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{'Nk2': 4620, 'analytic_conductor': 9.222721433457885, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [7, 1], [11, 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': [1155, 1, [386, 232, 661, 211], [1, 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': [[2, [1, 1]], [13, [2, 1]], [17, [-6, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798915667075, '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': True, 'label': '1155.2.a.d', 'level': 1155, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 7, 11], 'level_radical': 1155, 'minimal_twist': '1155.2.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}-q^{3}-q^{4}-q^{5}+q^{6}-q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/1155/d'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1155.2.a', 'trace_display': [-1, -1, -1, -1], 'trace_hash': 2179251198450526819, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.173', 'prec': 17}, 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-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [7, -1], [11, -1]], 1, 1], [[[3, 1], [5, 1], [7, -1], [11, -1]], 1, 1], [[[3, 1], [5, -1], [7, 1], [11, 1]], 3, 1], [[[3, -1], [5, 1], [7, 1], [11, 1]], 4, 1], [[[3, -1], [5, -1], [7, 1], [11, 1]], 1, 1], [[[3, 1], [5, 1], [7, -1], [11, 1]], 3, 2], [[[3, 1], [5, -1], [7, -1], [11, -1]], 4, 1], [[[3, -1], [5, 1], [7, 1], [11, -1]], 2, 2], [[[3, -1], [5, -1], [7, 1], [11, -1]], 3, 1], [[[3, -1], [5, -1], [7, -1], [11, 1]], 4, 3], [[[3, 1], [5, 1], [7, 1], [11, 1]], 2, 2], [[[3, 1], [5, -1], [7, -1], [11, 1]], 2, 2], [[[3, 1], [5, 1], [7, 1], [11, -1]], 2, 1], [[[3, -1], [5, 1], [7, -1], [11, -1]], 5, 1], [[[3, 1], [5, -1], [7, 1], [11, -1]], 3, 2], [[[3, -1], [5, 1], [7, -1], [11, 1]], 1, 1]], 'ALdims': [2, 2, 3, 1, 3, 3, 2, 4, 4, 2, 1, 5, 1, 3, 4, 1], 'Nk2': 4620, 'analytic_conductor': 9.222721433457885, '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': [1155, 1, [386, 232, 661, 211], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 185, 'dim': 41, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 13, 17], 'hecke_orbit_code': 33555587, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 4, 4, 5], 'label': '1155.2.a', 'level': 1155, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 7, 11], 'level_radical': 1155, 'mf_dim': 200, 'mf_new_dim': 41, 'num_forms': 23, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 384, 'trace_bound': 5, 'trace_display': [3, 1, 1, 1], 'traces': [41, 3, 1, 39, 1, -5, 1, 15, 41, -5, 1, 7, 14, 3, -7, 47, 2, 3, -12, 7, 1, -5, -8, -9, 41, 26, 1, 7, 14, 3, 0, 63, 1, 38, 1, 39, 6, 12, 14, -9, -6, -5, 12, 7, 1, 8, 0, 31, 41, 3, -14, 98, 6, -5, 1, 15, 20, 42, -4, -17, -2, -64, 1, 15, -2, 3, -28, -34, -24, -5, -56, 15, 10, -94, 1, -36, 1, 10, -16, -33, 41, -2, 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mf_twists_cc • Show schema
Hide schema
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id: 42593258
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915667075, 'source_is_minimal': True, 'source_label': '1155.2.a.d.1.1', 'source_level': 1155, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798915667075, 'target_is_minimal': True, 'target_label': '1155.2.a.d.1.1', 'target_level': 1155, 'twist_class_label': '1155.2.a.d.1.1', 'twist_class_level': 1155, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 42593259
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915667075, 'source_is_minimal': True, 'source_label': '1155.2.a.d.1.1', 'source_level': 1155, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594071485833, 'target_is_minimal': False, 'target_label': '3465.2.a.q.1.1', 'target_level': 3465, 'twist_class_label': '1155.2.a.d.1.1', 'twist_class_level': 1155, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 42593260
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915667075, 'source_is_minimal': True, 'source_label': '1155.2.a.d.1.1', 'source_level': 1155, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 90071992580970127, 'target_is_minimal': False, 'target_label': '5775.2.a.u.1.1', 'target_level': 5775, 'twist_class_label': '1155.2.a.d.1.1', 'twist_class_level': 1155, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 42593261
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915667075, 'source_is_minimal': True, 'source_label': '1155.2.a.d.1.1', 'source_level': 1155, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197425155989, 'target_is_minimal': False, 'target_label': '8085.2.a.h.1.1', 'target_level': 8085, 'twist_class_label': '1155.2.a.d.1.1', 'twist_class_level': 1155, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1727775
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 2}
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id: 1727776
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 3}
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id: 1727777
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 5}
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id: 1727778
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 7}
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id: 1727779
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 11}
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id: 1727780
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 13}
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id: 1727781
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 17}
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id: 1727782
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 19}
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id: 1727783
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 23}
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id: 1727784
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 29}
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id: 1727785
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 31}
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id: 1727786
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 37}
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id: 1727787
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 41}
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id: 1727788
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 43}
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id: 1727789
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 47}
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id: 1727790
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 53}
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id: 1727791
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 59}
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id: 1727792
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 61}
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id: 1727793
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 67}
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id: 1727794
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 71}
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id: 1727795
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 73}
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id: 1727796
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 79}
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id: 1727797
{'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 83}
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id: 1727798
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 89}
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id: 1727799
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798915667075, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '1155.2.a.d', 'level': 1155, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 126455000
{'hecke_orbit_code': 13510798915667075, 'n': 1, 'trace_an': 1}
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id: 126455001
{'hecke_orbit_code': 13510798915667075, 'n': 2, 'trace_an': -1}
-
id: 126455002
{'hecke_orbit_code': 13510798915667075, 'n': 3, 'trace_an': -1}
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id: 126455003
{'hecke_orbit_code': 13510798915667075, 'n': 4, 'trace_an': -1}
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id: 126455004
{'hecke_orbit_code': 13510798915667075, 'n': 5, 'trace_an': -1}
-
id: 126455005
{'hecke_orbit_code': 13510798915667075, 'n': 6, 'trace_an': 1}
-
id: 126455006
{'hecke_orbit_code': 13510798915667075, 'n': 7, 'trace_an': -1}
-
id: 126455007
{'hecke_orbit_code': 13510798915667075, 'n': 8, 'trace_an': 3}
-
id: 126455008
{'hecke_orbit_code': 13510798915667075, 'n': 9, 'trace_an': 1}
-
id: 126455009
{'hecke_orbit_code': 13510798915667075, 'n': 10, 'trace_an': 1}
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id: 126455010
{'hecke_orbit_code': 13510798915667075, 'n': 11, 'trace_an': -1}
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id: 126455011
{'hecke_orbit_code': 13510798915667075, 'n': 12, 'trace_an': 1}
-
id: 126455012
{'hecke_orbit_code': 13510798915667075, 'n': 13, 'trace_an': -2}
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id: 126455013
{'hecke_orbit_code': 13510798915667075, 'n': 14, 'trace_an': 1}
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id: 126455014
{'hecke_orbit_code': 13510798915667075, 'n': 15, 'trace_an': 1}
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id: 126455015
{'hecke_orbit_code': 13510798915667075, 'n': 16, 'trace_an': -1}
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id: 126455016
{'hecke_orbit_code': 13510798915667075, 'n': 17, 'trace_an': 6}
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id: 126455017
{'hecke_orbit_code': 13510798915667075, 'n': 18, 'trace_an': -1}
-
id: 126455018
{'hecke_orbit_code': 13510798915667075, 'n': 19, 'trace_an': 4}
-
id: 126455019
{'hecke_orbit_code': 13510798915667075, 'n': 20, 'trace_an': 1}
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id: 126455020
{'hecke_orbit_code': 13510798915667075, 'n': 21, 'trace_an': 1}
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id: 126455021
{'hecke_orbit_code': 13510798915667075, 'n': 22, 'trace_an': 1}
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id: 126455022
{'hecke_orbit_code': 13510798915667075, 'n': 23, 'trace_an': 0}
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id: 126455023
{'hecke_orbit_code': 13510798915667075, 'n': 24, 'trace_an': -3}
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id: 126455024
{'hecke_orbit_code': 13510798915667075, 'n': 25, 'trace_an': 1}
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id: 126455025
{'hecke_orbit_code': 13510798915667075, 'n': 26, 'trace_an': 2}
-
id: 126455026
{'hecke_orbit_code': 13510798915667075, 'n': 27, 'trace_an': -1}
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id: 126455027
{'hecke_orbit_code': 13510798915667075, 'n': 28, 'trace_an': 1}
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id: 126455028
{'hecke_orbit_code': 13510798915667075, 'n': 29, 'trace_an': -6}
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id: 126455029
{'hecke_orbit_code': 13510798915667075, 'n': 30, 'trace_an': -1}
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id: 126455030
{'hecke_orbit_code': 13510798915667075, 'n': 31, 'trace_an': 0}
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id: 126455031
{'hecke_orbit_code': 13510798915667075, 'n': 32, 'trace_an': -5}
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id: 126455032
{'hecke_orbit_code': 13510798915667075, 'n': 33, 'trace_an': 1}
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id: 126455033
{'hecke_orbit_code': 13510798915667075, 'n': 34, 'trace_an': -6}
-
id: 126455034
{'hecke_orbit_code': 13510798915667075, 'n': 35, 'trace_an': 1}
-
id: 126455035
{'hecke_orbit_code': 13510798915667075, 'n': 36, 'trace_an': -1}
-
id: 126455036
{'hecke_orbit_code': 13510798915667075, 'n': 37, 'trace_an': 6}
-
id: 126455037
{'hecke_orbit_code': 13510798915667075, 'n': 38, 'trace_an': -4}
-
id: 126455038
{'hecke_orbit_code': 13510798915667075, 'n': 39, 'trace_an': 2}
-
id: 126455039
{'hecke_orbit_code': 13510798915667075, 'n': 40, 'trace_an': -3}
-
id: 126455040
{'hecke_orbit_code': 13510798915667075, 'n': 41, 'trace_an': -10}
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id: 126455041
{'hecke_orbit_code': 13510798915667075, 'n': 42, 'trace_an': -1}
-
id: 126455042
{'hecke_orbit_code': 13510798915667075, 'n': 43, 'trace_an': 4}
-
id: 126455043
{'hecke_orbit_code': 13510798915667075, 'n': 44, 'trace_an': 1}
-
id: 126455044
{'hecke_orbit_code': 13510798915667075, 'n': 45, 'trace_an': -1}
-
id: 126455045
{'hecke_orbit_code': 13510798915667075, 'n': 46, 'trace_an': 0}
-
id: 126455046
{'hecke_orbit_code': 13510798915667075, 'n': 47, 'trace_an': 8}
-
id: 126455047
{'hecke_orbit_code': 13510798915667075, 'n': 48, 'trace_an': 1}
-
id: 126455048
{'hecke_orbit_code': 13510798915667075, 'n': 49, 'trace_an': 1}
-
id: 126455049
{'hecke_orbit_code': 13510798915667075, 'n': 50, 'trace_an': -1}
-
id: 126455050
{'hecke_orbit_code': 13510798915667075, 'n': 51, 'trace_an': -6}
-
id: 126455051
{'hecke_orbit_code': 13510798915667075, 'n': 52, 'trace_an': 2}
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id: 126455052
{'hecke_orbit_code': 13510798915667075, 'n': 53, 'trace_an': -6}
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id: 126455053
{'hecke_orbit_code': 13510798915667075, 'n': 54, 'trace_an': 1}
-
id: 126455054
{'hecke_orbit_code': 13510798915667075, 'n': 55, 'trace_an': 1}
-
id: 126455055
{'hecke_orbit_code': 13510798915667075, 'n': 56, 'trace_an': -3}
-
id: 126455056
{'hecke_orbit_code': 13510798915667075, 'n': 57, 'trace_an': -4}
-
id: 126455057
{'hecke_orbit_code': 13510798915667075, 'n': 58, 'trace_an': 6}
-
id: 126455058
{'hecke_orbit_code': 13510798915667075, 'n': 59, 'trace_an': -8}
-
id: 126455059
{'hecke_orbit_code': 13510798915667075, 'n': 60, 'trace_an': -1}
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id: 126455060
{'hecke_orbit_code': 13510798915667075, 'n': 61, 'trace_an': 2}
-
id: 126455061
{'hecke_orbit_code': 13510798915667075, 'n': 62, 'trace_an': 0}
-
id: 126455062
{'hecke_orbit_code': 13510798915667075, 'n': 63, 'trace_an': -1}
-
id: 126455063
{'hecke_orbit_code': 13510798915667075, 'n': 64, 'trace_an': 7}
-
id: 126455064
{'hecke_orbit_code': 13510798915667075, 'n': 65, 'trace_an': 2}
-
id: 126455065
{'hecke_orbit_code': 13510798915667075, 'n': 66, 'trace_an': -1}
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id: 126455066
{'hecke_orbit_code': 13510798915667075, 'n': 67, 'trace_an': -8}
-
id: 126455067
{'hecke_orbit_code': 13510798915667075, 'n': 68, 'trace_an': -6}
-
id: 126455068
{'hecke_orbit_code': 13510798915667075, 'n': 69, 'trace_an': 0}
-
id: 126455069
{'hecke_orbit_code': 13510798915667075, 'n': 70, 'trace_an': -1}
-
id: 126455070
{'hecke_orbit_code': 13510798915667075, 'n': 71, 'trace_an': -8}
-
id: 126455071
{'hecke_orbit_code': 13510798915667075, 'n': 72, 'trace_an': 3}
-
id: 126455072
{'hecke_orbit_code': 13510798915667075, 'n': 73, 'trace_an': -14}
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