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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [7, -1], [11, -1]], 4, 1], [[[2, -1], [3, 1], [5, -1], [7, -1], [11, -1]], 2, 2], [[[2, -1], [3, 1], [5, 1], [7, 1], [11, 1]], 2, 1], [[[2, -1], [3, 1], [5, 1], [7, 1], [11, -1]], 3, 2], [[[2, -1], [3, -1], [5, 1], [7, -1], [11, -1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [7, -1], [11, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [7, -1], [11, 1]], 3, 2], [[[2, -1], [3, -1], [5, 1], [7, 1], [11, 1]], 2, 2], [[[2, -1], [3, -1], [5, -1], [7, -1], [11, 1]], 1, 1], [[[2, -1], [3, 1], [5, -1], [7, 1], [11, 1]], 3, 2], [[[2, -1], [3, -1], [5, 1], [7, 1], [11, -1]], 3, 1], [[[2, -1], [3, -1], [5, 1], [7, -1], [11, 1]], 4, 2], [[[2, -1], [3, -1], [5, -1], [7, 1], [11, 1]], 3, 1], [[[2, -1], [3, -1], [5, -1], [7, 1], [11, -1]], 2, 2], [[[2, -1], [3, 1], [5, 1], [7, -1], [11, -1]], 3, 1], [[[2, -1], [3, 1], [5, -1], [7, 1], [11, -1]], 2, 1]], 'ALdims': [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 3, 2, 3, 3, 2, 3, 2, 2, 3, 4, 1, 3, 2, 1, 4], 'Nk2': 18480, 'analytic_conductor': 36.89088573383154, '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': [4620, 1, [2311, 1541, 3697, 661, 2521], [1, 1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1129, 'dim': 40, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [13, 17, 19], 'hecke_orbit_code': 33559052, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4], 'label': '4620.2.a', 'level': 4620, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7, 11], 'level_radical': 2310, 'mf_dim': 1176, 'mf_new_dim': 40, 'num_forms': 24, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 2304, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [40, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, -16, 0, -16, 0, 0, 0, 0, 0, 40, 0, 0, 0, -16, 0, 16, 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mf_subspaces • Show schema
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id: 1038470
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 24, 'weight': 2}
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id: 1038474
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 16, 'weight': 2}
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id: 1038475
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, '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': 12, 'weight': 2}
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id: 1038479
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, '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': 8, 'weight': 2}
-
id: 1038481
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 12, 'weight': 2}
-
id: 1038485
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, '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': 8, 'weight': 2}
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id: 1038488
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '33.2.a', 'sub_level': 33, 'sub_mult': 12, 'weight': 2}
-
id: 1038489
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '35.2.a', 'sub_level': 35, 'sub_mult': 12, 'weight': 2}
-
id: 1038492
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 8, 'weight': 2}
-
id: 1038493
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '44.2.a', 'sub_level': 44, 'sub_mult': 8, 'weight': 2}
-
id: 1038496
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '55.2.a', 'sub_level': 55, 'sub_mult': 12, 'weight': 2}
-
id: 1038498
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '66.2.a', 'sub_level': 66, 'sub_mult': 8, 'weight': 2}
-
id: 1038499
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '70.2.a', 'sub_level': 70, 'sub_mult': 8, 'weight': 2}
-
id: 1038501
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 12, 'weight': 2}
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id: 1038502
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '84.2.a', 'sub_level': 84, 'sub_mult': 4, 'weight': 2}
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id: 1038468
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '105.2.a', 'sub_level': 105, 'sub_mult': 6, 'weight': 2}
-
id: 1038469
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '110.2.a', 'sub_level': 110, 'sub_mult': 8, 'weight': 2}
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id: 1038472
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '132.2.a', 'sub_level': 132, 'sub_mult': 4, 'weight': 2}
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id: 1038473
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '140.2.a', 'sub_level': 140, 'sub_mult': 4, 'weight': 2}
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id: 1038477
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '154.2.a', 'sub_level': 154, 'sub_mult': 8, 'weight': 2}
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id: 1038478
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '165.2.a', 'sub_level': 165, 'sub_mult': 6, 'weight': 2}
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id: 1038480
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '210.2.a', 'sub_level': 210, 'sub_mult': 4, 'weight': 2}
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id: 1038482
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '220.2.a', 'sub_level': 220, 'sub_mult': 4, 'weight': 2}
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id: 1038484
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '231.2.a', 'sub_level': 231, 'sub_mult': 6, 'weight': 2}
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id: 1038486
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '308.2.a', 'sub_level': 308, 'sub_mult': 4, 'weight': 2}
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id: 1038487
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '330.2.a', 'sub_level': 330, 'sub_mult': 4, 'weight': 2}
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id: 1038490
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 19, 'sub_label': '385.2.a', 'sub_level': 385, 'sub_mult': 6, 'weight': 2}
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id: 1038491
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '420.2.a', 'sub_level': 420, 'sub_mult': 2, 'weight': 2}
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id: 1038495
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '462.2.a', 'sub_level': 462, 'sub_mult': 4, 'weight': 2}
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id: 1038497
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '660.2.a', 'sub_level': 660, 'sub_mult': 2, 'weight': 2}
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id: 1038500
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 21, 'sub_label': '770.2.a', 'sub_level': 770, 'sub_mult': 4, 'weight': 2}
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id: 1038503
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '924.2.a', 'sub_level': 924, 'sub_mult': 2, 'weight': 2}
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id: 1038471
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 41, 'sub_label': '1155.2.a', 'sub_level': 1155, 'sub_mult': 3, 'weight': 2}
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id: 1038476
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '1540.2.a', 'sub_level': 1540, 'sub_mult': 2, 'weight': 2}
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id: 1038483
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 39, 'sub_label': '2310.2.a', 'sub_level': 2310, 'sub_mult': 2, 'weight': 2}
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id: 1038494
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4620.2.a', 'level': 4620, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 40, 'sub_label': '4620.2.a', 'sub_level': 4620, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '4620.2.a', 'level': 4620, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 4601000
{'hecke_orbit_code': 33559052, 'n': 1, 'trace_an': 40}
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id: 4601001
{'hecke_orbit_code': 33559052, 'n': 2, 'trace_an': 0}
-
id: 4601002
{'hecke_orbit_code': 33559052, 'n': 3, 'trace_an': 0}
-
id: 4601003
{'hecke_orbit_code': 33559052, 'n': 4, 'trace_an': 0}
-
id: 4601004
{'hecke_orbit_code': 33559052, 'n': 5, 'trace_an': 0}
-
id: 4601005
{'hecke_orbit_code': 33559052, 'n': 6, 'trace_an': 0}
-
id: 4601006
{'hecke_orbit_code': 33559052, 'n': 7, 'trace_an': 0}
-
id: 4601007
{'hecke_orbit_code': 33559052, 'n': 8, 'trace_an': 0}
-
id: 4601008
{'hecke_orbit_code': 33559052, 'n': 9, 'trace_an': 40}
-
id: 4601009
{'hecke_orbit_code': 33559052, 'n': 10, 'trace_an': 0}
-
id: 4601010
{'hecke_orbit_code': 33559052, 'n': 11, 'trace_an': 0}
-
id: 4601011
{'hecke_orbit_code': 33559052, 'n': 12, 'trace_an': 0}
-
id: 4601012
{'hecke_orbit_code': 33559052, 'n': 13, 'trace_an': 0}
-
id: 4601013
{'hecke_orbit_code': 33559052, 'n': 14, 'trace_an': 0}
-
id: 4601014
{'hecke_orbit_code': 33559052, 'n': 15, 'trace_an': 0}
-
id: 4601015
{'hecke_orbit_code': 33559052, 'n': 16, 'trace_an': 0}
-
id: 4601016
{'hecke_orbit_code': 33559052, 'n': 17, 'trace_an': -16}
-
id: 4601017
{'hecke_orbit_code': 33559052, 'n': 18, 'trace_an': 0}
-
id: 4601018
{'hecke_orbit_code': 33559052, 'n': 19, 'trace_an': -16}
-
id: 4601019
{'hecke_orbit_code': 33559052, 'n': 20, 'trace_an': 0}
-
id: 4601020
{'hecke_orbit_code': 33559052, 'n': 21, 'trace_an': 0}
-
id: 4601021
{'hecke_orbit_code': 33559052, 'n': 22, 'trace_an': 0}
-
id: 4601022
{'hecke_orbit_code': 33559052, 'n': 23, 'trace_an': 0}
-
id: 4601023
{'hecke_orbit_code': 33559052, 'n': 24, 'trace_an': 0}
-
id: 4601024
{'hecke_orbit_code': 33559052, 'n': 25, 'trace_an': 40}
-
id: 4601025
{'hecke_orbit_code': 33559052, 'n': 26, 'trace_an': 0}
-
id: 4601026
{'hecke_orbit_code': 33559052, 'n': 27, 'trace_an': 0}
-
id: 4601027
{'hecke_orbit_code': 33559052, 'n': 28, 'trace_an': 0}
-
id: 4601028
{'hecke_orbit_code': 33559052, 'n': 29, 'trace_an': -16}
-
id: 4601029
{'hecke_orbit_code': 33559052, 'n': 30, 'trace_an': 0}
-
id: 4601030
{'hecke_orbit_code': 33559052, 'n': 31, 'trace_an': 16}
-
id: 4601031
{'hecke_orbit_code': 33559052, 'n': 32, 'trace_an': 0}
-
id: 4601032
{'hecke_orbit_code': 33559052, 'n': 33, 'trace_an': 0}
-
id: 4601033
{'hecke_orbit_code': 33559052, 'n': 34, 'trace_an': 0}
-
id: 4601034
{'hecke_orbit_code': 33559052, 'n': 35, 'trace_an': 0}
-
id: 4601035
{'hecke_orbit_code': 33559052, 'n': 36, 'trace_an': 0}
-
id: 4601036
{'hecke_orbit_code': 33559052, 'n': 37, 'trace_an': 0}
-
id: 4601037
{'hecke_orbit_code': 33559052, 'n': 38, 'trace_an': 0}
-
id: 4601038
{'hecke_orbit_code': 33559052, 'n': 39, 'trace_an': 0}
-
id: 4601039
{'hecke_orbit_code': 33559052, 'n': 40, 'trace_an': 0}
-
id: 4601040
{'hecke_orbit_code': 33559052, 'n': 41, 'trace_an': 16}
-
id: 4601041
{'hecke_orbit_code': 33559052, 'n': 42, 'trace_an': 0}
-
id: 4601042
{'hecke_orbit_code': 33559052, 'n': 43, 'trace_an': 0}
-
id: 4601043
{'hecke_orbit_code': 33559052, 'n': 44, 'trace_an': 0}
-
id: 4601044
{'hecke_orbit_code': 33559052, 'n': 45, 'trace_an': 0}
-
id: 4601045
{'hecke_orbit_code': 33559052, 'n': 46, 'trace_an': 0}
-
id: 4601046
{'hecke_orbit_code': 33559052, 'n': 47, 'trace_an': -16}
-
id: 4601047
{'hecke_orbit_code': 33559052, 'n': 48, 'trace_an': 0}
-
id: 4601048
{'hecke_orbit_code': 33559052, 'n': 49, 'trace_an': 40}
-
id: 4601049
{'hecke_orbit_code': 33559052, 'n': 50, 'trace_an': 0}
-
id: 4601050
{'hecke_orbit_code': 33559052, 'n': 51, 'trace_an': 16}
-
id: 4601051
{'hecke_orbit_code': 33559052, 'n': 52, 'trace_an': 0}
-
id: 4601052
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id: 4601999
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