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{'Nk2': 37800, 'analytic_conductor': 75.45862991010996, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [5, -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': [9450, 1, [9101, 6427, 6751], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 24, 'field_disc_factorization': [[2, 3], [3, 1]], 'field_poly': [-6, 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': [[11, [-6, 0, 1]], [13, [-5, -2, 1]], [17, [-1, 1]], [19, [-2, 4, 1]]], 'hecke_orbit': 126, 'hecke_orbit_code': 562949953454875882, 'hecke_ring_generator_nbound': 11, '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': '9450.2.a.ev', 'level': 9450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'minimal_twist': '1890.2.g.m', 'nf_label': '2.2.24.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}+q^{7}+q^{8}+\\beta q^{11}+(1+\\cdots)q^{13}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9450.2.a', 'trace_display': [2, 0, 0, 2], 'trace_hash': 1485293971352545278, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.020', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.963', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.551', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.967', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, 'traces': [2, 2, 0, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, 2, 0, 2, 2, 0, -4, 0, 0, 0, -2, 0, 0, 2, 0, 2, 10, 0, 2, 2, 0, 2, 0, 0, 8, -4, 0, 0, 0, 0, -2, 0, 0, -2, 4, 0, 2, 0, 0, 2, -6, 0, 0, 2, 0, 10, 10, 0, 12, 2, 0, 2, 0, 0, 10, 2, 0, 0, -6, 0, 4, 8, 0, -4, 0, 0, -8, 0, 0, 0, -12, 0, 0, -2, 0, 0, 22, 0, 2, -2, 0, 4, 0, 0, 24, 2, 0, 0, 0, 0, 26, 2, 0, -6, -8, 0, 4, 0, 0, 2, -8, 0, 0, 10, 0, 10, 2, 0, -10, 12, 0, 2, 0, 0, 8, 2, 0, 0, -14, 0, -4, 10, 0, 2, 20, 0, 20, 0, 0, -6, -12, 0, 0, 4, 0, 8, 6, 0, 0, -4, 0, 0, 0, 0, 6, -8, 0, 0, -2, 0, 18, 0, 0, -12, 12, 0, -12, 0, 0, -2, 12, 0, 0, 0, 0, 22, 8, 0, 10, 2, 0, -2, 0, 0, 0, 4, 0, 0, -16, 0, 34, 24, 0, 2, -16, 0, -6, 0, 0, 0, 10, 0, 0, 26, 0, 2, -12, 0, -30, -6, 0, -8, 0, 0, 2, 4, 0, 0, 2, 0, 8, 2, 0, -8, 6, 0, -16, 0, 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'9450.2.a.ev', 'level': 9450, 'maxp': 4297, 'weight': 2}
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [7, -1]], 8, 7], [[[2, -1], [3, 1], [5, 1], [7, -1]], 7, 6], [[[2, 1], [3, 1], [5, -1], [7, -1]], 10, 8], [[[2, -1], [3, 1], [5, -1], [7, -1]], 12, 10], [[[2, 1], [3, 1], [5, 1], [7, -1]], 10, 8], [[[2, 1], [3, -1], [5, -1], [7, -1]], 10, 9], [[[2, 1], [3, -1], [5, 1], [7, -1]], 8, 7], [[[2, -1], [3, -1], [5, 1], [7, 1]], 7, 6], [[[2, -1], [3, -1], [5, -1], [7, 1]], 12, 9], [[[2, 1], [3, -1], [5, -1], [7, 1]], 10, 7], [[[2, 1], [3, -1], [5, 1], [7, 1]], 10, 9], [[[2, -1], [3, 1], [5, 1], [7, 1]], 11, 11], [[[2, -1], [3, -1], [5, 1], [7, -1]], 11, 9], [[[2, 1], [3, 1], [5, 1], [7, 1]], 8, 8], [[[2, -1], [3, 1], [5, -1], [7, 1]], 8, 6], [[[2, 1], [3, 1], [5, -1], [7, 1]], 10, 8]], 'ALdims': [8, 10, 10, 10, 10, 8, 10, 10, 11, 7, 8, 12, 7, 11, 12, 8], 'Nk2': 37800, 'analytic_conductor': 75.45862991010996, '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': [9450, 1, [9101, 6427, 6751], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 2089, 'dim': 152, 'eis_dim': 143, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19], 'hecke_orbit_code': 33563882, '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, 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, 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, 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, 2, 2, 2, 2, 2, 2], 'label': '9450.2.a', 'level': 9450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 2232, 'mf_new_dim': 152, 'num_forms': 128, 'plus_dim': 66, 'prim_orbit_index': 1, 'relative_dim': 152, 'sturm_bound': 4320, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 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mf_twists_nf • Show schema
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id: 1433848
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 126, 'source_is_minimal': False, 'source_label': '9450.2.a.ev', 'source_level': 9450, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '1890.2.g.m', 'target_level': 1890, 'twist_class_label': '1890.2.g.m', 'twist_class_level': 1890, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1433849
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 126, 'source_is_minimal': False, 'source_label': '9450.2.a.ev', 'source_level': 9450, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 18, 'target_is_minimal': True, 'target_label': '1890.2.g.r', 'target_level': 1890, 'twist_class_label': '1890.2.g.m', 'twist_class_level': 1890, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1433850
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 126, 'source_is_minimal': False, 'source_label': '9450.2.a.ev', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 105, 'target_is_minimal': False, 'target_label': '9450.2.a.ea', 'target_level': 9450, 'twist_class_label': '1890.2.g.m', 'twist_class_level': 1890, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1433851
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 126, 'source_is_minimal': False, 'source_label': '9450.2.a.ev', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 115, 'target_is_minimal': False, 'target_label': '9450.2.a.ek', 'target_level': 9450, 'twist_class_label': '1890.2.g.m', 'twist_class_level': 1890, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1433852
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 126, 'source_is_minimal': False, 'source_label': '9450.2.a.ev', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 120, 'target_is_minimal': False, 'target_label': '9450.2.a.ep', 'target_level': 9450, 'twist_class_label': '1890.2.g.m', 'twist_class_level': 1890, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1433853
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 126, 'source_is_minimal': False, 'source_label': '9450.2.a.ev', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 126, 'target_is_minimal': False, 'target_label': '9450.2.a.ev', 'target_level': 9450, 'twist_class_label': '1890.2.g.m', 'twist_class_level': 1890, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4943025
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 562949953454875882, 'p': 2}
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id: 4943026
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 562949953454875882, 'p': 3}
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id: 4943027
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 562949953454875882, 'p': 5}
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id: 4943028
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 562949953454875882, 'p': 7}
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id: 4943029
{'charpoly_factorization': [[[-6, 0, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 11}
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id: 4943030
{'charpoly_factorization': [[[-5, -2, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 13}
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id: 4943031
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 562949953454875882, 'p': 17}
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id: 4943032
{'charpoly_factorization': [[[-2, 4, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 19}
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id: 4943033
{'charpoly_factorization': [[[-5, 2, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 23}
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id: 4943034
{'charpoly_factorization': [[[19, -10, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 29}
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id: 4943035
{'charpoly_factorization': [[[-5, -2, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 31}
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id: 4943036
{'charpoly_factorization': [[[-38, -8, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 37}
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id: 4943037
{'charpoly_factorization': [[[-24, 0, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 41}
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id: 4943038
{'charpoly_factorization': [[[-23, 2, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 43}
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id: 4943039
{'charpoly_factorization': [[[-92, -4, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 47}
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id: 4943040
{'charpoly_factorization': [[[3, 6, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 53}
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id: 4943041
{'charpoly_factorization': [[[1, -10, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 59}
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id: 4943042
{'charpoly_factorization': [[[12, -12, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 61}
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id: 4943043
{'charpoly_factorization': [[[-5, 1], 2]], 'hecke_orbit_code': 562949953454875882, 'p': 67}
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id: 4943044
{'charpoly_factorization': [[[3, 6, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 71}
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id: 4943045
{'charpoly_factorization': [[[-92, -4, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 73}
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id: 4943046
{'charpoly_factorization': [[[10, 8, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 79}
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id: 4943047
{'charpoly_factorization': [[[12, 12, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 83}
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id: 4943048
{'charpoly_factorization': [[[-11, 1], 2]], 'hecke_orbit_code': 562949953454875882, 'p': 89}
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id: 4943049
{'charpoly_factorization': [[[138, -24, 1], 1]], 'hecke_orbit_code': 562949953454875882, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 126, 'label': '9450.2.a.ev', 'level': 9450, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 281216000
{'hecke_orbit_code': 562949953454875882, 'n': 1, 'trace_an': 2}
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id: 281216001
{'hecke_orbit_code': 562949953454875882, 'n': 2, 'trace_an': 2}
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id: 281216002
{'hecke_orbit_code': 562949953454875882, 'n': 3, 'trace_an': 0}
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id: 281216003
{'hecke_orbit_code': 562949953454875882, 'n': 4, 'trace_an': 2}
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id: 281216004
{'hecke_orbit_code': 562949953454875882, 'n': 5, 'trace_an': 0}
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id: 281216005
{'hecke_orbit_code': 562949953454875882, 'n': 6, 'trace_an': 0}
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id: 281216006
{'hecke_orbit_code': 562949953454875882, 'n': 7, 'trace_an': 2}
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id: 281216007
{'hecke_orbit_code': 562949953454875882, 'n': 8, 'trace_an': 2}
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id: 281216008
{'hecke_orbit_code': 562949953454875882, 'n': 9, 'trace_an': 0}
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id: 281216009
{'hecke_orbit_code': 562949953454875882, 'n': 10, 'trace_an': 0}
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id: 281216010
{'hecke_orbit_code': 562949953454875882, 'n': 11, 'trace_an': 0}
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id: 281216011
{'hecke_orbit_code': 562949953454875882, 'n': 12, 'trace_an': 0}
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id: 281216012
{'hecke_orbit_code': 562949953454875882, 'n': 13, 'trace_an': 2}
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id: 281216013
{'hecke_orbit_code': 562949953454875882, 'n': 14, 'trace_an': 2}
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id: 281216014
{'hecke_orbit_code': 562949953454875882, 'n': 15, 'trace_an': 0}
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id: 281216015
{'hecke_orbit_code': 562949953454875882, 'n': 16, 'trace_an': 2}
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id: 281216016
{'hecke_orbit_code': 562949953454875882, 'n': 17, 'trace_an': 2}
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id: 281216017
{'hecke_orbit_code': 562949953454875882, 'n': 18, 'trace_an': 0}
-
id: 281216018
{'hecke_orbit_code': 562949953454875882, 'n': 19, 'trace_an': -4}
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id: 281216019
{'hecke_orbit_code': 562949953454875882, 'n': 20, 'trace_an': 0}
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id: 281216020
{'hecke_orbit_code': 562949953454875882, 'n': 21, 'trace_an': 0}
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id: 281216021
{'hecke_orbit_code': 562949953454875882, 'n': 22, 'trace_an': 0}
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id: 281216022
{'hecke_orbit_code': 562949953454875882, 'n': 23, 'trace_an': -2}
-
id: 281216023
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