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{'Nk2': 33880, 'analytic_conductor': 67.63329051202449, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [8470, 1, [6777, 6051, 7141], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 5, 'field_disc_factorization': [[5, 1]], 'field_poly': [-1, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 10, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-1, 1, 1]], [13, [4, 6, 1]], [17, [-1, 1, 1]], [19, [1, 3, 1]]], 'hecke_orbit': 37, 'hecke_orbit_code': 162129586618900758, 'hecke_ring_generator_nbound': 3, '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': '8470.2.a.bk', 'level': 8470, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7, 11], 'level_radical': 770, 'minimal_twist': '770.2.n.c', 'nf_label': '2.2.5.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}-\\beta q^{3}+q^{4}-q^{5}+\\beta q^{6}+q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8470.2.a', 'trace_display': [-2, -1, -2, 2], 'trace_hash': 856610170644346714, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.106', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.949', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.365', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.666', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.888', 'prec': 17}, {'__RealLiteral__': 0, 'data': '66.941', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, 'traces': [2, -2, -1, 2, -2, 1, 2, -2, -3, 2, 0, -1, -6, -2, 1, 2, -1, 3, -3, -2, -1, 0, -8, 1, 2, 6, 2, 2, 8, -1, 0, -2, 0, 1, -2, -3, 6, 3, -2, 2, 15, 1, -7, 0, 3, 8, -18, -1, 2, -2, -2, -6, -4, -2, 0, -2, 4, -8, -5, 1, -16, 0, -3, 2, 6, 0, -1, -1, -6, 2, -4, 3, -7, -6, -1, -3, 0, 2, -10, -2, -2, -15, 11, -1, 1, 7, -4, 0, 13, -3, -6, -8, -10, 18, 3, 1, 3, -2, 0, 2, 30, 2, 14, 6, 1, 4, 5, 2, -2, 0, 12, 2, 3, -4, 8, 8, 14, 5, -1, -1, 0, 16, -5, 0, -2, 3, 6, -2, 1, -6, 23, 0, -3, 1, -2, 1, -19, 6, -12, -2, 14, 4, 0, -3, -8, 7, -1, 6, -2, 1, 18, 3, 4, 0, 0, -2, 10, 10, -8, 2, -8, 2, -43, 15, 0, -11, 20, 1, 2, -1, 2, -7, 14, 4, 2, 0, 0, -13, -23, 3, -6, 6, 8, 8, -6, 10, 0, -18, 2, -3, -4, -1, -16, -3, 2, 2, 16, 0, 2, -2, -12, -30, 8, -2, -15, -14, 22, -6, 0, -1, 45, -4, 12, -5, 7, -2, 0, 2, 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{'AL_dims': [[[[2, -1], [5, -1], [7, -1], [11, -1]], 10, 6], [[[2, 1], [5, -1], [7, 1], [11, 1]], 13, 3], [[[2, -1], [5, 1], [7, 1], [11, 1]], 17, 4], [[[2, -1], [5, -1], [7, 1], [11, 1]], 12, 3], [[[2, 1], [5, -1], [7, -1], [11, -1]], 15, 6], [[[2, 1], [5, 1], [7, -1], [11, -1]], 15, 6], [[[2, -1], [5, 1], [7, 1], [11, -1]], 10, 7], [[[2, -1], [5, -1], [7, 1], [11, -1]], 15, 7], [[[2, -1], [5, -1], [7, -1], [11, 1]], 17, 4], [[[2, 1], [5, -1], [7, 1], [11, -1]], 15, 7], [[[2, 1], [5, 1], [7, 1], [11, -1]], 15, 7], [[[2, 1], [5, 1], [7, 1], [11, 1]], 12, 6], [[[2, -1], [5, 1], [7, -1], [11, -1]], 15, 7], [[[2, -1], [5, 1], [7, -1], [11, 1]], 12, 5], [[[2, 1], [5, 1], [7, -1], [11, 1]], 13, 5], [[[2, 1], [5, -1], [7, -1], [11, 1]], 12, 3]], 'ALdims': [12, 15, 13, 15, 13, 15, 12, 15, 17, 10, 12, 15, 12, 15, 17, 10], 'Nk2': 33880, 'analytic_conductor': 67.63329051202449, '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': [8470, 1, [6777, 6051, 7141], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1537, 'dim': 218, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13, 17, 19], 'hecke_orbit_code': 33562902, '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, 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, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 8, 8], 'label': '8470.2.a', 'level': 8470, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7, 11], 'level_radical': 770, 'mf_dim': 1632, 'mf_new_dim': 218, 'num_forms': 86, 'plus_dim': 98, 'prim_orbit_index': 1, 'relative_dim': 218, 'sturm_bound': 3168, 'trace_bound': 13, 'trace_display': [-2, -4, 0, 0], 'traces': [218, -2, -4, 218, 0, -4, 0, -2, 210, 0, 0, -4, -8, 0, -4, 218, -4, -10, -4, 0, 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mf_twists_cc • Show schema
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id: 48876729
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 162129586618900758, 'source_is_minimal': False, 'source_label': '8470.2.a.bk.1.1', 'source_level': 8470, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 162129586618900758, 'target_is_minimal': False, 'target_label': '8470.2.a.bk.1.1', 'target_level': 8470, 'twist_class_label': '770.2.n.c.421.1', 'twist_class_level': 770, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48876730
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 162129586618900758, 'source_is_minimal': False, 'source_label': '8470.2.a.bk.1.1', 'source_level': 8470, 'target_conrey_index': 421, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008092641493762, 'target_is_minimal': True, 'target_label': '770.2.n.c.421.1', 'target_level': 770, 'twist_class_label': '770.2.n.c.421.1', 'twist_class_level': 770, 'twisting_char_label': '11.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 48876731
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 162129586618900758, 'source_is_minimal': False, 'source_label': '8470.2.a.bk.1.1', 'source_level': 8470, 'target_conrey_index': 631, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008092641493762, 'target_is_minimal': True, 'target_label': '770.2.n.c.631.1', 'target_level': 770, 'twist_class_label': '770.2.n.c.421.1', 'twist_class_level': 770, 'twisting_char_label': '11.9', 'twisting_conrey_index': 9, 'weight': 2}
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id: 48876732
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 162129586618900758, 'source_is_minimal': False, 'source_label': '8470.2.a.bk.1.1', 'source_level': 8470, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 220676381774717206, 'target_is_minimal': False, 'target_label': '8470.2.a.bx.1.1', 'target_level': 8470, 'twist_class_label': '770.2.n.c.421.1', 'twist_class_level': 770, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4755450
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 162129586618900758, 'p': 2}
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id: 4755451
{'charpoly_factorization': [[[-1, 1, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 3}
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id: 4755452
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 162129586618900758, 'p': 5}
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id: 4755453
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 162129586618900758, 'p': 7}
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id: 4755454
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 162129586618900758, 'p': 11}
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id: 4755455
{'charpoly_factorization': [[[4, 6, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 13}
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id: 4755456
{'charpoly_factorization': [[[-1, 1, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 17}
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id: 4755457
{'charpoly_factorization': [[[1, 3, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 19}
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id: 4755458
{'charpoly_factorization': [[[-4, 8, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 23}
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id: 4755459
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 162129586618900758, 'p': 29}
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id: 4755460
{'charpoly_factorization': [[[-20, 0, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 31}
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id: 4755461
{'charpoly_factorization': [[[-36, -6, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 37}
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id: 4755462
{'charpoly_factorization': [[[55, -15, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 41}
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id: 4755463
{'charpoly_factorization': [[[11, 7, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 43}
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id: 4755464
{'charpoly_factorization': [[[76, 18, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 47}
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id: 4755465
{'charpoly_factorization': [[[-16, 4, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 53}
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id: 4755466
{'charpoly_factorization': [[[5, 5, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 59}
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id: 4755467
{'charpoly_factorization': [[[8, 1], 2]], 'hecke_orbit_code': 162129586618900758, 'p': 61}
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id: 4755468
{'charpoly_factorization': [[[-31, 1, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 67}
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id: 4755469
{'charpoly_factorization': [[[-16, 4, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 71}
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id: 4755470
{'charpoly_factorization': [[[-49, 7, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 73}
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id: 4755471
{'charpoly_factorization': [[[-20, 10, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 79}
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id: 4755472
{'charpoly_factorization': [[[-1, -11, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 83}
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id: 4755473
{'charpoly_factorization': [[[31, -13, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 89}
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id: 4755474
{'charpoly_factorization': [[[-149, -3, 1], 1]], 'hecke_orbit_code': 162129586618900758, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 37, 'label': '8470.2.a.bk', 'level': 8470, 'portrait': 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', 'weight': 2}
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id: 271342000
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{'hecke_orbit_code': 162129586618900758, 'n': 979, 'trace_an': 0}
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id: 271342979
{'hecke_orbit_code': 162129586618900758, 'n': 980, 'trace_an': -2}
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id: 271342980
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id: 271342981
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id: 271342982
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id: 271342983
{'hecke_orbit_code': 162129586618900758, 'n': 984, 'trace_an': 5}
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id: 271342984
{'hecke_orbit_code': 162129586618900758, 'n': 985, 'trace_an': -16}
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id: 271342985
{'hecke_orbit_code': 162129586618900758, 'n': 986, 'trace_an': 4}
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id: 271342986
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id: 271342987
{'hecke_orbit_code': 162129586618900758, 'n': 988, 'trace_an': 4}
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id: 271342988
{'hecke_orbit_code': 162129586618900758, 'n': 989, 'trace_an': 38}
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id: 271342989
{'hecke_orbit_code': 162129586618900758, 'n': 990, 'trace_an': 0}
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id: 271342990
{'hecke_orbit_code': 162129586618900758, 'n': 991, 'trace_an': -118}
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id: 271342991
{'hecke_orbit_code': 162129586618900758, 'n': 992, 'trace_an': 0}
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id: 271342992
{'hecke_orbit_code': 162129586618900758, 'n': 993, 'trace_an': 13}
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id: 271342993
{'hecke_orbit_code': 162129586618900758, 'n': 994, 'trace_an': 4}
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id: 271342994
{'hecke_orbit_code': 162129586618900758, 'n': 995, 'trace_an': -2}
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id: 271342995
{'hecke_orbit_code': 162129586618900758, 'n': 996, 'trace_an': 7}
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id: 271342996
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id: 271342997
{'hecke_orbit_code': 162129586618900758, 'n': 998, 'trace_an': 1}
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id: 271342998
{'hecke_orbit_code': 162129586618900758, 'n': 999, 'trace_an': -54}
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id: 271342999
{'hecke_orbit_code': 162129586618900758, 'n': 1000, 'trace_an': 2}