, 'weight': 2}
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id: 525376
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '100.2.a', 'sub_level': 100, 'sub_mult': 6, 'weight': 2}
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id: 525377
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '120.2.a', 'sub_level': 120, 'sub_mult': 4, 'weight': 2}
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id: 525378
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '150.2.a', 'sub_level': 150, 'sub_mult': 6, 'weight': 2}
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id: 525381
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '180.2.a', 'sub_level': 180, 'sub_mult': 4, 'weight': 2}
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id: 525382
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '200.2.a', 'sub_level': 200, 'sub_mult': 3, 'weight': 2}
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id: 525384
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '225.2.a', 'sub_level': 225, 'sub_mult': 4, 'weight': 2}
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id: 525386
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '300.2.a', 'sub_level': 300, 'sub_mult': 4, 'weight': 2}
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id: 525388
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '360.2.a', 'sub_level': 360, 'sub_mult': 2, 'weight': 2}
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id: 525391
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '450.2.a', 'sub_level': 450, 'sub_mult': 3, 'weight': 2}
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id: 525394
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '600.2.a', 'sub_level': 600, 'sub_mult': 2, 'weight': 2}
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id: 525397
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '900.2.a', 'sub_level': 900, 'sub_mult': 2, 'weight': 2}
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id: 525380
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1800.2.a', 'level': 1800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '1800.2.a', 'sub_level': 1800, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1800.2.a', 'level': 1800, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1781000
{'hecke_orbit_code': 33556232, 'n': 1, 'trace_an': 24}
-
id: 1781001
{'hecke_orbit_code': 33556232, 'n': 2, 'trace_an': 0}
-
id: 1781002
{'hecke_orbit_code': 33556232, 'n': 3, 'trace_an': 0}
-
id: 1781003
{'hecke_orbit_code': 33556232, 'n': 4, 'trace_an': 0}
-
id: 1781004
{'hecke_orbit_code': 33556232, 'n': 5, 'trace_an': 0}
-
id: 1781005
{'hecke_orbit_code': 33556232, 'n': 6, 'trace_an': 0}
-
id: 1781006
{'hecke_orbit_code': 33556232, 'n': 7, 'trace_an': -4}
-
id: 1781007
{'hecke_orbit_code': 33556232, 'n': 8, 'trace_an': 0}
-
id: 1781008
{'hecke_orbit_code': 33556232, 'n': 9, 'trace_an': 0}
-
id: 1781009
{'hecke_orbit_code': 33556232, 'n': 10, 'trace_an': 0}
-
id: 1781010
{'hecke_orbit_code': 33556232, 'n': 11, 'trace_an': 6}
-
id: 1781011
{'hecke_orbit_code': 33556232, 'n': 12, 'trace_an': 0}
-
id: 1781012
{'hecke_orbit_code': 33556232, 'n': 13, 'trace_an': -4}
-
id: 1781013
{'hecke_orbit_code': 33556232, 'n': 14, 'trace_an': 0}
-
id: 1781014
{'hecke_orbit_code': 33556232, 'n': 15, 'trace_an': 0}
-
id: 1781015
{'hecke_orbit_code': 33556232, 'n': 16, 'trace_an': 0}
-
id: 1781016
{'hecke_orbit_code': 33556232, 'n': 17, 'trace_an': -4}
-
id: 1781017
{'hecke_orbit_code': 33556232, 'n': 18, 'trace_an': 0}
-
id: 1781018
{'hecke_orbit_code': 33556232, 'n': 19, 'trace_an': -6}
-
id: 1781019
{'hecke_orbit_code': 33556232, 'n': 20, 'trace_an': 0}
-
id: 1781020
{'hecke_orbit_code': 33556232, 'n': 21, 'trace_an': 0}
-
id: 1781021
{'hecke_orbit_code': 33556232, 'n': 22, 'trace_an': 0}
-
id: 1781022
{'hecke_orbit_code': 33556232, 'n': 23, 'trace_an': -12}
-
id: 1781023
{'hecke_orbit_code': 33556232, 'n': 24, 'trace_an': 0}
-
id: 1781024
{'hecke_orbit_code': 33556232, 'n': 25, 'trace_an': 0}
-
id: 1781025
{'hecke_orbit_code': 33556232, 'n': 26, 'trace_an': 0}
-
id: 1781026
{'hecke_orbit_code': 33556232, 'n': 27, 'trace_an': 0}
-
id: 1781027
{'hecke_orbit_code': 33556232, 'n': 28, 'trace_an': 0}
-
id: 1781028
{'hecke_orbit_code': 33556232, 'n': 29, 'trace_an': -8}
-
id: 1781029
{'hecke_orbit_code': 33556232, 'n': 30, 'trace_an': 0}
-
id: 1781030
{'hecke_orbit_code': 33556232, 'n': 31, 'trace_an': -4}
-
id: 1781031
{'hecke_orbit_code': 33556232, 'n': 32, 'trace_an': 0}
-
id: 1781032
{'hecke_orbit_code': 33556232, 'n': 33, 'trace_an': 0}
-
id: 1781033
{'hecke_orbit_code': 33556232, 'n': 34, 'trace_an': 0}
-
id: 1781034
{'hecke_orbit_code': 33556232, 'n': 35, 'trace_an': 0}
-
id: 1781035
{'hecke_orbit_code': 33556232, 'n': 36, 'trace_an': 0}
-
id: 1781036
{'hecke_orbit_code': 33556232, 'n': 37, 'trace_an': -4}
-
id: 1781037
{'hecke_orbit_code': 33556232, 'n': 38, 'trace_an': 0}
-
id: 1781038
{'hecke_orbit_code': 33556232, 'n': 39, 'trace_an': 0}
-
id: 1781039
{'hecke_orbit_code': 33556232, 'n': 40, 'trace_an': 0}
-
id: 1781040
{'hecke_orbit_code': 33556232, 'n': 41, 'trace_an': -26}
-
id: 1781041
{'hecke_orbit_code': 33556232, 'n': 42, 'trace_an': 0}
-
id: 1781042
{'hecke_orbit_code': 33556232, 'n': 43, 'trace_an': 12}
-
id: 1781043
{'hecke_orbit_code': 33556232, 'n': 44, 'trace_an': 0}
-
id: 1781044
{'hecke_orbit_code': 33556232, 'n': 45, 'trace_an': 0}
-
id: 1781045
{'hecke_orbit_code': 33556232, 'n': 46, 'trace_an': 0}
-
id: 1781046
{'hecke_orbit_code': 33556232, 'n': 47, 'trace_an': 20}
-
id: 1781047
{'hecke_orbit_code': 33556232, 'n': 48, 'trace_an': 0}
-
id: 1781048
{'hecke_orbit_code': 33556232, 'n': 49, 'trace_an': 32}
-
id: 1781049
{'hecke_orbit_code': 33556232, 'n': 50, 'trace_an': 0}
-
id: 1781050
{'hecke_orbit_code': 33556232, 'n': 51, 'trace_an': 0}
-
id: 1781051
{'hecke_orbit_code': 33556232, 'n': 52, 'trace_an': 0}
-
id: 1781052
{'hecke_orbit_code': 33556232, 'n': 53, 'trace_an': 20}
-
id: 1781053
{'hecke_orbit_code': 33556232, 'n': 54, 'trace_an': 0}
-
id: 1781054
{'hecke_orbit_code': 33556232, 'n': 55, 'trace_an': 0}
-
id: 1781055
{'hecke_orbit_code': 33556232, 'n': 56, 'trace_an': 0}
-
id: 1781056
{'hecke_orbit_code': 33556232, 'n': 57, 'trace_an': 0}
-
id: 1781057
{'hecke_orbit_code': 33556232, 'n': 58, 'trace_an': 0}
-
id: 1781058
{'hecke_orbit_code': 33556232, 'n': 59, 'trace_an': 32}
-
id: 1781059
{'hecke_orbit_code': 33556232, 'n': 60, 'trace_an': 0}
-
id: 1781060
{'hecke_orbit_code': 33556232, 'n': 61, 'trace_an': 8}
-
id: 1781061
{'hecke_orbit_code': 33556232, 'n': 62, 'trace_an': 0}
-
id: 1781062
{'hecke_orbit_code': 33556232, 'n': 63, 'trace_an': 0}
-
id: 1781063
{'hecke_orbit_code': 33556232, 'n': 64, 'trace_an': 0}
-
id: 1781064
{'hecke_orbit_code': 33556232, 'n': 65, 'trace_an': 0}
-
id: 1781065
{'hecke_orbit_code': 33556232, 'n': 66, 'trace_an': 0}
-
id: 1781066
{'hecke_orbit_code': 33556232, 'n': 67, 'trace_an': 4}
-
id: 1781067
{'hecke_orbit_code': 33556232, 'n': 68, 'trace_an': 0}
-
id: 1781068
{'hecke_orbit_code': 33556232, 'n': 69, 'trace_an': 0}
-
id: 1781069
{'hecke_orbit_code': 33556232, 'n': 70, 'trace_an': 0}
-
id: 1781070
{'hecke_orbit_code': 33556232, 'n': 71, 'trace_an': 32}
-
id: 1781071
{'hecke_orbit_code': 33556232, 'n': 72, 'trace_an': 0}
-
id: 1781072
{'hecke_orbit_code': 33556232, 'n': 73, 'trace_an': 4}
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id: 1781165
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id: 1781166
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id: 1781167
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id: 1781168
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id: 1781169
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id: 1781172
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id: 1781177
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id: 1781178
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id: 1781179
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id: 1781180
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id: 1781181
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id: 1781182
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id: 1781183
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id: 1781184
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id: 1781185
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id: 1781186
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id: 1781187
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id: 1781188
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id: 1781189
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id: 1781190
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id: 1781191
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id: 1781192
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id: 1781193
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id: 1781194
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id: 1781195
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id: 1781196
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id: 1781197
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id: 1781198
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id: 1781199
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id: 1781200
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id: 1781202
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id: 1781203
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id: 1781210
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id: 1781211
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id: 1781212
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id: 1781219
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id: 1781220
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id: 1781221
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id: 1781222
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id: 1781223
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id: 1781226
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id: 1781227
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id: 1781228
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id: 1781229
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id: 1781230
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id: 1781231
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id: 1781232
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id: 1781233
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id: 1781234
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id: 1781235
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id: 1781236
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id: 1781237
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id: 1781238
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id: 1781239
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id: 1781240
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id: 1781241
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id: 1781246
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id: 1781247
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id: 1781248
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id: 1781250
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id: 1781251
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id: 1781253
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id: 1781258
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id: 1781280
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id: 1781281
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id: 1781288
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id: 1781289
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id: 1781290
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id: 1781291
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id: 1781292
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id: 1781293
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id: 1781294
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id: 1781295
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id: 1781296
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id: 1781297
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-
id: 1781969
{'hecke_orbit_code': 33556232, 'n': 970, 'trace_an': 0}
-
id: 1781970
{'hecke_orbit_code': 33556232, 'n': 971, 'trace_an': -90}
-
id: 1781971
{'hecke_orbit_code': 33556232, 'n': 972, 'trace_an': 0}
-
id: 1781972
{'hecke_orbit_code': 33556232, 'n': 973, 'trace_an': 48}
-
id: 1781973
{'hecke_orbit_code': 33556232, 'n': 974, 'trace_an': 0}
-
id: 1781974
{'hecke_orbit_code': 33556232, 'n': 975, 'trace_an': 0}
-
id: 1781975
{'hecke_orbit_code': 33556232, 'n': 976, 'trace_an': 0}
-
id: 1781976
{'hecke_orbit_code': 33556232, 'n': 977, 'trace_an': -20}
-
id: 1781977
{'hecke_orbit_code': 33556232, 'n': 978, 'trace_an': 0}
-
id: 1781978
{'hecke_orbit_code': 33556232, 'n': 979, 'trace_an': 78}
-
id: 1781979
{'hecke_orbit_code': 33556232, 'n': 980, 'trace_an': 0}
-
id: 1781980
{'hecke_orbit_code': 33556232, 'n': 981, 'trace_an': 0}
-
id: 1781981
{'hecke_orbit_code': 33556232, 'n': 982, 'trace_an': 0}
-
id: 1781982
{'hecke_orbit_code': 33556232, 'n': 983, 'trace_an': 44}
-
id: 1781983
{'hecke_orbit_code': 33556232, 'n': 984, 'trace_an': 0}
-
id: 1781984
{'hecke_orbit_code': 33556232, 'n': 985, 'trace_an': 0}
-
id: 1781985
{'hecke_orbit_code': 33556232, 'n': 986, 'trace_an': 0}
-
id: 1781986
{'hecke_orbit_code': 33556232, 'n': 987, 'trace_an': 0}
-
id: 1781987
{'hecke_orbit_code': 33556232, 'n': 988, 'trace_an': 0}
-
id: 1781988
{'hecke_orbit_code': 33556232, 'n': 989, 'trace_an': -64}
-
id: 1781989
{'hecke_orbit_code': 33556232, 'n': 990, 'trace_an': 0}
-
id: 1781990
{'hecke_orbit_code': 33556232, 'n': 991, 'trace_an': -108}
-
id: 1781991
{'hecke_orbit_code': 33556232, 'n': 992, 'trace_an': 0}
-
id: 1781992
{'hecke_orbit_code': 33556232, 'n': 993, 'trace_an': 0}
-
id: 1781993
{'hecke_orbit_code': 33556232, 'n': 994, 'trace_an': 0}
-
id: 1781994
{'hecke_orbit_code': 33556232, 'n': 995, 'trace_an': 0}
-
id: 1781995
{'hecke_orbit_code': 33556232, 'n': 996, 'trace_an': 0}
-
id: 1781996
{'hecke_orbit_code': 33556232, 'n': 997, 'trace_an': 44}
-
id: 1781997
{'hecke_orbit_code': 33556232, 'n': 998, 'trace_an': 0}
-
id: 1781998
{'hecke_orbit_code': 33556232, 'n': 999, 'trace_an': 0}
-
id: 1781999
{'hecke_orbit_code': 33556232, 'n': 1000, 'trace_an': 0}