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{'Nk2': 4864, 'analytic_conductor': 9.709808885787695, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [19, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1216, 1, [191, 837, 705], [1, 1, 1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 4, 'field_disc': 15317, 'field_disc_factorization': [[17, 2], [53, 1]], 'field_poly': [2, 5, -4, -2, 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': [[3, [-4, 1, 1]], [5, [32, -24, -18, 1, 1]], [7, [4, 19, -17, 1, 1]]], 'hecke_orbit': 23, 'hecke_orbit_code': 99079191835706560, 'hecke_ring_generator_nbound': 7, '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': False, 'label': '1216.2.a.w', 'level': 1216, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'minimal_twist': '608.2.a.i', 'nf_label': '4.4.15317.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta _{2})q^{3}+\\beta _{1}q^{5}+(\\beta _{2}-\\beta _{3})q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1216.2.a', 'trace_display': [0, -2, -1, -1], 'trace_hash': 2120541621010627299, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.768', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '39.924', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '648.936', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, 'traces': [4, 0, -2, 0, -1, 0, -1, 0, 6, 0, -7, 0, -10, 0, -8, 0, 5, 0, -4, 0, -8, 0, -8, 0, 17, 0, -14, 0, -10, 0, -6, 0, 12, 0, -5, 0, -14, 0, -12, 0, -2, 0, -3, 0, 7, 0, -3, 0, 7, 0, 6, 0, -4, 0, -35, 0, 2, 0, -20, 0, 3, 0, 7, 0, -12, 0, -8, 0, 4, 0, -30, 0, 9, 0, -34, 0, 7, 0, 10, 0, -28, 0, -4, 0, -19, 0, -12, 0, -16, 0, -10, 0, 20, 0, 1, 0, -6, 0, -19, 0, 32, 0, 22, 0, -40, 0, 4, 0, 0, 0, 24, 0, -10, 0, 44, 0, 2, 0, -57, 0, 5, 0, -16, 0, 27, 0, 12, 0, -24, 0, 19, 0, 1, 0, 12, 0, -11, 0, -11, 0, 44, 0, 32, 0, -12, 0, 56, 0, 17, 0, 2, 0, -1, 0, -26, 0, -24, 0, 36, 0, -38, 0, 28, 0, 60, 0, -8, 0, 34, 0, -6, 0, 4, 0, 60, 0, 10, 0, -40, 0, -24, 0, -44, 0, -24, 0, 9, 0, 12, 0, -29, 0, 8, 0, 108, 0, -16, 0, 15, 0, -30, 0, -10, 0, -56, 0, -12, 0, 7, 0, 32, 0, 32, 0, -19, 0, 54, 0, 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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [19, -1]], 7, 6], [[[2, 1], [19, -1]], 11, 6], [[[2, 1], [19, 1]], 8, 5], [[[2, -1], [19, 1]], 10, 7]], 'Nk2': 4864, 'analytic_conductor': 9.709808885787695, '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': [1216, 1, [191, 837, 705], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 149, 'dim': 36, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 33555648, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 3, 3, 4, 4], 'label': '1216.2.a', 'level': 1216, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 172, 'mf_new_dim': 36, 'num_forms': 24, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 36, 'sturm_bound': 320, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 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mf_twists_cc • Show schema
Hide schema
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id: 48425528
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 99079191835706560, 'source_is_minimal': False, 'source_label': '1216.2.a.w.1.3', 'source_level': 1216, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 99079191835706560, 'target_is_minimal': False, 'target_label': '1216.2.a.w.1.3', 'target_level': 1216, 'twist_class_label': '608.2.a.i.1.4', 'twist_class_level': 608, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48425529
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 99079191835706560, 'source_is_minimal': False, 'source_label': '1216.2.a.w.1.3', 'source_level': 1216, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 103582791463077056, 'target_is_minimal': False, 'target_label': '1216.2.a.x.1.1', 'target_level': 1216, 'twist_class_label': '608.2.a.i.1.4', 'twist_class_level': 608, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 48425530
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 99079191835706560, 'source_is_minimal': False, 'source_label': '1216.2.a.w.1.3', 'source_level': 1216, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36028797052519008, 'target_is_minimal': True, 'target_label': '608.2.a.i.1.4', 'target_level': 608, 'twist_class_label': '608.2.a.i.1.4', 'twist_class_level': 608, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 48425531
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 99079191835706560, 'source_is_minimal': False, 'source_label': '1216.2.a.w.1.3', 'source_level': 1216, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396679889504, 'target_is_minimal': True, 'target_label': '608.2.a.j.1.2', 'target_level': 608, 'twist_class_label': '608.2.a.i.1.4', 'twist_class_level': 608, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 48425532
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 99079191835706560, 'source_is_minimal': False, 'source_label': '1216.2.a.w.1.3', 'source_level': 1216, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 198158383637861728, 'target_is_minimal': False, 'target_label': '5472.2.a.bs.1.1', 'target_level': 5472, 'twist_class_label': '608.2.a.i.1.4', 'twist_class_level': 608, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 48425533
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 99079191835706560, 'source_is_minimal': False, 'source_label': '1216.2.a.w.1.3', 'source_level': 1216, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 202661983265232224, 'target_is_minimal': False, 'target_label': '5472.2.a.bt.1.1', 'target_level': 5472, 'twist_class_label': '608.2.a.i.1.4', 'twist_class_level': 608, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1774500
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 99079191835706560, 'p': 2}
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id: 1774501
{'charpoly_factorization': [[[-4, 1, 1], 2]], 'hecke_orbit_code': 99079191835706560, 'p': 3}
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id: 1774502
{'charpoly_factorization': [[[32, -24, -18, 1, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 5}
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id: 1774503
{'charpoly_factorization': [[[4, 19, -17, 1, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 7}
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id: 1774504
{'charpoly_factorization': [[[16, -28, 0, 7, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 11}
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id: 1774505
{'charpoly_factorization': [[[-344, -158, 7, 10, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 13}
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id: 1774506
{'charpoly_factorization': [[[698, 141, -51, -5, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 17}
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id: 1774507
{'charpoly_factorization': [[[1, 1], 4]], 'hecke_orbit_code': 99079191835706560, 'p': 19}
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id: 1774508
{'charpoly_factorization': [[[64, -132, -17, 8, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 23}
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id: 1774509
{'charpoly_factorization': [[[-344, -158, 7, 10, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 29}
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id: 1774510
{'charpoly_factorization': [[[-512, -416, -56, 6, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 31}
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id: 1774511
{'charpoly_factorization': [[[-1504, -536, 4, 14, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 37}
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id: 1774512
{'charpoly_factorization': [[[512, -192, -72, 2, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 41}
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id: 1774513
{'charpoly_factorization': [[[-64, -96, -32, 3, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 43}
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id: 1774514
{'charpoly_factorization': [[[-64, -176, -108, 3, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 47}
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id: 1774515
{'charpoly_factorization': [[[-508, -384, -69, 4, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 53}
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id: 1774516
{'charpoly_factorization': [[[-152, -150, 85, 20, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 59}
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id: 1774517
{'charpoly_factorization': [[[344, 28, -66, -3, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 61}
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id: 1774518
{'charpoly_factorization': [[[-824, -602, -75, 8, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 67}
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id: 1774519
{'charpoly_factorization': [[[-2432, 424, 268, 30, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 71}
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id: 1774520
{'charpoly_factorization': [[[2, 309, -47, -9, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 73}
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id: 1774521
{'charpoly_factorization': [[[-3136, 1288, -100, -10, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 79}
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id: 1774522
{'charpoly_factorization': [[[-1024, -784, -116, 4, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 83}
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id: 1774523
{'charpoly_factorization': [[[-15296, -4048, -204, 16, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 89}
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id: 1774524
{'charpoly_factorization': [[[608, -88, -60, 6, 1], 1]], 'hecke_orbit_code': 99079191835706560, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 23, 'label': '1216.2.a.w', 'level': 1216, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 253182000
{'hecke_orbit_code': 99079191835706560, 'n': 1, 'trace_an': 4}
-
id: 253182001
{'hecke_orbit_code': 99079191835706560, 'n': 2, 'trace_an': 0}
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id: 253182002
{'hecke_orbit_code': 99079191835706560, 'n': 3, 'trace_an': -2}
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id: 253182003
{'hecke_orbit_code': 99079191835706560, 'n': 4, 'trace_an': 0}
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id: 253182004
{'hecke_orbit_code': 99079191835706560, 'n': 5, 'trace_an': -1}
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id: 253182005
{'hecke_orbit_code': 99079191835706560, 'n': 6, 'trace_an': 0}
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id: 253182006
{'hecke_orbit_code': 99079191835706560, 'n': 7, 'trace_an': -1}
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id: 253182007
{'hecke_orbit_code': 99079191835706560, 'n': 8, 'trace_an': 0}
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id: 253182008
{'hecke_orbit_code': 99079191835706560, 'n': 9, 'trace_an': 6}
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id: 253182009
{'hecke_orbit_code': 99079191835706560, 'n': 10, 'trace_an': 0}
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id: 253182010
{'hecke_orbit_code': 99079191835706560, 'n': 11, 'trace_an': -7}
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id: 253182011
{'hecke_orbit_code': 99079191835706560, 'n': 12, 'trace_an': 0}
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id: 253182012
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