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{'Nk2': 31752, 'analytic_conductor': 141.45852907504892, 'analytic_rank': 1, '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, '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, [-76, 1]], [11, [650, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396746998642, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '882.6.a.j', 'level': 882, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.6.a.e', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+2^{4}q^{4}+76q^{5}-2^{6}q^{8}-304q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '882.6.a', 'trace_display': [-4, 0, 76, 0], 'trace_hash': 385399450138609859, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 40532396746998642, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '882.6.a.j', 'level': 882, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'ALdims': [9, 8, 13, 13, 9, 8, 11, 14], 'Nk2': 31752, 'analytic_conductor': 141.45852907504892, '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': 808, 'dim': 85, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100664178, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 6, 6], 'label': '882.6.a', 'level': 882, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 872, 'mf_new_dim': 85, 'num_forms': 50, 'plus_dim': 41, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 1008, 'trace_bound': 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0, 36474240, -24091976, 0, -64378944, 0, 0, 3063912, -93266424, 0, 37111596, -19083264, 0, 7472256, 91950120, 0, -36989172, -4693728, 0, 0, 230600984, 0, 81327792, -6291688, 0, 86852736, 0, 0, -9331560, 10567680, 0, 15550128, -36483168, 0, -372164522, -78360864, 0, -16922624, -936522, 0, 0, 65767776, 0, -2853624, 219865016, 0, -231398718, 0, 0, 44481280, -22522368, 0, -174928800, 22411776, 0, 18006112, -114605100, 0, -52275328, -66112184, 0, 0, 25991146, 0, -77422272, 68578176, 0, 5461872, 0, 0, -328316939, 20705504, 0, 35199840, 80875968, 0, 55794976, -24342336, 0, -40922848, 50339178, 0, 0, -198732928, 0, -11246592, 77226414, 0, 351415536, 0, 0, 95209488, -95658276, 0, 22915872, -36832560, 0, -54406528, -190711232, 0, -44463160, -10735616, 0, 0, 351794640, 0, 66119508, -179029232, 0, -71740416], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 554823
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '882.6.a.j', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '42.6.a.e', 'target_level': 42, 'twist_class_label': '42.6.a.e', 'twist_class_level': 42, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 554824
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '882.6.a.j', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '126.6.a.a', 'target_level': 126, 'twist_class_label': '42.6.a.e', 'twist_class_level': 42, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 554825
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '882.6.a.j', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '294.6.a.k', 'target_level': 294, 'twist_class_label': '42.6.a.e', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 554826
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '882.6.a.j', 'source_level': 882, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '294.6.e.c', 'target_level': 294, 'twist_class_label': '42.6.a.e', 'twist_class_level': 42, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 554827
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '882.6.a.j', 'source_level': 882, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '294.6.e.d', 'target_level': 294, 'twist_class_label': '42.6.a.e', 'twist_class_level': 42, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 554828
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '882.6.a.j', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '336.6.a.q', 'target_level': 336, 'twist_class_label': '42.6.a.e', 'twist_class_level': 42, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 554829
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '882.6.a.j', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '882.6.a.j', 'target_level': 882, 'twist_class_label': '42.6.a.e', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 554830
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '882.6.a.j', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1008.6.a.d', 'target_level': 1008, 'twist_class_label': '42.6.a.e', 'twist_class_level': 42, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 554831
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '882.6.a.j', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1050.6.a.f', 'target_level': 1050, 'twist_class_label': '42.6.a.e', 'twist_class_level': 42, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 554832
{'conductor': 105, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '882.6.a.j', 'source_level': 882, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '1050.6.g.h', 'target_level': 1050, 'twist_class_label': '42.6.a.e', 'twist_class_level': 42, 'twisting_char_label': '105.k', 'twisting_char_orbit': 11, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1377875
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 2}
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id: 1377876
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 3}
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id: 1377877
{'charpoly_factorization': [[[-76, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 5}
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id: 1377878
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 7}
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id: 1377879
{'charpoly_factorization': [[[650, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 11}
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id: 1377880
{'charpoly_factorization': [[[762, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 13}
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id: 1377881
{'charpoly_factorization': [[[556, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 17}
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id: 1377882
{'charpoly_factorization': [[[-2452, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 19}
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id: 1377883
{'charpoly_factorization': [[[-2950, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 23}
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id: 1377884
{'charpoly_factorization': [[[-674, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 29}
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id: 1377885
{'charpoly_factorization': [[[-3024, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 31}
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id: 1377886
{'charpoly_factorization': [[[-7730, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 37}
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id: 1377887
{'charpoly_factorization': [[[17016, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 41}
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id: 1377888
{'charpoly_factorization': [[[-21836, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 43}
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id: 1377889
{'charpoly_factorization': [[[23940, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 47}
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id: 1377890
{'charpoly_factorization': [[[15594, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 53}
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id: 1377891
{'charpoly_factorization': [[[-5608, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 59}
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id: 1377892
{'charpoly_factorization': [[[150, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 61}
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id: 1377893
{'charpoly_factorization': [[[43784, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 67}
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id: 1377894
{'charpoly_factorization': [[[-39178, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 71}
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id: 1377895
{'charpoly_factorization': [[[-23570, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 73}
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id: 1377896
{'charpoly_factorization': [[[17892, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 79}
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id: 1377897
{'charpoly_factorization': [[[-38972, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 83}
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id: 1377898
{'charpoly_factorization': [[[-6024, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 89}
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id: 1377899
{'charpoly_factorization': [[[108430, 1], 1]], 'hecke_orbit_code': 40532396746998642, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '882.6.a.j', 'level': 882, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 53681005
{'hecke_orbit_code': 40532396746998642, 'n': 1, 'trace_an': 1}
-
id: 53681006
{'hecke_orbit_code': 40532396746998642, 'n': 2, 'trace_an': -4}
-
id: 53681007
{'hecke_orbit_code': 40532396746998642, 'n': 3, 'trace_an': 0}
-
id: 53681008
{'hecke_orbit_code': 40532396746998642, 'n': 4, 'trace_an': 16}
-
id: 53681009
{'hecke_orbit_code': 40532396746998642, 'n': 5, 'trace_an': 76}
-
id: 53681010
{'hecke_orbit_code': 40532396746998642, 'n': 6, 'trace_an': 0}
-
id: 53681011
{'hecke_orbit_code': 40532396746998642, 'n': 7, 'trace_an': 0}
-
id: 53681012
{'hecke_orbit_code': 40532396746998642, 'n': 8, 'trace_an': -64}
-
id: 53681013
{'hecke_orbit_code': 40532396746998642, 'n': 9, 'trace_an': 0}
-
id: 53681014
{'hecke_orbit_code': 40532396746998642, 'n': 10, 'trace_an': -304}
-
id: 53681015
{'hecke_orbit_code': 40532396746998642, 'n': 11, 'trace_an': -650}
-
id: 53681016
{'hecke_orbit_code': 40532396746998642, 'n': 12, 'trace_an': 0}
-
id: 53681017
{'hecke_orbit_code': 40532396746998642, 'n': 13, 'trace_an': -762}
-
id: 53681018
{'hecke_orbit_code': 40532396746998642, 'n': 14, 'trace_an': 0}
-
id: 53681019
{'hecke_orbit_code': 40532396746998642, 'n': 15, 'trace_an': 0}
-
id: 53681020
{'hecke_orbit_code': 40532396746998642, 'n': 16, 'trace_an': 256}
-
id: 53681021
{'hecke_orbit_code': 40532396746998642, 'n': 17, 'trace_an': -556}
-
id: 53681022
{'hecke_orbit_code': 40532396746998642, 'n': 18, 'trace_an': 0}
-
id: 53681023
{'hecke_orbit_code': 40532396746998642, 'n': 19, 'trace_an': 2452}
-
id: 53681024
{'hecke_orbit_code': 40532396746998642, 'n': 20, 'trace_an': 1216}
-
id: 53681025
{'hecke_orbit_code': 40532396746998642, 'n': 21, 'trace_an': 0}
-
id: 53681026
{'hecke_orbit_code': 40532396746998642, 'n': 22, 'trace_an': 2600}
-
id: 53681027
{'hecke_orbit_code': 40532396746998642, 'n': 23, 'trace_an': 2950}
-
id: 53681028
{'hecke_orbit_code': 40532396746998642, 'n': 24, 'trace_an': 0}
-
id: 53681029
{'hecke_orbit_code': 40532396746998642, 'n': 25, 'trace_an': 2651}
-
id: 53681030
{'hecke_orbit_code': 40532396746998642, 'n': 26, 'trace_an': 3048}
-
id: 53681031
{'hecke_orbit_code': 40532396746998642, 'n': 27, 'trace_an': 0}
-
id: 53681032
{'hecke_orbit_code': 40532396746998642, 'n': 28, 'trace_an': 0}
-
id: 53681033
{'hecke_orbit_code': 40532396746998642, 'n': 29, 'trace_an': 674}
-
id: 53681034
{'hecke_orbit_code': 40532396746998642, 'n': 30, 'trace_an': 0}
-
id: 53681035
{'hecke_orbit_code': 40532396746998642, 'n': 31, 'trace_an': 3024}
-
id: 53681036
{'hecke_orbit_code': 40532396746998642, 'n': 32, 'trace_an': -1024}
-
id: 53681037
{'hecke_orbit_code': 40532396746998642, 'n': 33, 'trace_an': 0}
-
id: 53681038
{'hecke_orbit_code': 40532396746998642, 'n': 34, 'trace_an': 2224}
-
id: 53681039
{'hecke_orbit_code': 40532396746998642, 'n': 35, 'trace_an': 0}
-
id: 53681040
{'hecke_orbit_code': 40532396746998642, 'n': 36, 'trace_an': 0}
-
id: 53681041
{'hecke_orbit_code': 40532396746998642, 'n': 37, 'trace_an': 7730}
-
id: 53681042
{'hecke_orbit_code': 40532396746998642, 'n': 38, 'trace_an': -9808}
-
id: 53681043
{'hecke_orbit_code': 40532396746998642, 'n': 39, 'trace_an': 0}
-
id: 53681044
{'hecke_orbit_code': 40532396746998642, 'n': 40, 'trace_an': -4864}
-
id: 53681045
{'hecke_orbit_code': 40532396746998642, 'n': 41, 'trace_an': -17016}
-
id: 53681046
{'hecke_orbit_code': 40532396746998642, 'n': 42, 'trace_an': 0}
-
id: 53681047
{'hecke_orbit_code': 40532396746998642, 'n': 43, 'trace_an': 21836}
-
id: 53681048
{'hecke_orbit_code': 40532396746998642, 'n': 44, 'trace_an': -10400}
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