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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 13, 4], [[[2, -1], [3, -1], [5, -1]], 13, 7], [[[2, 1], [3, -1], [5, -1]], 11, 5], [[[2, -1], [3, 1], [5, 1]], 13, 10], [[[2, -1], [3, 1], [5, -1]], 11, 9], [[[2, 1], [3, 1], [5, -1]], 13, 6], [[[2, 1], [3, 1], [5, 1]], 11, 7], [[[2, -1], [3, -1], [5, 1]], 11, 6]], 'ALdims': [11, 13, 13, 11, 13, 11, 11, 13], 'Nk2': 25920, 'analytic_conductor': 51.743060509789686, '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': [6480, 1, [2431, 1621, 6401, 1297], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1225, 'dim': 96, 'eis_dim': 143, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13, 17, 19, 23], 'hecke_orbit_code': 33560912, '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, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '6480.2.a', 'level': 6480, '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': 1368, 'mf_new_dim': 96, 'num_forms': 54, 'plus_dim': 44, 'prim_orbit_index': 1, 'relative_dim': 96, 'sturm_bound': 2592, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 24, 0, 0, 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mf_subspaces • Show schema
Hide schema
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id: 1244354
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 20, 'weight': 2}
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id: 1244358
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 15, 'weight': 2}
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id: 1244362
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 16, 'weight': 2}
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id: 1244364
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '27.2.a', 'sub_level': 27, 'sub_mult': 20, 'weight': 2}
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id: 1244365
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 16, 'weight': 2}
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id: 1244369
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 18, 'weight': 2}
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id: 1244370
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 10, 'weight': 2}
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id: 1244373
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 15, 'weight': 2}
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id: 1244374
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '48.2.a', 'sub_level': 48, 'sub_mult': 8, 'weight': 2}
-
id: 1244376
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '54.2.a', 'sub_level': 54, 'sub_mult': 16, 'weight': 2}
-
id: 1244380
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 12, 'weight': 2}
-
id: 1244381
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 5, 'weight': 2}
-
id: 1244383
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '81.2.a', 'sub_level': 81, 'sub_mult': 10, 'weight': 2}
-
id: 1244384
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 12, 'weight': 2}
-
id: 1244349
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '108.2.a', 'sub_level': 108, 'sub_mult': 12, 'weight': 2}
-
id: 1244350
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 8, 'weight': 2}
-
id: 1244352
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '135.2.a', 'sub_level': 135, 'sub_mult': 10, 'weight': 2}
-
id: 1244353
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '144.2.a', 'sub_level': 144, 'sub_mult': 6, 'weight': 2}
-
id: 1244356
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '162.2.a', 'sub_level': 162, 'sub_mult': 8, 'weight': 2}
-
id: 1244357
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 9, 'weight': 2}
-
id: 1244360
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '216.2.a', 'sub_level': 216, 'sub_mult': 8, 'weight': 2}
-
id: 1244361
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '240.2.a', 'sub_level': 240, 'sub_mult': 4, 'weight': 2}
-
id: 1244363
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '270.2.a', 'sub_level': 270, 'sub_mult': 8, 'weight': 2}
-
id: 1244367
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '324.2.a', 'sub_level': 324, 'sub_mult': 6, 'weight': 2}
-
id: 1244368
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, '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': 6, 'weight': 2}
-
id: 1244371
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '405.2.a', 'sub_level': 405, 'sub_mult': 5, 'weight': 2}
-
id: 1244372
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '432.2.a', 'sub_level': 432, 'sub_mult': 4, 'weight': 2}
-
id: 1244375
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '540.2.a', 'sub_level': 540, 'sub_mult': 6, 'weight': 2}
-
id: 1244378
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '648.2.a', 'sub_level': 648, 'sub_mult': 4, 'weight': 2}
-
id: 1244379
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '720.2.a', 'sub_level': 720, 'sub_mult': 3, 'weight': 2}
-
id: 1244382
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '810.2.a', 'sub_level': 810, 'sub_mult': 4, 'weight': 2}
-
id: 1244348
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '1080.2.a', 'sub_level': 1080, 'sub_mult': 4, 'weight': 2}
-
id: 1244351
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 22, 'sub_label': '1296.2.a', 'sub_level': 1296, 'sub_mult': 2, 'weight': 2}
-
id: 1244355
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '1620.2.a', 'sub_level': 1620, 'sub_mult': 3, 'weight': 2}
-
id: 1244359
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '2160.2.a', 'sub_level': 2160, 'sub_mult': 2, 'weight': 2}
-
id: 1244366
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 48, 'sub_label': '3240.2.a', 'sub_level': 3240, 'sub_mult': 2, 'weight': 2}
-
id: 1244377
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6480.2.a', 'level': 6480, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 96, 'sub_label': '6480.2.a', 'sub_level': 6480, 'sub_mult': 1, 'weight': 2}
-
mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '6480.2.a', 'level': 6480, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 6461000
{'hecke_orbit_code': 33560912, 'n': 1, 'trace_an': 96}
-
id: 6461001
{'hecke_orbit_code': 33560912, 'n': 2, 'trace_an': 0}
-
id: 6461002
{'hecke_orbit_code': 33560912, 'n': 3, 'trace_an': 0}
-
id: 6461003
{'hecke_orbit_code': 33560912, 'n': 4, 'trace_an': 0}
-
id: 6461004
{'hecke_orbit_code': 33560912, 'n': 5, 'trace_an': 0}
-
id: 6461005
{'hecke_orbit_code': 33560912, 'n': 6, 'trace_an': 0}
-
id: 6461006
{'hecke_orbit_code': 33560912, 'n': 7, 'trace_an': 0}
-
id: 6461007
{'hecke_orbit_code': 33560912, 'n': 8, 'trace_an': 0}
-
id: 6461008
{'hecke_orbit_code': 33560912, 'n': 9, 'trace_an': 0}
-
id: 6461009
{'hecke_orbit_code': 33560912, 'n': 10, 'trace_an': 0}
-
id: 6461010
{'hecke_orbit_code': 33560912, 'n': 11, 'trace_an': 0}
-
id: 6461011
{'hecke_orbit_code': 33560912, 'n': 12, 'trace_an': 0}
-
id: 6461012
{'hecke_orbit_code': 33560912, 'n': 13, 'trace_an': 0}
-
id: 6461013
{'hecke_orbit_code': 33560912, 'n': 14, 'trace_an': 0}
-
id: 6461014
{'hecke_orbit_code': 33560912, 'n': 15, 'trace_an': 0}
-
id: 6461015
{'hecke_orbit_code': 33560912, 'n': 16, 'trace_an': 0}
-
id: 6461016
{'hecke_orbit_code': 33560912, 'n': 17, 'trace_an': 0}
-
id: 6461017
{'hecke_orbit_code': 33560912, 'n': 18, 'trace_an': 0}
-
id: 6461018
{'hecke_orbit_code': 33560912, 'n': 19, 'trace_an': 0}
-
id: 6461019
{'hecke_orbit_code': 33560912, 'n': 20, 'trace_an': 0}
-
id: 6461020
{'hecke_orbit_code': 33560912, 'n': 21, 'trace_an': 0}
-
id: 6461021
{'hecke_orbit_code': 33560912, 'n': 22, 'trace_an': 0}
-
id: 6461022
{'hecke_orbit_code': 33560912, 'n': 23, 'trace_an': 0}
-
id: 6461023
{'hecke_orbit_code': 33560912, 'n': 24, 'trace_an': 0}
-
id: 6461024
{'hecke_orbit_code': 33560912, 'n': 25, 'trace_an': 96}
-
id: 6461025
{'hecke_orbit_code': 33560912, 'n': 26, 'trace_an': 0}
-
id: 6461026
{'hecke_orbit_code': 33560912, 'n': 27, 'trace_an': 0}
-
id: 6461027
{'hecke_orbit_code': 33560912, 'n': 28, 'trace_an': 0}
-
id: 6461028
{'hecke_orbit_code': 33560912, 'n': 29, 'trace_an': 0}
-
id: 6461029
{'hecke_orbit_code': 33560912, 'n': 30, 'trace_an': 0}
-
id: 6461030
{'hecke_orbit_code': 33560912, 'n': 31, 'trace_an': -24}
-
id: 6461031
{'hecke_orbit_code': 33560912, 'n': 32, 'trace_an': 0}
-
id: 6461032
{'hecke_orbit_code': 33560912, 'n': 33, 'trace_an': 0}
-
id: 6461033
{'hecke_orbit_code': 33560912, 'n': 34, 'trace_an': 0}
-
id: 6461034
{'hecke_orbit_code': 33560912, 'n': 35, 'trace_an': 0}
-
id: 6461035
{'hecke_orbit_code': 33560912, 'n': 36, 'trace_an': 0}
-
id: 6461036
{'hecke_orbit_code': 33560912, 'n': 37, 'trace_an': 0}
-
id: 6461037
{'hecke_orbit_code': 33560912, 'n': 38, 'trace_an': 0}
-
id: 6461038
{'hecke_orbit_code': 33560912, 'n': 39, 'trace_an': 0}
-
id: 6461039
{'hecke_orbit_code': 33560912, 'n': 40, 'trace_an': 0}
-
id: 6461040
{'hecke_orbit_code': 33560912, 'n': 41, 'trace_an': 0}
-
id: 6461041
{'hecke_orbit_code': 33560912, 'n': 42, 'trace_an': 0}
-
id: 6461042
{'hecke_orbit_code': 33560912, 'n': 43, 'trace_an': -24}
-
id: 6461043
{'hecke_orbit_code': 33560912, 'n': 44, 'trace_an': 0}
-
id: 6461044
{'hecke_orbit_code': 33560912, 'n': 45, 'trace_an': 0}
-
id: 6461045
{'hecke_orbit_code': 33560912, 'n': 46, 'trace_an': 0}
-
id: 6461046
{'hecke_orbit_code': 33560912, 'n': 47, 'trace_an': 0}
-
id: 6461047
{'hecke_orbit_code': 33560912, 'n': 48, 'trace_an': 0}
-
id: 6461048
{'hecke_orbit_code': 33560912, 'n': 49, 'trace_an': 96}
-
id: 6461049
{'hecke_orbit_code': 33560912, 'n': 50, 'trace_an': 0}
-
id: 6461050
{'hecke_orbit_code': 33560912, 'n': 51, 'trace_an': 0}
-
id: 6461051
{'hecke_orbit_code': 33560912, 'n': 52, 'trace_an': 0}
-
id: 6461052
{'hecke_orbit_code': 33560912, 'n': 53, 'trace_an': 0}
-
id: 6461053
{'hecke_orbit_code': 33560912, 'n': 54, 'trace_an': 0}
-
id: 6461054
{'hecke_orbit_code': 33560912, 'n': 55, 'trace_an': 0}
-
id: 6461055
{'hecke_orbit_code': 33560912, 'n': 56, 'trace_an': 0}
-
id: 6461056
{'hecke_orbit_code': 33560912, 'n': 57, 'trace_an': 0}
-
id: 6461057
{'hecke_orbit_code': 33560912, 'n': 58, 'trace_an': 0}
-
id: 6461058
{'hecke_orbit_code': 33560912, 'n': 59, 'trace_an': 0}
-
id: 6461059
{'hecke_orbit_code': 33560912, 'n': 60, 'trace_an': 0}
-
id: 6461060
{'hecke_orbit_code': 33560912, 'n': 61, 'trace_an': 0}
-
id: 6461061
{'hecke_orbit_code': 33560912, 'n': 62, 'trace_an': 0}
-
id: 6461062
{'hecke_orbit_code': 33560912, 'n': 63, 'trace_an': 0}
-
id: 6461063
{'hecke_orbit_code': 33560912, 'n': 64, 'trace_an': 0}
-
id: 6461064
{'hecke_orbit_code': 33560912, 'n': 65, 'trace_an': 0}
-
id: 6461065
{'hecke_orbit_code': 33560912, 'n': 66, 'trace_an': 0}
-
id: 6461066
{'hecke_orbit_code': 33560912, 'n': 67, 'trace_an': -48}
-
id: 6461067
{'hecke_orbit_code': 33560912, 'n': 68, 'trace_an': 0}
-
id: 6461068
{'hecke_orbit_code': 33560912, 'n': 69, 'trace_an': 0}
-
id: 6461069
{'hecke_orbit_code': 33560912, 'n': 70, 'trace_an': 0}
-
id: 6461070
{'hecke_orbit_code': 33560912, 'n': 71, 'trace_an': 0}
-
id: 6461071
{'hecke_orbit_code': 33560912, 'n': 72, 'trace_an': 0}
-
id: 6461072
{'hecke_orbit_code': 33560912, 'n': 73, 'trace_an': 24}
-
id: 6461073
{'hecke_orbit_code': 33560912, 'n': 74, 'trace_an': 0}
-
id: 6461074
{'hecke_orbit_code': 33560912, 'n': 75, 'trace_an': 0}
-
id: 6461075
{'hecke_orbit_code': 33560912, 'n': 76, 'trace_an': 0}
-
id: 6461076
{'hecke_orbit_code': 33560912, 'n': 77, 'trace_an': 0}
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id: 6461951
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id: 6461952
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id: 6461953
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id: 6461954
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id: 6461955
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id: 6461956
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id: 6461957
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id: 6461958
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id: 6461959
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id: 6461960
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id: 6461961
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id: 6461962
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id: 6461963
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id: 6461964
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id: 6461965
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id: 6461966
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id: 6461967
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id: 6461968
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id: 6461969
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id: 6461970
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id: 6461971
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id: 6461972
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id: 6461973
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id: 6461974
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id: 6461975
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id: 6461976
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id: 6461977
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id: 6461978
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id: 6461979
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id: 6461980
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id: 6461981
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id: 6461982
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id: 6461983
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id: 6461984
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id: 6461985
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id: 6461986
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id: 6461987
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id: 6461988
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id: 6461989
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id: 6461990
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id: 6461991
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id: 6461992
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id: 6461993
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id: 6461994
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id: 6461995
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id: 6461996
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id: 6461997
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id: 6461998
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id: 6461999
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