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{'Nk2': 15456, 'analytic_conductor': 56.99584506554543, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, 1], [23, 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': [966, 1, [323, 829, 925], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 16312357498345, 'field_disc_factorization': [[5, 1], [47, 1], [1709, 1], [40616903, 1]], 'field_poly': [-19243, 18451, -663, -351, -1, 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, [-38332, 27880, 1383, -372, -10, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195595555782, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': '966.4.a.m', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'minimal_twist': '966.4.a.m', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-3q^{3}+4q^{4}+(2-\\beta _{1})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '966.4.a', 'trace_display': [-10, -15, 10, -35], 'trace_hash': 805642564566582503, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.041', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.640', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.039', 'prec': 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mf_hecke_cc • Show schema
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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, -1]], 6, 1], [[[2, 1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, 1], [7, -1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, -1], [7, -1], [23, -1]], 3, 1], [[[2, -1], [3, -1], [7, 1], [23, -1]], 3, 1], [[[2, 1], [3, -1], [7, 1], [23, -1]], 5, 1], [[[2, 1], [3, -1], [7, -1], [23, 1]], 6, 2], [[[2, -1], [3, 1], [7, -1], [23, 1]], 4, 2], [[[2, 1], [3, -1], [7, 1], [23, 1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, -1]], 5, 1], [[[2, -1], [3, -1], [7, 1], [23, 1]], 5, 1], [[[2, 1], [3, 1], [7, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, 1]], 3, 1]], 'ALdims': [5, 4, 5, 4, 4, 5, 6, 3, 3, 5, 4, 4, 5, 3, 2, 6], 'Nk2': 15456, 'analytic_conductor': 56.99584506554543, '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': [966, 1, [323, 829, 925], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 568, 'dim': 68, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109830, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6], 'label': '966.4.a', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 584, 'mf_new_dim': 68, 'num_forms': 18, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 68, 'sturm_bound': 768, 'trace_bound': 5, 'trace_display': [-8, 0, -40, 0], 'traces': [68, -8, 0, 272, -40, 0, 0, -32, 612, -80, 0, 0, -104, 0, 0, 1088, -136, -72, 0, -160, 0, 0, 0, 0, 1700, 144, 0, 0, -24, 0, 480, -128, 384, -304, 0, 2448, -104, 0, 0, -320, -56, 0, 448, 0, -360, 368, 1040, 0, 3332, -856, -480, -416, 2136, 0, 4240, 0, 1536, 0, 2512, 0, -1944, 704, 0, 4352, 1776, 0, 2928, -544, 0, 560, 1280, -288, -2504, -1456, 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4, 'weight_parity': 1}
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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 3, 'source_hecke_orbit_code': 54043195595555782, 'source_is_minimal': True, 'source_label': '966.4.a.m.1.3', 'source_level': 966, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 3, 'target_hecke_orbit_code': 54043195595555782, 'target_is_minimal': True, 'target_label': '966.4.a.m.1.3', 'target_level': 966, 'twist_class_label': '966.4.a.m.1.3', 'twist_class_level': 966, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1546450
{'charpoly_factorization': [[[2, 1], 5]], 'hecke_orbit_code': 54043195595555782, 'p': 2}
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id: 1546451
{'charpoly_factorization': [[[3, 1], 5]], 'hecke_orbit_code': 54043195595555782, 'p': 3}
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id: 1546452
{'charpoly_factorization': [[[-38332, 27880, 1383, -372, -10, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 5}
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id: 1546453
{'charpoly_factorization': [[[7, 1], 5]], 'hecke_orbit_code': 54043195595555782, 'p': 7}
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id: 1546454
{'charpoly_factorization': [[[-46656, -124416, -39672, -3249, -4, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 11}
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id: 1546455
{'charpoly_factorization': [[[-1011900284, 26119820, 326181, -10172, -24, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 13}
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id: 1546456
{'charpoly_factorization': [[[-9483264, 2887164, -105780, -10177, -28, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 17}
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id: 1546457
{'charpoly_factorization': [[[4231765440, 41061440, -2091512, -12837, 160, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 19}
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id: 1546458
{'charpoly_factorization': [[[23, 1], 5]], 'hecke_orbit_code': 54043195595555782, 'p': 23}
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id: 1546459
{'charpoly_factorization': [[[-2349717380, 490126200, 6672951, -71797, -79, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 29}
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id: 1546460
{'charpoly_factorization': [[[152809444224, 1492285392, -9617186, -84101, 162, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 31}
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id: 1546461
{'charpoly_factorization': [[[-1474083059652, 3571043148, 51680109, -157033, -301, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 37}
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id: 1546462
{'charpoly_factorization': [[[-814924748436, 15726455392, 37642147, -245869, -251, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 41}
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id: 1546463
{'charpoly_factorization': [[[-630549488688, 14930703916, -58277939, -240886, 380, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 43}
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id: 1546464
{'charpoly_factorization': [[[101283763968, -325248352, -15473300, -426, 505, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 47}
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id: 1546465
{'charpoly_factorization': [[[-97685907552, -3813367644, -48630228, -220457, -93, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 53}
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id: 1546466
{'charpoly_factorization': [[[-487100320, 2912880, 3403834, 87655, -637, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 59}
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id: 1546467
{'charpoly_factorization': [[[-31384519448, 3299811004, -38599406, -6239, 679, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 61}
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id: 1546468
{'charpoly_factorization': [[[51341424613184, -43297841824, -553910824, 18961, 1483, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 67}
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id: 1546469
{'charpoly_factorization': [[[5821241324416, 49820885104, -50443170, -574407, -95, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 71}
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id: 1546470
{'charpoly_factorization': [[[15361232279904, -39952359420, -238008964, 210117, 1310, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 73}
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id: 1546471
{'charpoly_factorization': [[[-1718611891200, 15327243840, 78290068, -213239, -494, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 79}
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id: 1546472
{'charpoly_factorization': [[[283837475264, -533528352, -40650728, -111563, 482, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 83}
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id: 1546473
{'charpoly_factorization': [[[23903879191080, 310489923620, 565554266, -1265877, -661, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 89}
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id: 1546474
{'charpoly_factorization': [[[-114463738421524, -598434100824, -781931233, 617371, 1905, 1], 1]], 'hecke_orbit_code': 54043195595555782, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '966.4.a.m', 'level': 966, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 224490000
{'hecke_orbit_code': 54043195595555782, 'n': 1, 'trace_an': 5}
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id: 224490001
{'hecke_orbit_code': 54043195595555782, 'n': 2, 'trace_an': -10}
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id: 224490002
{'hecke_orbit_code': 54043195595555782, 'n': 3, 'trace_an': -15}
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id: 224490003
{'hecke_orbit_code': 54043195595555782, 'n': 4, 'trace_an': 20}
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id: 224490004
{'hecke_orbit_code': 54043195595555782, 'n': 5, 'trace_an': 10}
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id: 224490005
{'hecke_orbit_code': 54043195595555782, 'n': 6, 'trace_an': 30}
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id: 224490006
{'hecke_orbit_code': 54043195595555782, 'n': 7, 'trace_an': -35}
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id: 224490007
{'hecke_orbit_code': 54043195595555782, 'n': 8, 'trace_an': -40}
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id: 224490008
{'hecke_orbit_code': 54043195595555782, 'n': 9, 'trace_an': 45}
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id: 224490009
{'hecke_orbit_code': 54043195595555782, 'n': 10, 'trace_an': -20}
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id: 224490010
{'hecke_orbit_code': 54043195595555782, 'n': 11, 'trace_an': 4}
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id: 224490011
{'hecke_orbit_code': 54043195595555782, 'n': 12, 'trace_an': -60}
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id: 224490012
{'hecke_orbit_code': 54043195595555782, 'n': 13, 'trace_an': 24}
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id: 224490013
{'hecke_orbit_code': 54043195595555782, 'n': 14, 'trace_an': 70}
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id: 224490014
{'hecke_orbit_code': 54043195595555782, 'n': 15, 'trace_an': -30}
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id: 224490015
{'hecke_orbit_code': 54043195595555782, 'n': 16, 'trace_an': 80}
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id: 224490016
{'hecke_orbit_code': 54043195595555782, 'n': 17, 'trace_an': 28}
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id: 224490017
{'hecke_orbit_code': 54043195595555782, 'n': 18, 'trace_an': -90}
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id: 224490018
{'hecke_orbit_code': 54043195595555782, 'n': 19, 'trace_an': -160}
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id: 224490019
{'hecke_orbit_code': 54043195595555782, 'n': 20, 'trace_an': 40}
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id: 224490020
{'hecke_orbit_code': 54043195595555782, 'n': 21, 'trace_an': 105}
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id: 224490021
{'hecke_orbit_code': 54043195595555782, 'n': 22, 'trace_an': -8}
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id: 224490022
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