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{'Nk2': 11520, 'analytic_conductor': 51.322822340153806, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [320, 1, [191, 261, 257], [1, 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': [[3, [-26, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221056, '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': '320.6.a.p', 'level': 320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+26q^{3}+5^{2}q^{5}-22q^{7}+433q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '320.6.a', 'trace_display': [0, 26, 25, -22], 'trace_hash': 1514963289126926672, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.990', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.080', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.972', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.252', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.892', 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mf_hecke_nf • Show schema
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'hecke_orbit_code': 67553994511221056, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '320.6.a.p', 'level': 320, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1]], 9, 6], [[[2, -1], [5, -1]], 9, 7], [[[2, 1], [5, -1]], 11, 7], [[[2, -1], [5, 1]], 11, 6]], 'ALdims': [9, 11, 11, 9], 'Nk2': 11520, 'analytic_conductor': 51.322822340153806, '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': [320, 1, [191, 261, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 228, 'dim': 40, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663616, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4], 'label': '320.6.a', 'level': 320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 252, 'mf_new_dim': 40, 'num_forms': 26, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 288, 'trace_bound': 9, 'trace_display': [0, 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mf_twists_nf • Show schema
Hide schema
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id: 245684
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.6.a.a', 'target_level': 10, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 245685
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '50.6.a.g', 'target_level': 50, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 245686
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.6.b.d', 'target_level': 50, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 6}
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id: 245687
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '80.6.a.h', 'target_level': 80, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 245688
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '90.6.a.f', 'target_level': 90, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 245689
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '320.6.a.a', 'target_level': 320, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 245690
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '320.6.a.p', 'target_level': 320, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 245691
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '400.6.a.a', 'target_level': 400, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 245692
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '400.6.c.a', 'target_level': 400, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 6}
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id: 245693
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '450.6.a.h', 'target_level': 450, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '120.i', 'twisting_char_orbit': 9, 'weight': 6}
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id: 245694
{'conductor': 120, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '450.6.c.o', 'target_level': 450, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '120.w', 'twisting_char_orbit': 23, 'weight': 6}
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id: 245695
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '490.6.a.j', 'target_level': 490, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 245696
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '320.6.a.p', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '720.6.a.r', 'target_level': 720, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 647775
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 2}
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id: 647776
{'charpoly_factorization': [[[-26, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 3}
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id: 647777
{'charpoly_factorization': [[[-25, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 5}
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id: 647778
{'charpoly_factorization': [[[22, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 7}
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id: 647779
{'charpoly_factorization': [[[-768, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 11}
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id: 647780
{'charpoly_factorization': [[[-46, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 13}
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id: 647781
{'charpoly_factorization': [[[-378, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 17}
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id: 647782
{'charpoly_factorization': [[[1100, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 19}
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id: 647783
{'charpoly_factorization': [[[1986, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 23}
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id: 647784
{'charpoly_factorization': [[[-5610, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 29}
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id: 647785
{'charpoly_factorization': [[[3988, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 31}
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id: 647786
{'charpoly_factorization': [[[-142, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 37}
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id: 647787
{'charpoly_factorization': [[[-1542, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 41}
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id: 647788
{'charpoly_factorization': [[[-5026, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 43}
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id: 647789
{'charpoly_factorization': [[[-24738, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 47}
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id: 647790
{'charpoly_factorization': [[[-14166, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 53}
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id: 647791
{'charpoly_factorization': [[[28380, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 59}
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id: 647792
{'charpoly_factorization': [[[5522, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 61}
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id: 647793
{'charpoly_factorization': [[[-24742, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 67}
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id: 647794
{'charpoly_factorization': [[[-42372, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 71}
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id: 647795
{'charpoly_factorization': [[[52126, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 73}
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id: 647796
{'charpoly_factorization': [[[39640, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 79}
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id: 647797
{'charpoly_factorization': [[[-59826, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 83}
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id: 647798
{'charpoly_factorization': [[[-57690, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 89}
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id: 647799
{'charpoly_factorization': [[[144382, 1], 1]], 'hecke_orbit_code': 67553994511221056, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '320.6.a.p', 'level': 320, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
-
id: 236878000
{'hecke_orbit_code': 67553994511221056, 'n': 1, 'trace_an': 1}
-
id: 236878001
{'hecke_orbit_code': 67553994511221056, 'n': 2, 'trace_an': 0}
-
id: 236878002
{'hecke_orbit_code': 67553994511221056, 'n': 3, 'trace_an': 26}
-
id: 236878003
{'hecke_orbit_code': 67553994511221056, 'n': 4, 'trace_an': 0}
-
id: 236878004
{'hecke_orbit_code': 67553994511221056, 'n': 5, 'trace_an': 25}
-
id: 236878005
{'hecke_orbit_code': 67553994511221056, 'n': 6, 'trace_an': 0}
-
id: 236878006
{'hecke_orbit_code': 67553994511221056, 'n': 7, 'trace_an': -22}
-
id: 236878007
{'hecke_orbit_code': 67553994511221056, 'n': 8, 'trace_an': 0}
-
id: 236878008
{'hecke_orbit_code': 67553994511221056, 'n': 9, 'trace_an': 433}
-
id: 236878009
{'hecke_orbit_code': 67553994511221056, 'n': 10, 'trace_an': 0}
-
id: 236878010
{'hecke_orbit_code': 67553994511221056, 'n': 11, 'trace_an': 768}
-
id: 236878011
{'hecke_orbit_code': 67553994511221056, 'n': 12, 'trace_an': 0}
-
id: 236878012
{'hecke_orbit_code': 67553994511221056, 'n': 13, 'trace_an': 46}
-
id: 236878013
{'hecke_orbit_code': 67553994511221056, 'n': 14, 'trace_an': 0}
-
id: 236878014
{'hecke_orbit_code': 67553994511221056, 'n': 15, 'trace_an': 650}
-
id: 236878015
{'hecke_orbit_code': 67553994511221056, 'n': 16, 'trace_an': 0}
-
id: 236878016
{'hecke_orbit_code': 67553994511221056, 'n': 17, 'trace_an': 378}
-
id: 236878017
{'hecke_orbit_code': 67553994511221056, 'n': 18, 'trace_an': 0}
-
id: 236878018
{'hecke_orbit_code': 67553994511221056, 'n': 19, 'trace_an': -1100}
-
id: 236878019
{'hecke_orbit_code': 67553994511221056, 'n': 20, 'trace_an': 0}
-
id: 236878020
{'hecke_orbit_code': 67553994511221056, 'n': 21, 'trace_an': -572}
-
id: 236878021
{'hecke_orbit_code': 67553994511221056, 'n': 22, 'trace_an': 0}
-
id: 236878022
{'hecke_orbit_code': 67553994511221056, 'n': 23, 'trace_an': -1986}
-
id: 236878023
{'hecke_orbit_code': 67553994511221056, 'n': 24, 'trace_an': 0}
-
id: 236878024
{'hecke_orbit_code': 67553994511221056, 'n': 25, 'trace_an': 625}
-
id: 236878025
{'hecke_orbit_code': 67553994511221056, 'n': 26, 'trace_an': 0}
-
id: 236878026
{'hecke_orbit_code': 67553994511221056, 'n': 27, 'trace_an': 4940}
-
id: 236878027
{'hecke_orbit_code': 67553994511221056, 'n': 28, 'trace_an': 0}
-
id: 236878028
{'hecke_orbit_code': 67553994511221056, 'n': 29, 'trace_an': 5610}
-
id: 236878029
{'hecke_orbit_code': 67553994511221056, 'n': 30, 'trace_an': 0}
-
id: 236878030
{'hecke_orbit_code': 67553994511221056, 'n': 31, 'trace_an': -3988}
-
id: 236878031
{'hecke_orbit_code': 67553994511221056, 'n': 32, 'trace_an': 0}
-
id: 236878032
{'hecke_orbit_code': 67553994511221056, 'n': 33, 'trace_an': 19968}
-
id: 236878033
{'hecke_orbit_code': 67553994511221056, 'n': 34, 'trace_an': 0}
-
id: 236878034
{'hecke_orbit_code': 67553994511221056, 'n': 35, 'trace_an': -550}
-
id: 236878035
{'hecke_orbit_code': 67553994511221056, 'n': 36, 'trace_an': 0}
-
id: 236878036
{'hecke_orbit_code': 67553994511221056, 'n': 37, 'trace_an': 142}
-
id: 236878037
{'hecke_orbit_code': 67553994511221056, 'n': 38, 'trace_an': 0}
-
id: 236878038
{'hecke_orbit_code': 67553994511221056, 'n': 39, 'trace_an': 1196}
-
id: 236878039
{'hecke_orbit_code': 67553994511221056, 'n': 40, 'trace_an': 0}
-
id: 236878040
{'hecke_orbit_code': 67553994511221056, 'n': 41, 'trace_an': 1542}
-
id: 236878041
{'hecke_orbit_code': 67553994511221056, 'n': 42, 'trace_an': 0}
-
id: 236878042
{'hecke_orbit_code': 67553994511221056, 'n': 43, 'trace_an': 5026}
-
id: 236878043
{'hecke_orbit_code': 67553994511221056, 'n': 44, 'trace_an': 0}
-
id: 236878044
{'hecke_orbit_code': 67553994511221056, 'n': 45, 'trace_an': 10825}
-
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