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{'Nk2': 38808, 'analytic_conductor': 77.47086004104622, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 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': [9702, 1, [4313, 199, 5293], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': -1, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [-18, 0, 1]], [13, [-32, 0, 1]], [17, [-50, 0, 1]], [19, [-2, 0, 1]], [23, [-8, 1]], [29, [-8, 1]]], 'hecke_orbit': 65, 'hecke_orbit_code': 288230376185275878, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '9702.2.a.cm', 'level': 9702, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '9702.2.a.cm', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{4}+3\\beta q^{5}-q^{8}-3\\beta q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9702.2.a', 'trace_display': [-2, 0, 0, 0], 'trace_hash': 817956175117603513, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.886', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [11, -1]], 11, 10], [[[2, 1], [3, -1], [7, 1], [11, 1]], 13, 4], [[[2, -1], [3, 1], [7, 1], [11, 1]], 9, 6], [[[2, 1], [3, 1], [7, -1], [11, -1]], 8, 6], [[[2, -1], [3, -1], [7, 1], [11, 1]], 11, 6], [[[2, -1], [3, 1], [7, -1], [11, -1]], 11, 7], [[[2, 1], [3, -1], [7, -1], [11, -1]], 13, 9], [[[2, -1], [3, -1], [7, 1], [11, -1]], 15, 8], [[[2, -1], [3, -1], [7, -1], [11, 1]], 14, 10], [[[2, 1], [3, -1], [7, 1], [11, -1]], 13, 7], [[[2, -1], [3, 1], [7, -1], [11, 1]], 8, 6], [[[2, 1], [3, 1], [7, 1], [11, 1]], 5, 3], [[[2, 1], [3, 1], [7, -1], [11, 1]], 11, 7], [[[2, -1], [3, 1], [7, 1], [11, -1]], 5, 3], [[[2, 1], [3, 1], [7, 1], [11, -1]], 9, 6], [[[2, 1], [3, -1], [7, -1], [11, 1]], 13, 9]], 'ALdims': [5, 9, 11, 8, 13, 13, 13, 13, 9, 5, 8, 11, 11, 15, 14, 11], 'Nk2': 38808, 'analytic_conductor': 77.47086004104622, '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': [9702, 1, [4313, 199, 5293], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1953, 'dim': 169, 'eis_dim': 127, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 13, 17, 19, 23, 29], 'hecke_orbit_code': 33564134, '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, 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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '9702.2.a', 'level': 9702, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 2080, 'mf_new_dim': 169, 'num_forms': 107, 'plus_dim': 74, 'prim_orbit_index': 1, 'relative_dim': 169, 'sturm_bound': 4032, 'trace_bound': 31, 'trace_display': [-1, 0, -2, 0], 'traces': [169, -1, 0, 169, -2, 0, 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mf_twists_cc • Show schema
Hide schema
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id: 49116407
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 288230376185275878, 'source_is_minimal': True, 'source_label': '9702.2.a.cm.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 288230376185275878, 'target_is_minimal': True, 'target_label': '9702.2.a.cm.1.2', 'target_level': 9702, 'twist_class_label': '9702.2.a.cm.1.1', 'twist_class_level': 9702, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49116408
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 288230376185275878, 'source_is_minimal': True, 'source_label': '9702.2.a.cm.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 414331165751649766, 'target_is_minimal': True, 'target_label': '9702.2.a.do.1.1', 'target_level': 9702, 'twist_class_label': '9702.2.a.cm.1.1', 'twist_class_level': 9702, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49116409
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 288230376185275878, 'source_is_minimal': True, 'source_label': '9702.2.a.cm.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 288230376185275878, 'target_is_minimal': True, 'target_label': '9702.2.a.cm.1.1', 'target_level': 9702, 'twist_class_label': '9702.2.a.cm.1.1', 'twist_class_level': 9702, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
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id: 49116410
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 288230376185275878, 'source_is_minimal': True, 'source_label': '9702.2.a.cm.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 414331165751649766, 'target_is_minimal': True, 'target_label': '9702.2.a.do.1.2', 'target_level': 9702, 'twist_class_label': '9702.2.a.cm.1.1', 'twist_class_level': 9702, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 5101850
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 2}
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id: 5101851
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 3}
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id: 5101852
{'charpoly_factorization': [[[-18, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 5}
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id: 5101853
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 7}
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id: 5101854
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 11}
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id: 5101855
{'charpoly_factorization': [[[-32, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 13}
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id: 5101856
{'charpoly_factorization': [[[-50, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 17}
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id: 5101857
{'charpoly_factorization': [[[-2, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 19}
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id: 5101858
{'charpoly_factorization': [[[-8, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 23}
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id: 5101859
{'charpoly_factorization': [[[-8, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 29}
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id: 5101860
{'charpoly_factorization': [[[-18, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 31}
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id: 5101861
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 37}
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id: 5101862
{'charpoly_factorization': [[[-2, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 41}
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id: 5101863
{'charpoly_factorization': [[[-8, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 43}
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id: 5101864
{'charpoly_factorization': [[[-98, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 47}
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id: 5101865
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 53}
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id: 5101866
{'charpoly_factorization': [[[-72, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 59}
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id: 5101867
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 61}
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id: 5101868
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 67}
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id: 5101869
{'charpoly_factorization': [[[12, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 71}
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id: 5101870
{'charpoly_factorization': [[[-50, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 73}
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id: 5101871
{'charpoly_factorization': [[[-14, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 79}
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id: 5101872
{'charpoly_factorization': [[[-162, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 83}
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id: 5101873
{'charpoly_factorization': [[[-8, 0, 1], 1]], 'hecke_orbit_code': 288230376185275878, 'p': 89}
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id: 5101874
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 288230376185275878, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 65, 'label': '9702.2.a.cm', 'level': 9702, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 279989000
{'hecke_orbit_code': 288230376185275878, 'n': 1, 'trace_an': 2}
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id: 279989001
{'hecke_orbit_code': 288230376185275878, 'n': 2, 'trace_an': -2}
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id: 279989002
{'hecke_orbit_code': 288230376185275878, 'n': 3, 'trace_an': 0}
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id: 279989003
{'hecke_orbit_code': 288230376185275878, 'n': 4, 'trace_an': 2}
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id: 279989004
{'hecke_orbit_code': 288230376185275878, 'n': 5, 'trace_an': 0}
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id: 279989005
{'hecke_orbit_code': 288230376185275878, 'n': 6, 'trace_an': 0}
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id: 279989006
{'hecke_orbit_code': 288230376185275878, 'n': 7, 'trace_an': 0}
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id: 279989007
{'hecke_orbit_code': 288230376185275878, 'n': 8, 'trace_an': -2}
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id: 279989008
{'hecke_orbit_code': 288230376185275878, 'n': 9, 'trace_an': 0}
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id: 279989009
{'hecke_orbit_code': 288230376185275878, 'n': 10, 'trace_an': 0}
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id: 279989010
{'hecke_orbit_code': 288230376185275878, 'n': 11, 'trace_an': -2}
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id: 279989011
{'hecke_orbit_code': 288230376185275878, 'n': 12, 'trace_an': 0}
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