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{'Nk2': 33880, 'analytic_conductor': 67.63329051202449, 'analytic_rank': 1, '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': 4, 'field_disc': 2304, 'field_disc_factorization': [[2, 8], [3, 2]], 'field_poly': [1, 0, -4, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 24, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-1, 2, 1]], [13, [-23, 48, -22, 0, 1]], [17, [-2, -4, 1]], [19, [-167, -60, 26, 12, 1]]], 'hecke_orbit': 70, 'hecke_orbit_code': 310748374322127126, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '8470.2.a.cr', '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': '8470.2.a.cp', 'nf_label': '4.4.2304.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+(-1+\\beta _{2})q^{3}+q^{4}+q^{5}+(-1+\\cdots)q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8470.2.a', 'trace_display': [4, -4, 4, -4], 'trace_hash': 1532044235019991621, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.793', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '37.786', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '568.831', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.034', 'prec': 17}, 'traces': [4, 4, -4, 4, 4, -4, -4, 4, 0, 4, 0, -4, 0, -4, -4, 4, 8, 0, -12, 4, 4, 0, -8, -4, 4, 0, -4, -4, -8, -4, 0, 4, 0, 8, -4, 0, -16, -12, 8, 4, 8, 4, -8, 0, 0, -8, -16, -4, 4, 4, -8, 0, 0, -4, 0, -4, -4, -8, -8, -4, -8, 0, 0, 4, 0, 0, 0, 8, -8, -4, -8, 0, 8, -16, -4, -12, 0, 8, -24, 4, -4, 8, 8, 4, 8, -8, 16, 0, 0, 0, 0, -8, 16, -16, -12, -4, -8, 4, 0, 4, 12, -8, -40, 0, 4, 0, 8, -4, 0, 0, 24, -4, -40, -4, -8, -8, -16, -8, -8, -4, 0, -8, -32, 0, 4, 0, 20, 4, 32, 0, 4, 0, 12, 0, -4, 8, -32, -8, -36, -4, 24, -8, 0, 0, -8, 8, -4, -16, 16, -4, -16, -12, 0, 0, 0, 8, -12, -24, -8, 4, 8, -4, -48, 8, 0, 8, -32, 4, -8, 8, 32, -8, 8, 16, -4, 0, -16, 0, -40, 0, 8, 0, -8, -8, -16, 16, 0, -16, 4, -12, -52, -4, 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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: 49131002
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 310748374322127126, 'source_is_minimal': True, 'source_label': '8470.2.a.cr.1.3', 'source_level': 8470, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 310748374322127126, 'target_is_minimal': True, 'target_label': '8470.2.a.cr.1.3', 'target_level': 8470, 'twist_class_label': '8470.2.a.cp.1.4', 'twist_class_level': 8470, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49131003
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 310748374322127126, 'source_is_minimal': True, 'source_label': '8470.2.a.cr.1.3', 'source_level': 8470, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 301741175067386134, 'target_is_minimal': True, 'target_label': '8470.2.a.cp.1.4', 'target_level': 8470, 'twist_class_label': '8470.2.a.cp.1.4', 'twist_class_level': 8470, '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: 4764675
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 310748374322127126, 'p': 2}
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id: 4764676
{'charpoly_factorization': [[[-1, 2, 1], 2]], 'hecke_orbit_code': 310748374322127126, 'p': 3}
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id: 4764677
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 310748374322127126, 'p': 5}
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id: 4764678
{'charpoly_factorization': [[[1, 1], 4]], 'hecke_orbit_code': 310748374322127126, 'p': 7}
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id: 4764679
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 310748374322127126, 'p': 11}
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id: 4764680
{'charpoly_factorization': [[[-23, 48, -22, 0, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 13}
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id: 4764681
{'charpoly_factorization': [[[-2, -4, 1], 2]], 'hecke_orbit_code': 310748374322127126, 'p': 17}
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id: 4764682
{'charpoly_factorization': [[[-167, -60, 26, 12, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 19}
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id: 4764683
{'charpoly_factorization': [[[1, -8, -10, 8, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 23}
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id: 4764684
{'charpoly_factorization': [[[16, -32, -16, 8, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 29}
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id: 4764685
{'charpoly_factorization': [[[2116, 0, -124, 0, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 31}
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id: 4764686
{'charpoly_factorization': [[[-800, -160, 56, 16, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 37}
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id: 4764687
{'charpoly_factorization': [[[-2396, 976, -84, -8, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 41}
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id: 4764688
{'charpoly_factorization': [[[-284, -304, -60, 8, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 43}
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id: 4764689
{'charpoly_factorization': [[[772, -544, -4, 16, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 47}
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id: 4764690
{'charpoly_factorization': [[[4, -192, -76, 0, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 53}
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id: 4764691
{'charpoly_factorization': [[[73, -136, -18, 8, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 59}
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id: 4764692
{'charpoly_factorization': [[[-128, -128, -16, 8, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 61}
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id: 4764693
{'charpoly_factorization': [[[900, 0, -132, 0, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 67}
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id: 4764694
{'charpoly_factorization': [[[-3008, -1984, -192, 8, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 71}
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id: 4764695
{'charpoly_factorization': [[[2, -4, 1], 2]], 'hecke_orbit_code': 310748374322127126, 'p': 73}
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id: 4764696
{'charpoly_factorization': [[[-1031, 72, 158, 24, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 79}
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id: 4764697
{'charpoly_factorization': [[[-5807, 2632, -282, -8, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 83}
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id: 4764698
{'charpoly_factorization': [[[676, 0, -148, 0, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 89}
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id: 4764699
{'charpoly_factorization': [[[-2672, -1504, -144, 8, 1], 1]], 'hecke_orbit_code': 310748374322127126, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 70, 'label': '8470.2.a.cr', 'level': 8470, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 280373000
{'hecke_orbit_code': 310748374322127126, 'n': 1, 'trace_an': 4}
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id: 280373001
{'hecke_orbit_code': 310748374322127126, 'n': 2, 'trace_an': 4}
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id: 280373002
{'hecke_orbit_code': 310748374322127126, 'n': 3, 'trace_an': -4}
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id: 280373003
{'hecke_orbit_code': 310748374322127126, 'n': 4, 'trace_an': 4}
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id: 280373004
{'hecke_orbit_code': 310748374322127126, 'n': 5, 'trace_an': 4}
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id: 280373005
{'hecke_orbit_code': 310748374322127126, 'n': 6, 'trace_an': -4}
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id: 280373006
{'hecke_orbit_code': 310748374322127126, 'n': 7, 'trace_an': -4}
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id: 280373007
{'hecke_orbit_code': 310748374322127126, 'n': 8, 'trace_an': 4}
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id: 280373008
{'hecke_orbit_code': 310748374322127126, 'n': 9, 'trace_an': 0}
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id: 280373009
{'hecke_orbit_code': 310748374322127126, 'n': 10, 'trace_an': 4}
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id: 280373010
{'hecke_orbit_code': 310748374322127126, 'n': 11, 'trace_an': 0}
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id: 280373011
{'hecke_orbit_code': 310748374322127126, 'n': 12, 'trace_an': -4}
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id: 280373991
{'hecke_orbit_code': 310748374322127126, 'n': 992, 'trace_an': 0}
-
id: 280373992
{'hecke_orbit_code': 310748374322127126, 'n': 993, 'trace_an': -40}
-
id: 280373993
{'hecke_orbit_code': 310748374322127126, 'n': 994, 'trace_an': 8}
-
id: 280373994
{'hecke_orbit_code': 310748374322127126, 'n': 995, 'trace_an': -16}
-
id: 280373995
{'hecke_orbit_code': 310748374322127126, 'n': 996, 'trace_an': -56}
-
id: 280373996
{'hecke_orbit_code': 310748374322127126, 'n': 997, 'trace_an': 72}
-
id: 280373997
{'hecke_orbit_code': 310748374322127126, 'n': 998, 'trace_an': 8}
-
id: 280373998
{'hecke_orbit_code': 310748374322127126, 'n': 999, 'trace_an': 8}
-
id: 280373999
{'hecke_orbit_code': 310748374322127126, 'n': 1000, 'trace_an': 4}