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{'Nk2': 14880, 'analytic_conductor': 54.87177630533877, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 1], [31, -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': [930, 1, [311, 187, 871], [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': [[7, [-26, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321850786, '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': '930.4.a.c', 'level': 930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'minimal_twist': '930.4.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+3q^{3}+4q^{4}-5q^{5}+6q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '930.4.a', 'trace_display': [2, 3, -5, 26], 'trace_hash': 1557354564406260363, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.987', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [31, -1]], 6, 1], [[[2, -1], [3, 1], [5, 1], [31, -1]], 4, 1], [[[2, 1], [3, 1], [5, -1], [31, -1]], 3, 2], [[[2, -1], [3, 1], [5, 1], [31, 1]], 3, 1], [[[2, 1], [3, 1], [5, 1], [31, 1]], 4, 1], [[[2, -1], [3, 1], [5, -1], [31, 1]], 5, 1], [[[2, -1], [3, 1], [5, -1], [31, -1]], 3, 1], [[[2, 1], [3, 1], [5, -1], [31, 1]], 4, 1], [[[2, -1], [3, -1], [5, 1], [31, 1]], 5, 1], [[[2, -1], [3, -1], [5, -1], [31, 1]], 2, 1], [[[2, 1], [3, -1], [5, -1], [31, -1]], 3, 1], [[[2, 1], [3, 1], [5, 1], [31, -1]], 4, 1], [[[2, 1], [3, -1], [5, 1], [31, -1]], 5, 1], [[[2, 1], [3, -1], [5, -1], [31, 1]], 4, 1], [[[2, 1], [3, -1], [5, 1], [31, 1]], 3, 1], [[[2, -1], [3, -1], [5, 1], [31, -1]], 2, 2]], 'ALdims': [4, 4, 4, 3, 3, 5, 4, 3, 3, 4, 5, 3, 5, 2, 2, 6], 'Nk2': 14880, 'analytic_conductor': 54.87177630533877, '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': [930, 1, [311, 187, 871], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 568, 'dim': 60, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 67109794, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 5, 5, 5, 6], 'label': '930.4.a', 'level': 930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'mf_dim': 584, 'mf_new_dim': 60, 'num_forms': 18, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 768, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [60, 0, 0, 240, 0, 0, 0, 0, 540, 40, 56, 0, 0, -16, 0, 960, 256, 0, 24, 0, 0, 0, -32, 0, 1500, -304, 0, 0, -320, 0, 0, 0, 264, 480, -520, 2160, -368, 0, 0, 160, 936, 96, 544, 224, 0, -784, 640, 0, 4852, 0, 672, 0, 960, 0, 480, -64, 0, -672, -1608, 0, 704, 0, 0, 3840, 360, 0, 1144, 1024, -432, 560, 4864, 0, 1408, -528, 0, 96, 4736, 624, 5024, 0, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321850786, 'source_is_minimal': True, 'source_label': '930.4.a.c.1.1', 'source_level': 930, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321850786, 'target_is_minimal': True, 'target_label': '930.4.a.c.1.1', 'target_level': 930, 'twist_class_label': '930.4.a.c.1.1', 'twist_class_level': 930, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1503575
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 2}
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id: 1503576
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 3}
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id: 1503577
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 5}
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id: 1503578
{'charpoly_factorization': [[[-26, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 7}
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id: 1503579
{'charpoly_factorization': [[[48, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 11}
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id: 1503580
{'charpoly_factorization': [[[88, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 13}
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id: 1503581
{'charpoly_factorization': [[[54, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 17}
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id: 1503582
{'charpoly_factorization': [[[160, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 19}
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id: 1503583
{'charpoly_factorization': [[[48, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 23}
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id: 1503584
{'charpoly_factorization': [[[120, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 29}
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id: 1503585
{'charpoly_factorization': [[[-31, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 31}
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id: 1503586
{'charpoly_factorization': [[[304, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 37}
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id: 1503587
{'charpoly_factorization': [[[-162, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 41}
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id: 1503588
{'charpoly_factorization': [[[-272, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 43}
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id: 1503589
{'charpoly_factorization': [[[-96, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 47}
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id: 1503590
{'charpoly_factorization': [[[-582, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 53}
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id: 1503591
{'charpoly_factorization': [[[-30, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 59}
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id: 1503592
{'charpoly_factorization': [[[478, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 61}
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id: 1503593
{'charpoly_factorization': [[[334, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 67}
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id: 1503594
{'charpoly_factorization': [[[-1062, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 71}
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id: 1503595
{'charpoly_factorization': [[[-212, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 73}
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id: 1503596
{'charpoly_factorization': [[[640, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 79}
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id: 1503597
{'charpoly_factorization': [[[-972, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 83}
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id: 1503598
{'charpoly_factorization': [[[-120, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 89}
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id: 1503599
{'charpoly_factorization': [[[-86, 1], 1]], 'hecke_orbit_code': 9007199321850786, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '930.4.a.c', 'level': 930, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 110464000
{'hecke_orbit_code': 9007199321850786, 'n': 1, 'trace_an': 1}
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id: 110464001
{'hecke_orbit_code': 9007199321850786, 'n': 2, 'trace_an': 2}
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id: 110464002
{'hecke_orbit_code': 9007199321850786, 'n': 3, 'trace_an': 3}
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id: 110464003
{'hecke_orbit_code': 9007199321850786, 'n': 4, 'trace_an': 4}
-
id: 110464004
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{'hecke_orbit_code': 9007199321850786, 'n': 977, 'trace_an': 7686}
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id: 110464977
{'hecke_orbit_code': 9007199321850786, 'n': 978, 'trace_an': -10788}
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id: 110464978
{'hecke_orbit_code': 9007199321850786, 'n': 979, 'trace_an': -5760}
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id: 110464979
{'hecke_orbit_code': 9007199321850786, 'n': 980, 'trace_an': -6660}
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id: 110464980
{'hecke_orbit_code': 9007199321850786, 'n': 981, 'trace_an': -630}
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id: 110464981
{'hecke_orbit_code': 9007199321850786, 'n': 982, 'trace_an': -16536}
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id: 110464982
{'hecke_orbit_code': 9007199321850786, 'n': 983, 'trace_an': -35928}
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id: 110464983
{'hecke_orbit_code': 9007199321850786, 'n': 984, 'trace_an': 3888}
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id: 110464984
{'hecke_orbit_code': 9007199321850786, 'n': 985, 'trace_an': 270}
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id: 110464985
{'hecke_orbit_code': 9007199321850786, 'n': 986, 'trace_an': 12960}
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id: 110464986
{'hecke_orbit_code': 9007199321850786, 'n': 987, 'trace_an': 7488}
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id: 110464987
{'hecke_orbit_code': 9007199321850786, 'n': 988, 'trace_an': 56320}
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id: 110464988
{'hecke_orbit_code': 9007199321850786, 'n': 989, 'trace_an': -13056}
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id: 110464989
{'hecke_orbit_code': 9007199321850786, 'n': 990, 'trace_an': 4320}
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id: 110464990
{'hecke_orbit_code': 9007199321850786, 'n': 991, 'trace_an': -8968}
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id: 110464991
{'hecke_orbit_code': 9007199321850786, 'n': 992, 'trace_an': 992}
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id: 110464992
{'hecke_orbit_code': 9007199321850786, 'n': 993, 'trace_an': -28524}
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id: 110464993
{'hecke_orbit_code': 9007199321850786, 'n': 994, 'trace_an': 55224}
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id: 110464994
{'hecke_orbit_code': 9007199321850786, 'n': 995, 'trace_an': 8600}
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id: 110464995
{'hecke_orbit_code': 9007199321850786, 'n': 996, 'trace_an': 11664}
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id: 110464996
{'hecke_orbit_code': 9007199321850786, 'n': 997, 'trace_an': 34526}
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id: 110464997
{'hecke_orbit_code': 9007199321850786, 'n': 998, 'trace_an': -23720}
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id: 110464998
{'hecke_orbit_code': 9007199321850786, 'n': 999, 'trace_an': -8208}
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id: 110464999
{'hecke_orbit_code': 9007199321850786, 'n': 1000, 'trace_an': -1000}