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{'Nk2': 14112, 'analytic_conductor': 52.039684625063224, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, 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': [882, 1, [785, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [7, 1]], [11, [35, 1]], [13, [-66, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340814706, 'hecke_ring_generator_nbound': 1, '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': '882.4.a.k', 'level': 882, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '14.4.c.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+4q^{4}-7q^{5}+8q^{8}-14q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '882.4.a', 'trace_display': [2, 0, -7, 0], 'trace_hash': 980080696331280291, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.894', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 7, 7], [[[2, -1], [3, 1], [7, -1]], 6, 4], [[[2, -1], [3, -1], [7, 1]], 9, 6], [[[2, 1], [3, -1], [7, -1]], 8, 6], [[[2, 1], [3, -1], [7, 1]], 7, 4], [[[2, -1], [3, 1], [7, 1]], 4, 2], [[[2, 1], [3, 1], [7, -1]], 6, 4], [[[2, 1], [3, 1], [7, 1]], 4, 2]], 'ALdims': [4, 6, 7, 8, 4, 6, 9, 7], 'Nk2': 14112, 'analytic_conductor': 52.039684625063224, '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': [882, 1, [785, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 472, 'dim': 51, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13], 'hecke_orbit_code': 67109746, 'hecke_orbit_dims': [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], 'label': '882.4.a', 'level': 882, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_nf • Show schema
Hide schema
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id: 553592
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.4.c.b', 'target_level': 14, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 553593
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.4.a.b', 'target_level': 98, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 553594
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '98.4.a.c', 'target_level': 98, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 553595
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '98.4.c.e', 'target_level': 98, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 553596
{'conductor': 84, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '112.4.i.b', 'target_level': 112, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '84.n', 'twisting_char_orbit': 14, 'weight': 4}
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id: 553597
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.4.g.c', 'target_level': 126, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 553598
{'conductor': 105, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '350.4.e.b', 'target_level': 350, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '105.o', 'twisting_char_orbit': 15, 'weight': 4}
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id: 553599
{'conductor': 105, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 10, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '350.4.j.d', 'target_level': 350, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '105.x', 'twisting_char_orbit': 24, 'weight': 4}
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id: 553600
{'conductor': 168, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '448.4.i.c', 'target_level': 448, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '168.s', 'twisting_char_orbit': 19, 'weight': 4}
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id: 553601
{'conductor': 168, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '448.4.i.d', 'target_level': 448, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '168.v', 'twisting_char_orbit': 22, 'weight': 4}
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id: 553602
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '784.4.a.j', 'target_level': 784, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 553603
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '784.4.a.l', 'target_level': 784, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 553604
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '882.4.a.k', 'target_level': 882, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 553605
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '882.4.a.p', 'target_level': 882, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 553606
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '882.4.g.d', 'target_level': 882, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 553607
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 32, 'target_is_minimal': False, 'target_label': '2450.4.a.bf', 'target_level': 2450, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 553608
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '882.4.a.k', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 34, 'target_is_minimal': False, 'target_label': '2450.4.a.bh', 'target_level': 2450, 'twist_class_label': '14.4.c.b', 'twist_class_level': 14, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1447150
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 2}
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id: 1447151
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 3}
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id: 1447152
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 5}
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id: 1447153
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 7}
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id: 1447154
{'charpoly_factorization': [[[35, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 11}
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id: 1447155
{'charpoly_factorization': [[[-66, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 13}
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id: 1447156
{'charpoly_factorization': [[[59, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 17}
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id: 1447157
{'charpoly_factorization': [[[-137, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 19}
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id: 1447158
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 23}
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id: 1447159
{'charpoly_factorization': [[[106, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 29}
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id: 1447160
{'charpoly_factorization': [[[-75, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 31}
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id: 1447161
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 37}
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id: 1447162
{'charpoly_factorization': [[[-498, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 41}
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id: 1447163
{'charpoly_factorization': [[[-260, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 43}
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id: 1447164
{'charpoly_factorization': [[[-171, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 47}
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id: 1447165
{'charpoly_factorization': [[[-417, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 53}
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id: 1447166
{'charpoly_factorization': [[[-17, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 59}
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id: 1447167
{'charpoly_factorization': [[[-51, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 61}
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id: 1447168
{'charpoly_factorization': [[[-439, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 67}
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id: 1447169
{'charpoly_factorization': [[[-784, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 71}
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id: 1447170
{'charpoly_factorization': [[[-295, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 73}
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id: 1447171
{'charpoly_factorization': [[[495, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 79}
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id: 1447172
{'charpoly_factorization': [[[932, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 83}
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id: 1447173
{'charpoly_factorization': [[[-873, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 89}
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id: 1447174
{'charpoly_factorization': [[[290, 1], 1]], 'hecke_orbit_code': 45035996340814706, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 11, 'label': '882.4.a.k', 'level': 882, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 213874000
{'hecke_orbit_code': 45035996340814706, 'n': 1, 'trace_an': 1}
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id: 213874001
{'hecke_orbit_code': 45035996340814706, 'n': 2, 'trace_an': 2}
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id: 213874002
{'hecke_orbit_code': 45035996340814706, 'n': 3, 'trace_an': 0}
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id: 213874003
{'hecke_orbit_code': 45035996340814706, 'n': 4, 'trace_an': 4}
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id: 213874004
{'hecke_orbit_code': 45035996340814706, 'n': 5, 'trace_an': -7}
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id: 213874005
{'hecke_orbit_code': 45035996340814706, 'n': 6, 'trace_an': 0}
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id: 213874006
{'hecke_orbit_code': 45035996340814706, 'n': 7, 'trace_an': 0}
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id: 213874007
{'hecke_orbit_code': 45035996340814706, 'n': 8, 'trace_an': 8}
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id: 213874008
{'hecke_orbit_code': 45035996340814706, 'n': 9, 'trace_an': 0}
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id: 213874009
{'hecke_orbit_code': 45035996340814706, 'n': 10, 'trace_an': -14}
-
id: 213874010
{'hecke_orbit_code': 45035996340814706, 'n': 11, 'trace_an': -35}
-
id: 213874011
{'hecke_orbit_code': 45035996340814706, 'n': 12, 'trace_an': 0}
-
id: 213874012
{'hecke_orbit_code': 45035996340814706, 'n': 13, 'trace_an': 66}
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id: 213874013
{'hecke_orbit_code': 45035996340814706, 'n': 14, 'trace_an': 0}
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id: 213874014
{'hecke_orbit_code': 45035996340814706, 'n': 15, 'trace_an': 0}
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id: 213874015
{'hecke_orbit_code': 45035996340814706, 'n': 16, 'trace_an': 16}
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id: 213874016
{'hecke_orbit_code': 45035996340814706, 'n': 17, 'trace_an': -59}
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id: 213874017
{'hecke_orbit_code': 45035996340814706, 'n': 18, 'trace_an': 0}
-
id: 213874018
{'hecke_orbit_code': 45035996340814706, 'n': 19, 'trace_an': 137}
-
id: 213874019
{'hecke_orbit_code': 45035996340814706, 'n': 20, 'trace_an': -28}
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id: 213874999
{'hecke_orbit_code': 45035996340814706, 'n': 1000, 'trace_an': 11256}