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{'Nk2': 22500, 'analytic_conductor': 44.91585113697022, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [5625, 1, [4376, 1252], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 5, 'field_disc_factorization': [[5, 1]], 'field_poly': [-1, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 10, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-1, -1, 1]], [7, [-11, 1, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398543042041, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '5625.2.a.e', 'level': 5625, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '625.2.a.a', 'nf_label': '2.2.5.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}+(-1+\\beta )q^{4}+(1-3\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5625.2.a', 'trace_display': [1, 0, 0, -1], 'trace_hash': 1667600632768511093, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.021', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.073', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, 1], [0, 0], [-1, 1], [0, 0], [0, 0], [1, -3], [1, -2], [0, 0], [0, 0], [1, -1], [0, 0], [-1, 4], [-3, -2], [0, 0], [0, -3], [5, -4], [0, 0], [4, -3], [0, 0], [0, 0], [-1, 0], [3, -3], [0, 0], [0, 0], [4, 3], [0, 0], [-4, 1], [6, -2], [0, 0], [2, 0], [-5, 1], [0, 0], [-4, 1], [0, 0], [0, 0], [-3, 0], [-3, 1], [0, 0], [0, 0], [0, -4], [0, 0], [-6, 4], [-2, 1], [0, 0], [-3, 0], [10, 1], [0, 0], [3, 3], [0, 0], [0, 0], [5, -1], [2, 4], [0, 0], [0, 0], [7, 1], [0, 0], [-2, 4], [1, 8], [0, 0], [-4, -3], [0, 2], [0, 0], [1, 2], [0, 0], [0, 0], [5, 4], [-9, 5], [0, 0], [0, 0], [-8, 7], [0, 0], [5, -3], [0, -3], [0, 0], [-7, 4], [4, -1], [0, 0], [3, -6], [0, 0], [0, 0], [-4, -4], [0, 8], [0, 0], [0, 0], [4, -2], [0, 0], [3, -1], [-2, -1], [0, 0], [-13, -5], [-6, 3], [0, 0], [1, 11], [0, 0], [0, 0], [9, 1], [3, 6], [0, 0], [0, 0]], 'ap': [[0, 1], [0, 0], [0, 0], [1, -3], [1, -1], [-1, 4], [5, -4], [4, -3], [3, -3], [6, -2], [2, 0], [-3, 0], [0, -4], [-6, 4], [10, 1], [2, 4], 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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1]], 54, 9], [[[3, 1], [5, 1]], 36, 5], [[[3, 1], [5, -1]], 44, 4], [[[3, -1], [5, 1]], 58, 14]], 'ALdims': [36, 44, 58, 54], 'Nk2': 22500, 'analytic_conductor': 44.91585113697022, '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': [5625, 1, [4376, 1252], [1, 1]], 'conrey_index': 1, 'cusp_dim': 691, 'dim': 192, 'eis_dim': 119, 'eis_new_dim': 16, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 33560057, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 24], 'label': '5625.2.a', 'level': 5625, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 810, 'mf_new_dim': 208, 'num_forms': 32, 'plus_dim': 90, 'prim_orbit_index': 1, 'relative_dim': 192, 'sturm_bound': 1500, 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mf_twists_nf • Show schema
Hide schema
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id: 1267563
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '625.2.a.a', 'target_level': 625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1267564
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '625.2.a.d', 'target_level': 625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1267565
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '625.2.b.b', 'target_level': 625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1267566
{'conductor': 75, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '625.2.d.c', 'target_level': 625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '75.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1267567
{'conductor': 75, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '625.2.d.e', 'target_level': 625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '75.j', 'twisting_char_orbit': 10, 'weight': 2}
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id: 1267568
{'conductor': 75, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '625.2.d.f', 'target_level': 625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '75.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1267569
{'conductor': 75, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '625.2.d.i', 'target_level': 625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '75.j', 'twisting_char_orbit': 10, 'weight': 2}
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id: 1267570
{'conductor': 75, 'degree': 8, 'multiplicity': 4, 'order': 20, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 5, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '625.2.e.e', 'target_level': 625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '75.l', 'twisting_char_orbit': 12, 'weight': 2}
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id: 1267571
{'conductor': 75, 'degree': 8, 'multiplicity': 4, 'order': 20, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 5, 'target_dim': 8, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '625.2.e.f', 'target_level': 625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '75.l', 'twisting_char_orbit': 12, 'weight': 2}
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id: 1267572
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '5625.2.a.c', 'target_level': 5625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1267573
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '5625.2.a.e', 'target_level': 5625, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1267574
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '10000.2.a.b', 'target_level': 10000, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1267575
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '5625.2.a.e', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '10000.2.a.m', 'target_level': 10000, 'twist_class_label': '625.2.a.a', 'twist_class_level': 625, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 3952375
{'charpoly_factorization': [[[-1, -1, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 2}
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id: 3952376
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398543042041, 'p': 3}
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id: 3952377
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398543042041, 'p': 5}
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id: 3952378
{'charpoly_factorization': [[[-11, 1, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 7}
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id: 3952379
{'charpoly_factorization': [[[-1, -1, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 11}
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id: 3952380
{'charpoly_factorization': [[[-19, -2, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 13}
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id: 3952381
{'charpoly_factorization': [[[-11, -6, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 17}
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id: 3952382
{'charpoly_factorization': [[[-5, -5, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 19}
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id: 3952383
{'charpoly_factorization': [[[-9, -3, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 23}
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id: 3952384
{'charpoly_factorization': [[[20, -10, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 29}
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id: 3952385
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 18014398543042041, 'p': 31}
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id: 3952386
{'charpoly_factorization': [[[3, 1], 2]], 'hecke_orbit_code': 18014398543042041, 'p': 37}
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id: 3952387
{'charpoly_factorization': [[[-16, 4, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 41}
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id: 3952388
{'charpoly_factorization': [[[-4, 8, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 43}
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id: 3952389
{'charpoly_factorization': [[[109, -21, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 47}
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id: 3952390
{'charpoly_factorization': [[[-4, -8, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 53}
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id: 3952391
{'charpoly_factorization': [[[-55, -10, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 59}
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id: 3952392
{'charpoly_factorization': [[[19, 11, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 61}
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id: 3952393
{'charpoly_factorization': [[[29, -14, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 67}
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id: 3952394
{'charpoly_factorization': [[[-41, 9, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 71}
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id: 3952395
{'charpoly_factorization': [[[1, -7, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 73}
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id: 3952396
{'charpoly_factorization': [[[-45, 0, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 79}
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id: 3952397
{'charpoly_factorization': [[[-64, -8, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 83}
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id: 3952398
{'charpoly_factorization': [[[5, 5, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 89}
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id: 3952399
{'charpoly_factorization': [[[89, -19, 1], 1]], 'hecke_orbit_code': 18014398543042041, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '5625.2.a.e', 'level': 5625, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 150812000
{'hecke_orbit_code': 18014398543042041, 'n': 1, 'trace_an': 2}
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id: 150812001
{'hecke_orbit_code': 18014398543042041, 'n': 2, 'trace_an': 1}
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id: 150812002
{'hecke_orbit_code': 18014398543042041, 'n': 3, 'trace_an': 0}
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id: 150812003
{'hecke_orbit_code': 18014398543042041, 'n': 4, 'trace_an': -1}
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id: 150812004
{'hecke_orbit_code': 18014398543042041, 'n': 5, 'trace_an': 0}
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id: 150812005
{'hecke_orbit_code': 18014398543042041, 'n': 6, 'trace_an': 0}
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id: 150812006
{'hecke_orbit_code': 18014398543042041, 'n': 7, 'trace_an': -1}
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id: 150812007
{'hecke_orbit_code': 18014398543042041, 'n': 8, 'trace_an': 0}
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id: 150812008
{'hecke_orbit_code': 18014398543042041, 'n': 9, 'trace_an': 0}
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id: 150812009
{'hecke_orbit_code': 18014398543042041, 'n': 10, 'trace_an': 0}
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id: 150812010
{'hecke_orbit_code': 18014398543042041, 'n': 11, 'trace_an': 1}
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id: 150812011
{'hecke_orbit_code': 18014398543042041, 'n': 12, 'trace_an': 0}
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id: 150812012
{'hecke_orbit_code': 18014398543042041, 'n': 13, 'trace_an': 2}
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id: 150812013
{'hecke_orbit_code': 18014398543042041, 'n': 14, 'trace_an': -8}
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id: 150812014
{'hecke_orbit_code': 18014398543042041, 'n': 15, 'trace_an': 0}
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id: 150812015
{'hecke_orbit_code': 18014398543042041, 'n': 16, 'trace_an': -3}
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id: 150812016
{'hecke_orbit_code': 18014398543042041, 'n': 17, 'trace_an': 6}
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id: 150812017
{'hecke_orbit_code': 18014398543042041, 'n': 18, 'trace_an': 0}
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id: 150812018
{'hecke_orbit_code': 18014398543042041, 'n': 19, 'trace_an': 5}
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id: 150812019
{'hecke_orbit_code': 18014398543042041, 'n': 20, 'trace_an': 0}
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id: 150812020
{'hecke_orbit_code': 18014398543042041, 'n': 21, 'trace_an': 0}
-
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