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{'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 11, 2], [[[2, -1], [3, -1], [5, -1]], 11, 2], [[[2, 1], [3, -1], [5, -1]], 10, 3], [[[2, -1], [3, 1], [5, 1]], 10, 3], [[[2, -1], [3, 1], [5, -1]], 9, 3], [[[2, 1], [3, 1], [5, -1]], 10, 2], [[[2, 1], [3, 1], [5, 1]], 9, 3], [[[2, -1], [3, -1], [5, 1]], 10, 2]], 'ALdims': [9, 10, 11, 10, 10, 9, 10, 11], 'Nk2': 38880, 'analytic_conductor': 173.21452539801908, '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': [1080, 1, [271, 541, 1001, 217], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1056, 'dim': 80, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 100664376, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 3, 3, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6], 'label': '1080.6.a', 'level': 1080, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 1104, 'mf_new_dim': 80, 'num_forms': 20, 'plus_dim': 38, 'prim_orbit_index': 1, 'relative_dim': 80, 'sturm_bound': 1296, 'trace_bound': 7, 'trace_display': [0, 0, 0, 124], 'traces': [80, 0, 0, 0, 0, 0, 124, 0, 0, 0, 0, 0, -116, 0, 0, 0, 0, 0, -3236, 0, 0, 0, 0, 0, 50000, 0, 0, 0, 0, 0, -6252, 0, 0, 0, 0, 0, -2284, 0, 0, 0, 0, 0, -63160, 0, 0, 0, 0, 0, 161476, 0, 0, 0, 0, 0, -13900, 0, 0, 0, 0, 0, -16684, 0, 0, 0, 0, 0, -119164, 0, 0, 0, 0, 0, -10444, 0, 0, 0, 0, 0, 24472, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -138940, 0, 0, 0, 0, 0, 80508, 0, 0, 0, 0, 0, -195252, 0, 0, 0, 0, 0, 354480, 0, 0, 0, 0, 0, 360800, 0, 0, 0, 0, 0, 293156, 0, 0, 0, 0, 0, 255576, 0, 0, 0, 0, 0, -627908, 0, 0, 0, 0, 0, 1216628, 0, 0, 0, 0, 0, 149700, 0, 0, 0, 0, 0, -512000, 0, 0, 0, 0, 0, -910344, 0, 0, 0, 0, 0, 13564, 0, 0, 0, 0, 0, 1846808, 0, 0, 0, 0, 0, 77500, 0, 0, 0, 0, 0, 3172324, 0, 0, 0, 0, 0, 449528, 0, 0, 0, 0, 0, -124668, 0, 0, 0, 0, 0, -3603520, 0, 0, 0, 0, 0, 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mf_subspaces • Show schema
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id: 370318
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '3.6.a', 'sub_level': 3, 'sub_mult': 24, 'weight': 6}
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id: 370319
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '4.6.a', 'sub_level': 4, 'sub_mult': 16, 'weight': 6}
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id: 370320
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.6.a', 'sub_level': 5, 'sub_mult': 16, 'weight': 6}
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id: 370321
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.6.a', 'sub_level': 6, 'sub_mult': 18, 'weight': 6}
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id: 370322
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.6.a', 'sub_level': 8, 'sub_mult': 8, 'weight': 6}
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id: 370323
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.6.a', 'sub_level': 9, 'sub_mult': 16, 'weight': 6}
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id: 370295
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '10.6.a', 'sub_level': 10, 'sub_mult': 12, 'weight': 6}
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id: 370300
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '15.6.a', 'sub_level': 15, 'sub_mult': 12, 'weight': 6}
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id: 370302
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '18.6.a', 'sub_level': 18, 'sub_mult': 12, 'weight': 6}
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id: 370303
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.6.a', 'sub_level': 20, 'sub_mult': 8, 'weight': 6}
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id: 370305
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '24.6.a', 'sub_level': 24, 'sub_mult': 6, 'weight': 6}
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id: 370307
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '27.6.a', 'sub_level': 27, 'sub_mult': 8, 'weight': 6}
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id: 370308
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '30.6.a', 'sub_level': 30, 'sub_mult': 9, 'weight': 6}
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id: 370310
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '36.6.a', 'sub_level': 36, 'sub_mult': 8, 'weight': 6}
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id: 370311
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '40.6.a', 'sub_level': 40, 'sub_mult': 4, 'weight': 6}
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id: 370312
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '45.6.a', 'sub_level': 45, 'sub_mult': 8, 'weight': 6}
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id: 370314
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '54.6.a', 'sub_level': 54, 'sub_mult': 6, 'weight': 6}
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id: 370315
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '60.6.a', 'sub_level': 60, 'sub_mult': 6, 'weight': 6}
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id: 370316
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '72.6.a', 'sub_level': 72, 'sub_mult': 4, 'weight': 6}
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id: 370317
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '90.6.a', 'sub_level': 90, 'sub_mult': 6, 'weight': 6}
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id: 370297
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '108.6.a', 'sub_level': 108, 'sub_mult': 4, 'weight': 6}
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id: 370298
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '120.6.a', 'sub_level': 120, 'sub_mult': 3, 'weight': 6}
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id: 370299
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 26, 'sub_label': '135.6.a', 'sub_level': 135, 'sub_mult': 4, 'weight': 6}
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id: 370301
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '180.6.a', 'sub_level': 180, 'sub_mult': 4, 'weight': 6}
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id: 370304
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '216.6.a', 'sub_level': 216, 'sub_mult': 2, 'weight': 6}
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id: 370306
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 28, 'sub_label': '270.6.a', 'sub_level': 270, 'sub_mult': 3, 'weight': 6}
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id: 370309
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 25, 'sub_label': '360.6.a', 'sub_level': 360, 'sub_mult': 2, 'weight': 6}
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id: 370313
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 26, 'sub_label': '540.6.a', 'sub_level': 540, 'sub_mult': 2, 'weight': 6}
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id: 370296
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1080.6.a', 'level': 1080, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 80, 'sub_label': '1080.6.a', 'sub_level': 1080, 'sub_mult': 1, 'weight': 6}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '1080.6.a', 'level': 1080, 'portrait': 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', 'weight': 6}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 13554000
{'hecke_orbit_code': 100664376, 'n': 1, 'trace_an': 80}
-
id: 13554001
{'hecke_orbit_code': 100664376, 'n': 2, 'trace_an': 0}
-
id: 13554002
{'hecke_orbit_code': 100664376, 'n': 3, 'trace_an': 0}
-
id: 13554003
{'hecke_orbit_code': 100664376, 'n': 4, 'trace_an': 0}
-
id: 13554004
{'hecke_orbit_code': 100664376, 'n': 5, 'trace_an': 0}
-
id: 13554005
{'hecke_orbit_code': 100664376, 'n': 6, 'trace_an': 0}
-
id: 13554006
{'hecke_orbit_code': 100664376, 'n': 7, 'trace_an': 124}
-
id: 13554007
{'hecke_orbit_code': 100664376, 'n': 8, 'trace_an': 0}
-
id: 13554008
{'hecke_orbit_code': 100664376, 'n': 9, 'trace_an': 0}
-
id: 13554009
{'hecke_orbit_code': 100664376, 'n': 10, 'trace_an': 0}
-
id: 13554010
{'hecke_orbit_code': 100664376, 'n': 11, 'trace_an': 0}
-
id: 13554011
{'hecke_orbit_code': 100664376, 'n': 12, 'trace_an': 0}
-
id: 13554012
{'hecke_orbit_code': 100664376, 'n': 13, 'trace_an': -116}
-
id: 13554013
{'hecke_orbit_code': 100664376, 'n': 14, 'trace_an': 0}
-
id: 13554014
{'hecke_orbit_code': 100664376, 'n': 15, 'trace_an': 0}
-
id: 13554015
{'hecke_orbit_code': 100664376, 'n': 16, 'trace_an': 0}
-
id: 13554016
{'hecke_orbit_code': 100664376, 'n': 17, 'trace_an': 0}
-
id: 13554017
{'hecke_orbit_code': 100664376, 'n': 18, 'trace_an': 0}
-
id: 13554018
{'hecke_orbit_code': 100664376, 'n': 19, 'trace_an': -3236}
-
id: 13554019
{'hecke_orbit_code': 100664376, 'n': 20, 'trace_an': 0}
-
id: 13554020
{'hecke_orbit_code': 100664376, 'n': 21, 'trace_an': 0}
-
id: 13554021
{'hecke_orbit_code': 100664376, 'n': 22, 'trace_an': 0}
-
id: 13554022
{'hecke_orbit_code': 100664376, 'n': 23, 'trace_an': 0}
-
id: 13554023
{'hecke_orbit_code': 100664376, 'n': 24, 'trace_an': 0}
-
id: 13554024
{'hecke_orbit_code': 100664376, 'n': 25, 'trace_an': 50000}
-
id: 13554025
{'hecke_orbit_code': 100664376, 'n': 26, 'trace_an': 0}
-
id: 13554026
{'hecke_orbit_code': 100664376, 'n': 27, 'trace_an': 0}
-
id: 13554027
{'hecke_orbit_code': 100664376, 'n': 28, 'trace_an': 0}
-
id: 13554028
{'hecke_orbit_code': 100664376, 'n': 29, 'trace_an': 0}
-
id: 13554029
{'hecke_orbit_code': 100664376, 'n': 30, 'trace_an': 0}
-
id: 13554030
{'hecke_orbit_code': 100664376, 'n': 31, 'trace_an': -6252}
-
id: 13554031
{'hecke_orbit_code': 100664376, 'n': 32, 'trace_an': 0}
-
id: 13554032
{'hecke_orbit_code': 100664376, 'n': 33, 'trace_an': 0}
-
id: 13554033
{'hecke_orbit_code': 100664376, 'n': 34, 'trace_an': 0}
-
id: 13554034
{'hecke_orbit_code': 100664376, 'n': 35, 'trace_an': 0}
-
id: 13554035
{'hecke_orbit_code': 100664376, 'n': 36, 'trace_an': 0}
-
id: 13554036
{'hecke_orbit_code': 100664376, 'n': 37, 'trace_an': -2284}
-
id: 13554037
{'hecke_orbit_code': 100664376, 'n': 38, 'trace_an': 0}
-
id: 13554038
{'hecke_orbit_code': 100664376, 'n': 39, 'trace_an': 0}
-
id: 13554039
{'hecke_orbit_code': 100664376, 'n': 40, 'trace_an': 0}
-
id: 13554040
{'hecke_orbit_code': 100664376, 'n': 41, 'trace_an': 0}
-
id: 13554041
{'hecke_orbit_code': 100664376, 'n': 42, 'trace_an': 0}
-
id: 13554042
{'hecke_orbit_code': 100664376, 'n': 43, 'trace_an': -63160}
-
id: 13554043
{'hecke_orbit_code': 100664376, 'n': 44, 'trace_an': 0}
-
id: 13554044
{'hecke_orbit_code': 100664376, 'n': 45, 'trace_an': 0}
-
id: 13554045
{'hecke_orbit_code': 100664376, 'n': 46, 'trace_an': 0}
-
id: 13554046
{'hecke_orbit_code': 100664376, 'n': 47, 'trace_an': 0}
-
id: 13554047
{'hecke_orbit_code': 100664376, 'n': 48, 'trace_an': 0}
-
id: 13554048
{'hecke_orbit_code': 100664376, 'n': 49, 'trace_an': 161476}
-
id: 13554049
{'hecke_orbit_code': 100664376, 'n': 50, 'trace_an': 0}
-
id: 13554050
{'hecke_orbit_code': 100664376, 'n': 51, 'trace_an': 0}
-
id: 13554051
{'hecke_orbit_code': 100664376, 'n': 52, 'trace_an': 0}
-
id: 13554052
{'hecke_orbit_code': 100664376, 'n': 53, 'trace_an': 0}
-
id: 13554053
{'hecke_orbit_code': 100664376, 'n': 54, 'trace_an': 0}
-
id: 13554054
{'hecke_orbit_code': 100664376, 'n': 55, 'trace_an': -13900}
-
id: 13554055
{'hecke_orbit_code': 100664376, 'n': 56, 'trace_an': 0}
-
id: 13554056
{'hecke_orbit_code': 100664376, 'n': 57, 'trace_an': 0}
-
id: 13554057
{'hecke_orbit_code': 100664376, 'n': 58, 'trace_an': 0}
-
id: 13554058
{'hecke_orbit_code': 100664376, 'n': 59, 'trace_an': 0}
-
id: 13554059
{'hecke_orbit_code': 100664376, 'n': 60, 'trace_an': 0}
-
id: 13554060
{'hecke_orbit_code': 100664376, 'n': 61, 'trace_an': -16684}
-
id: 13554061
{'hecke_orbit_code': 100664376, 'n': 62, 'trace_an': 0}
-
id: 13554062
{'hecke_orbit_code': 100664376, 'n': 63, 'trace_an': 0}
-
id: 13554063
{'hecke_orbit_code': 100664376, 'n': 64, 'trace_an': 0}
-
id: 13554064
{'hecke_orbit_code': 100664376, 'n': 65, 'trace_an': 0}
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