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{'Nk2': 38808, 'analytic_conductor': 77.47086004104622, 'analytic_rank': 1, '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_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, [-2, 1]], [13, [-2, 1]], [17, [2, 1]], [19, [0, 1]], [23, [0, 1]], [29, [-2, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193698862566, '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': '9702.2.a.r', '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': '462.2.a.g', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{4}+2q^{5}-q^{8}-2q^{10}-q^{11}+\\cdots', 'related_objects': ['EllipticCurve/Q/9702/r'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9702.2.a', 'trace_display': [-1, 0, 2, 0], 'trace_hash': 1743366973646870504, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • 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]], '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_indexes': [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, 0, -1, 0, -2, 1, 0, -2, 0, 0, 169, -18, 0, -12, -2, 0, -1, -4, 0, 159, 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mf_twists_nf • Show schema
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id: 1443717
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '9702.2.a.r', 'source_level': 9702, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '462.2.a.g', 'target_level': 462, 'twist_class_label': '462.2.a.g', 'twist_class_level': 462, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1443718
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '9702.2.a.r', 'source_level': 9702, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1386.2.a.a', 'target_level': 1386, 'twist_class_label': '462.2.a.g', 'twist_class_level': 462, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1443719
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '9702.2.a.r', 'source_level': 9702, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '3234.2.a.p', 'target_level': 3234, 'twist_class_label': '462.2.a.g', 'twist_class_level': 462, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1443720
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '9702.2.a.r', 'source_level': 9702, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '3696.2.a.m', 'target_level': 3696, 'twist_class_label': '462.2.a.g', 'twist_class_level': 462, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1443721
{'conductor': 231, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '9702.2.a.r', 'source_level': 9702, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '5082.2.a.n', 'target_level': 5082, 'twist_class_label': '462.2.a.g', 'twist_class_level': 462, 'twisting_char_label': '231.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1443722
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '9702.2.a.r', 'source_level': 9702, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '9702.2.a.r', 'target_level': 9702, 'twist_class_label': '462.2.a.g', 'twist_class_level': 462, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 5100450
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 2}
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id: 5100451
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 3}
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id: 5100452
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 5}
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id: 5100453
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 7}
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id: 5100454
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 11}
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id: 5100455
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 13}
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id: 5100456
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 17}
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id: 5100457
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 19}
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id: 5100458
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 23}
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id: 5100459
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 29}
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id: 5100460
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 31}
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id: 5100461
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 37}
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id: 5100462
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 41}
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id: 5100463
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 43}
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id: 5100464
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 47}
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id: 5100465
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 53}
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id: 5100466
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 59}
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id: 5100467
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 61}
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id: 5100468
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 67}
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id: 5100469
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 71}
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id: 5100470
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 73}
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id: 5100471
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 79}
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id: 5100472
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 83}
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id: 5100473
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 89}
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id: 5100474
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 76561193698862566, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 18, 'label': '9702.2.a.r', '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: 242872000
{'hecke_orbit_code': 76561193698862566, 'n': 1, 'trace_an': 1}
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id: 242872001
{'hecke_orbit_code': 76561193698862566, 'n': 2, 'trace_an': -1}
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id: 242872002
{'hecke_orbit_code': 76561193698862566, 'n': 3, 'trace_an': 0}
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id: 242872003
{'hecke_orbit_code': 76561193698862566, 'n': 4, 'trace_an': 1}
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id: 242872004
{'hecke_orbit_code': 76561193698862566, 'n': 5, 'trace_an': 2}
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id: 242872005
{'hecke_orbit_code': 76561193698862566, 'n': 6, 'trace_an': 0}
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id: 242872006
{'hecke_orbit_code': 76561193698862566, 'n': 7, 'trace_an': 0}
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id: 242872007
{'hecke_orbit_code': 76561193698862566, 'n': 8, 'trace_an': -1}
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id: 242872008
{'hecke_orbit_code': 76561193698862566, 'n': 9, 'trace_an': 0}
-
id: 242872009
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