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{'Nk2': 28392, 'analytic_conductor': 56.67781535470482, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, -1], [13, 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': [7098, 1, [4733, 5071, 6931], [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': [[5, [1, 1]], [11, [3, 1]], [17, [-5, 1]]], 'hecke_orbit': 26, 'hecke_orbit_code': 112589990717823930, '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': False, 'label': '7098.2.a.z', 'level': 7098, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'minimal_twist': '546.2.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}-q^{5}+q^{6}+q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/7098/z'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7098.2.a', 'trace_display': [1, 1, -1, 1], 'trace_hash': 1137762839244770027, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.075', 'prec': 17}, 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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [13, -1]], 6, 3], [[[2, 1], [3, 1], [7, -1], [13, -1]], 9, 4], [[[2, 1], [3, -1], [7, 1], [13, 1]], 10, 7], [[[2, 1], [3, 1], [7, 1], [13, 1]], 11, 4], [[[2, -1], [3, 1], [7, -1], [13, 1]], 7, 4], [[[2, -1], [3, 1], [7, -1], [13, -1]], 12, 3], [[[2, 1], [3, -1], [7, -1], [13, -1]], 9, 5], [[[2, -1], [3, -1], [7, 1], [13, -1]], 12, 5], [[[2, 1], [3, -1], [7, 1], [13, -1]], 9, 3], [[[2, 1], [3, -1], [7, -1], [13, 1]], 11, 4], [[[2, 1], [3, 1], [7, -1], [13, 1]], 10, 7], [[[2, -1], [3, -1], [7, -1], [13, 1]], 13, 7], [[[2, -1], [3, 1], [7, 1], [13, -1]], 6, 3], [[[2, -1], [3, -1], [7, 1], [13, 1]], 7, 4], [[[2, 1], [3, 1], [7, 1], [13, -1]], 9, 3], [[[2, -1], [3, 1], [7, 1], [13, 1]], 13, 7]], 'ALdims': [11, 9, 10, 9, 10, 9, 11, 9, 13, 6, 7, 12, 7, 12, 13, 6], 'Nk2': 28392, 'analytic_conductor': 56.67781535470482, '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': [7098, 1, [4733, 5071, 6931], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1401, 'dim': 154, 'eis_dim': 111, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 17], 'hecke_orbit_code': 33561530, '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, 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, 3, 3, 3, 3, 4, 4, 6, 6, 6, 6, 6, 6], 'label': '7098.2.a', 'level': 7098, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'mf_dim': 1512, 'mf_new_dim': 154, 'num_forms': 73, 'plus_dim': 66, 'prim_orbit_index': 1, 'relative_dim': 154, 'sturm_bound': 2912, 'trace_bound': 17, 'trace_display': [-2, 0, -4, 0], 'traces': [154, -2, 0, 154, -4, 0, 0, -2, 154, -4, -8, 0, 0, 0, -8, 154, -4, -2, 0, -4, 2, 0, -16, 0, 134, 0, 0, 0, -12, 0, -16, -2, 0, -20, -8, 154, 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mf_twists_cc • Show schema
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id: 48577898
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990717823930, 'source_is_minimal': False, 'source_label': '7098.2.a.z.1.1', 'source_level': 7098, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112589990717823930, 'target_is_minimal': False, 'target_label': '7098.2.a.z.1.1', 'target_level': 7098, 'twist_class_label': '546.2.a.c.1.1', 'twist_class_level': 546, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48577899
{'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990717823930, 'source_is_minimal': False, 'source_label': '7098.2.a.z.1.1', 'source_level': 7098, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199288295970, 'target_is_minimal': True, 'target_label': '546.2.a.c.1.1', 'target_level': 546, 'twist_class_label': '546.2.a.c.1.1', 'twist_class_level': 546, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 2}
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id: 48577900
{'conductor': 39, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990717823930, 'source_is_minimal': False, 'source_label': '7098.2.a.z.1.1', 'source_level': 7098, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394816743014, 'target_is_minimal': False, 'target_label': '1638.2.a.o.1.1', 'target_level': 1638, 'twist_class_label': '546.2.a.c.1.1', 'twist_class_level': 546, 'twisting_char_label': '39.38', 'twisting_conrey_index': 38, 'weight': 2}
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id: 48577901
{'conductor': 52, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990717823930, 'source_is_minimal': False, 'source_label': '7098.2.a.z.1.1', 'source_level': 7098, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197425152272, 'target_is_minimal': False, 'target_label': '4368.2.a.h.1.1', 'target_level': 4368, 'twist_class_label': '546.2.a.c.1.1', 'twist_class_level': 546, 'twisting_char_label': '52.51', 'twisting_conrey_index': 51, 'weight': 2}
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id: 48577902
{'conductor': 91, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990717823930, 'source_is_minimal': False, 'source_label': '7098.2.a.z.1.1', 'source_level': 7098, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398543040238, 'target_is_minimal': False, 'target_label': '3822.2.a.e.1.1', 'target_level': 3822, 'twist_class_label': '546.2.a.c.1.1', 'twist_class_level': 546, 'twisting_char_label': '91.90', 'twisting_conrey_index': 90, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4377650
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 2}
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id: 4377651
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 3}
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id: 4377652
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 5}
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id: 4377653
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 7}
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id: 4377654
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 11}
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id: 4377655
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 13}
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id: 4377656
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 17}
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id: 4377657
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 19}
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id: 4377658
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 23}
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id: 4377659
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 29}
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id: 4377660
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 31}
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id: 4377661
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 37}
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id: 4377662
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 41}
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id: 4377663
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 43}
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id: 4377664
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 47}
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id: 4377665
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 53}
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id: 4377666
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 59}
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id: 4377667
{'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 61}
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id: 4377668
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 67}
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id: 4377669
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 71}
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id: 4377670
{'charpoly_factorization': [[[-15, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 73}
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id: 4377671
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 79}
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id: 4377672
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 83}
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id: 4377673
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 89}
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id: 4377674
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 112589990717823930, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 26, 'label': '7098.2.a.z', 'level': 7098, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 259380000
{'hecke_orbit_code': 112589990717823930, 'n': 1, 'trace_an': 1}
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id: 259380001
{'hecke_orbit_code': 112589990717823930, 'n': 2, 'trace_an': 1}
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id: 259380002
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