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mf_newforms • Show schema
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{'Nk2': 648, 'analytic_conductor': 2.8869087566336513, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [18, 3, [11], [2]], 'cm_discs': [], 'conrey_index': 7, 'conrey_indexes': [7, 13], 'dim': 4, 'field_disc': 576, 'field_disc_factorization': [[2, 6], [3, 2]], 'field_poly': [4, 0, -2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [18225, -7290, 3051, 54, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137539616786, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 108, 'hecke_ring_index_factorization': [[2, 2], [3, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '18.6.c.a', 'level': 18, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '18.6.c.a', 'nf_label': '4.0.576.1', 'prim_orbit_index': 3, 'qexp_display': 'q+4\\beta _{1}q^{2}+(-3+6\\beta _{1}+\\beta _{3})q^{3}+(-2^{4}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.6.c', 'trace_display': [8, 0, -54, 74], 'trace_hash': 815064300824104736, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '58.658', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1447.677', 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
Hide schema
{'Nk2': 648, 'analytic_conductor': 2.8869087566336513, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [18, 3, [11], [2]], 'conrey_index': 7, 'cusp_dim': 26, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137539616786, 'hecke_orbit_dims': [4, 6], 'label': '18.6.c', 'level': 18, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 34, 'mf_new_dim': 10, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 5, 'sturm_bound': 18, 'trace_bound': 1, 'trace_display': [-4, 9, -108, -58], 'traces': [10, -4, 9, -80, -108, -84, -58, 128, 579, 0, -393, -384, 362, -824, 2664, -1280, 3882, 2568, -1018, -1728, -11310, -948, -8706, 576, 181, 14800, 18144, 1856, -9042, -7488, -3892, -1024, -405, -3828, 432, -7440, 30344, -11084, -30432, 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mf_twists_cc • Show schema
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id: 1547627
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616786, 'source_is_minimal': True, 'source_label': '18.6.c.a.13.1', 'source_level': 18, 'target_conrey_index': 13, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616786, 'target_is_minimal': True, 'target_label': '18.6.c.a.13.1', 'target_level': 18, 'twist_class_label': '18.6.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 1547628
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616786, 'source_is_minimal': True, 'source_label': '18.6.c.a.13.1', 'source_level': 18, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137539616822, 'target_is_minimal': False, 'target_label': '54.6.c.a.37.2', 'target_level': 54, 'twist_class_label': '18.6.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 1547629
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616786, 'source_is_minimal': True, 'source_label': '18.6.c.a.13.1', 'source_level': 18, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 549856477328, 'target_is_minimal': False, 'target_label': '144.6.i.a.49.2', 'target_level': 144, 'twist_class_label': '18.6.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 1547630
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616786, 'source_is_minimal': True, 'source_label': '18.6.c.a.13.1', 'source_level': 18, 'target_conrey_index': 19, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137539616822, 'target_is_minimal': False, 'target_label': '54.6.c.a.19.2', 'target_level': 54, 'twist_class_label': '18.6.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 1547631
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616786, 'source_is_minimal': True, 'source_label': '18.6.c.a.13.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398610145442, 'target_is_minimal': False, 'target_label': '162.6.a.e.1.2', 'target_level': 162, 'twist_class_label': '18.6.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 6}
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id: 1547632
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616786, 'source_is_minimal': True, 'source_label': '18.6.c.a.13.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237515938, 'target_is_minimal': False, 'target_label': '162.6.a.f.1.1', 'target_level': 162, 'twist_class_label': '18.6.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 1547633
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616786, 'source_is_minimal': True, 'source_label': '18.6.c.a.13.1', 'source_level': 18, 'target_conrey_index': 7, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616786, 'target_is_minimal': True, 'target_label': '18.6.c.a.7.1', 'target_level': 18, 'twist_class_label': '18.6.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 6}
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id: 1547634
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616786, 'source_is_minimal': True, 'source_label': '18.6.c.a.13.1', 'source_level': 18, 'target_conrey_index': 145, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 549856477616, 'target_is_minimal': False, 'target_label': '432.6.i.a.145.2', 'target_level': 432, 'twist_class_label': '18.6.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
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id: 1547635
{'conductor': 36, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616786, 'source_is_minimal': True, 'source_label': '18.6.c.a.13.1', 'source_level': 18, 'target_conrey_index': 97, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 549856477328, 'target_is_minimal': False, 'target_label': '144.6.i.a.97.2', 'target_level': 144, 'twist_class_label': '18.6.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '36.7', 'twisting_conrey_index': 7, 'weight': 6}
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id: 1547636
{'conductor': 36, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616786, 'source_is_minimal': True, 'source_label': '18.6.c.a.13.1', 'source_level': 18, 'target_conrey_index': 289, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 549856477616, 'target_is_minimal': False, 'target_label': '432.6.i.a.289.2', 'target_level': 432, 'twist_class_label': '18.6.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '36.11', 'twisting_conrey_index': 11, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 70850
{'charpoly_factorization': [[[16, -4, 1], 2]], 'hecke_orbit_code': 137539616786, 'p': 2}
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id: 70851
{'charpoly_factorization': [[[59049, 0, -378, 0, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 3}
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id: 70852
{'charpoly_factorization': [[[18225, -7290, 3051, 54, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 5}
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id: 70853
{'charpoly_factorization': [[[1329409, -85322, 4323, -74, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 7}
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id: 70854
{'charpoly_factorization': [[[158294966769, -31033314, 403947, 78, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 11}
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id: 70855
{'charpoly_factorization': [[[48140309281, -242666354, 1003827, -1106, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 13}
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id: 70856
{'charpoly_factorization': [[[-1848060, -492, 1], 2]], 'hecke_orbit_code': 137539616786, 'p': 17}
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id: 70857
{'charpoly_factorization': [[[-2648816, 1640, 1], 2]], 'hecke_orbit_code': 137539616786, 'p': 19}
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id: 70858
{'charpoly_factorization': [[[56736462234321, 41714215218, 23137083, 5538, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 23}
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id: 70859
{'charpoly_factorization': [[[220517585649, 1828595142, 14693643, 3894, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 29}
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id: 70860
{'charpoly_factorization': [[[1246635020982961, 166581818242, 57567243, -4718, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 31}
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id: 70861
{'charpoly_factorization': [[[-141621212, 4796, 1], 2]], 'hecke_orbit_code': 137539616786, 'p': 37}
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id: 70862
{'charpoly_factorization': [[[3468502411484049, -904258368522, 176851323, -15354, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 41}
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id: 70863
{'charpoly_factorization': [[[64777181238422689, -8362808427386, 825134547, -32858, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 43}
-
id: 70864
{'charpoly_factorization': [[[20244541158255969, -3550537792602, 480418803, -24954, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 47}
-
id: 70865
{'charpoly_factorization': [[[59839812, 16332, 1], 2]], 'hecke_orbit_code': 137539616786, 'p': 53}
-
id: 70866
{'charpoly_factorization': [[[9946981062109809, -2190769191198, 382770603, -21966, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 59}
-
id: 70867
{'charpoly_factorization': [[[11224851354865201, 323139566950, 115249899, -3050, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 61}
-
id: 70868
{'charpoly_factorization': [[[70403413125052225, 9753235942570, 1616486979, -36758, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 67}
-
id: 70869
{'charpoly_factorization': [[[665096112, 73848, 1], 2]], 'hecke_orbit_code': 137539616786, 'p': 71}
-
id: 70870
{'charpoly_factorization': [[[491562436, 51188, 1], 2]], 'hecke_orbit_code': 137539616786, 'p': 73}
-
id: 70871
{'charpoly_factorization': [[[2732259009130225, -780197169890, 275056491, 14926, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 79}
-
id: 70872
{'charpoly_factorization': [[[4222069959871858689, -186494818454154, 6182973027, -90762, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 83}
-
id: 70873
{'charpoly_factorization': [[[-7978887036, 9300, 1], 2]], 'hecke_orbit_code': 137539616786, 'p': 89}
-
id: 70874
{'charpoly_factorization': [[[82919739653624799025, -275566608895610, 10021816299, 30262, 1], 1]], 'hecke_orbit_code': 137539616786, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '18.6.c.a', 'level': 18, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 23348000
{'hecke_orbit_code': 137539616786, 'n': 1, 'trace_an': 4}
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id: 23348001
{'hecke_orbit_code': 137539616786, 'n': 2, 'trace_an': 8}
-
id: 23348002
{'hecke_orbit_code': 137539616786, 'n': 3, 'trace_an': 0}
-
id: 23348003
{'hecke_orbit_code': 137539616786, 'n': 4, 'trace_an': -32}
-
id: 23348004
{'hecke_orbit_code': 137539616786, 'n': 5, 'trace_an': -54}
-
id: 23348005
{'hecke_orbit_code': 137539616786, 'n': 6, 'trace_an': -72}
-
id: 23348006
{'hecke_orbit_code': 137539616786, 'n': 7, 'trace_an': 74}
-
id: 23348007
{'hecke_orbit_code': 137539616786, 'n': 8, 'trace_an': -256}
-
id: 23348008
{'hecke_orbit_code': 137539616786, 'n': 9, 'trace_an': 756}
-
id: 23348009
{'hecke_orbit_code': 137539616786, 'n': 10, 'trace_an': -432}
-
id: 23348010
{'hecke_orbit_code': 137539616786, 'n': 11, 'trace_an': -78}
-
id: 23348011
{'hecke_orbit_code': 137539616786, 'n': 12, 'trace_an': -288}
-
id: 23348012
{'hecke_orbit_code': 137539616786, 'n': 13, 'trace_an': 1106}
-
id: 23348013
{'hecke_orbit_code': 137539616786, 'n': 14, 'trace_an': -296}
-
id: 23348014
{'hecke_orbit_code': 137539616786, 'n': 15, 'trace_an': 378}
-
id: 23348015
{'hecke_orbit_code': 137539616786, 'n': 16, 'trace_an': -512}
-
id: 23348016
{'hecke_orbit_code': 137539616786, 'n': 17, 'trace_an': 984}
-
id: 23348017
{'hecke_orbit_code': 137539616786, 'n': 18, 'trace_an': 1512}
-
id: 23348018
{'hecke_orbit_code': 137539616786, 'n': 19, 'trace_an': -3280}
-
id: 23348019
{'hecke_orbit_code': 137539616786, 'n': 20, 'trace_an': -864}
-
id: 23348020
{'hecke_orbit_code': 137539616786, 'n': 21, 'trace_an': -234}
-
id: 23348021
{'hecke_orbit_code': 137539616786, 'n': 22, 'trace_an': 312}
-
id: 23348022
{'hecke_orbit_code': 137539616786, 'n': 23, 'trace_an': -5538}
-
id: 23348023
{'hecke_orbit_code': 137539616786, 'n': 24, 'trace_an': 0}
-
id: 23348024
{'hecke_orbit_code': 137539616786, 'n': 25, 'trace_an': 3064}
-
id: 23348025
{'hecke_orbit_code': 137539616786, 'n': 26, 'trace_an': 8848}
-
id: 23348026
{'hecke_orbit_code': 137539616786, 'n': 27, 'trace_an': 0}
-
id: 23348027
{'hecke_orbit_code': 137539616786, 'n': 28, 'trace_an': -2368}
-
id: 23348028
{'hecke_orbit_code': 137539616786, 'n': 29, 'trace_an': -3894}
-
id: 23348029
{'hecke_orbit_code': 137539616786, 'n': 30, 'trace_an': 6912}
-
id: 23348030
{'hecke_orbit_code': 137539616786, 'n': 31, 'trace_an': 4718}
-
id: 23348031
{'hecke_orbit_code': 137539616786, 'n': 32, 'trace_an': 2048}
-
id: 23348032
{'hecke_orbit_code': 137539616786, 'n': 33, 'trace_an': -17874}
-
id: 23348033
{'hecke_orbit_code': 137539616786, 'n': 34, 'trace_an': 1968}
-
id: 23348034
{'hecke_orbit_code': 137539616786, 'n': 35, 'trace_an': -2268}
-
id: 23348035
{'hecke_orbit_code': 137539616786, 'n': 36, 'trace_an': -6048}
-
id: 23348036
{'hecke_orbit_code': 137539616786, 'n': 37, 'trace_an': -9592}
-
id: 23348037
{'hecke_orbit_code': 137539616786, 'n': 38, 'trace_an': -6560}
-
id: 23348038
{'hecke_orbit_code': 137539616786, 'n': 39, 'trace_an': 18594}
-
id: 23348039
{'hecke_orbit_code': 137539616786, 'n': 40, 'trace_an': 3456}
-
id: 23348040
{'hecke_orbit_code': 137539616786, 'n': 41, 'trace_an': 15354}
-
id: 23348041
{'hecke_orbit_code': 137539616786, 'n': 42, 'trace_an': -4392}
-
id: 23348042
{'hecke_orbit_code': 137539616786, 'n': 43, 'trace_an': 32858}
-
id: 23348043
{'hecke_orbit_code': 137539616786, 'n': 44, 'trace_an': 2496}
-
id: 23348044
{'hecke_orbit_code': 137539616786, 'n': 45, 'trace_an': 5346}
-
id: 23348045
{'hecke_orbit_code': 137539616786, 'n': 46, 'trace_an': -44304}
-
id: 23348046
{'hecke_orbit_code': 137539616786, 'n': 47, 'trace_an': 24954}
-
id: 23348047
{'hecke_orbit_code': 137539616786, 'n': 48, 'trace_an': 4608}
-
id: 23348048
{'hecke_orbit_code': 137539616786, 'n': 49, 'trace_an': 30444}
-
id: 23348049
{'hecke_orbit_code': 137539616786, 'n': 50, 'trace_an': -12256}
-
id: 23348050
{'hecke_orbit_code': 137539616786, 'n': 51, 'trace_an': -81216}
-
id: 23348051
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