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mf_newforms • Show schema
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{'Nk2': 288, 'analytic_conductor': 1.283070558503845, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [8, 1, [7, 5], [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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 100663304, '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': True, 'label': '8.6.a.a', 'level': 8, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+20q^{3}-74q^{5}-24q^{7}+157q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8.6.a', 'trace_display': [0, 20, -74, -24], 'trace_hash': 1182721898148601724, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.933', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.808', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 20, 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [20], [0], [-74], [0], [-24], [0], [157], [0], [124], [0], [478], [0], [-1480], [0], [-1198], [0], [3044], [0], [-480], [0], [184], [0], [2351], [0], [-1720], [0], [-3282], [0], [-5728], [0], [2480], [0], [1776], [0], [10326], [0], [9560], [0], [-8886], [0], [-9188], [0], [-11618], [0], [23664], [0], [-16231], [0], [-23960], [0], [11686], [0], [-9176], [0], [60880], [0], [16876], [0], [-18482], [0], [-3768], [0], [-35372], [0], [-15532], [0], [3680], [0], [-31960], [0], [-4886], [0], [47020], [0], [-2976], [0], [44560], [0], [-72551], [0], [67364], [0], [88652], [0], [-65640], [0], [71994], [0], [-11472], [0], [-114560], [0], [-225256], [0], [48866], [0], [19468], [0]], 'ap': [[0], [20], [-74], [-24], [124], [478], [-1198], [3044], [184], [-3282], [-5728], [10326], [-8886], [-9188], [23664], [11686], [16876], [-18482], [-15532], [-31960], [-4886], [44560], [67364], [71994], [48866], [51606], [180424], [-65700], [-112706], [-23502], [-94592], [70292], [277290], [-130308], [-401530], [-75976], [-394322], [-11724], [-551928], [432894], [559620], [604710], [-409152], [540866], [-629898], [283048], [142756], [889696], [1143156], [-695786], [-347126], [-1642960], [-1167438], [-790612], [-129790], [70888], [1790174], [-1773616], [-275450], [594170], [1092428], [333654], [1059972], [-1336488], [1644186], [-1723698], [2749628], [-3414894], [730764], [-2297490], [-1170718], [3886536], [933040], [-392218], [-4729300], [1897344], [-3722954], [3338078], [4274898], [-2573190], [5268276], [-973354], [3557360], [-1954958], [-3296808], [-5058196], [2127298], [289130], [2668702], [7586192], [-1419612], [-1884064], [-6013880], [4292316], [1345092], [202008], [9783438], [-10483030], [6210172], [5080878], [3346868], [7003774], [-12981884], [1899418], [-1662996], [8773442], [5183932], [8498578], [11247096], [-3464390], [-999712], [9813398], [-5347446], [-6827684], [-3609704], [-13385342], [-9911148], [-17835928], [-4323234], [19785828], [15777158], [6787618], [-14994218], [11558044], [-220156], [4789326], [4268918], [-16195952], [6534264], [13161710], [-14234764], [-21583544], [18659376], [-2566810], [-25958566], [5532674], [8329398], [-13652252], [-8546258], [7584842], [6184732], [-2781018], [16389464], [22951148], [-3501362], [5296680], [-20294842], [-4827846], [-13021044], [-39238688], [13462206], [-917710], [24548804], [-16146280], [-20336132], [10772560], [41856568], [29984546], [14240202], [-41454594], [-15407868], [-20632806], [11872424], [1532220], [17432082], [2232696], [22250080], [53266198]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663304, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '8.6.a.a', 'level': 8, 'maxp': 997, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1]], 1, 1]], 'ALdims': [0, 1], 'Nk2': 288, 'analytic_conductor': 1.283070558503845, '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': [8, 1, [7, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 1, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 100663304, 'hecke_orbit_dims': [1], 'label': '8.6.a', 'level': 8, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 7, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 6, 'trace_bound': 0, 'trace_display': [0, 20, -74, -24], 'traces': [1, 0, 20, 0, -74, 0, -24, 0, 157, 0, 124, 0, 478, 0, -1480, 0, -1198, 0, 3044, 0, -480, 0, 184, 0, 2351, 0, -1720, 0, -3282, 0, -5728, 0, 2480, 0, 1776, 0, 10326, 0, 9560, 0, -8886, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 4428
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '8.6.a.a', 'target_level': 8, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 4429
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.6.a.a', 'target_level': 16, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 4430
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '64.6.a.a', 'target_level': 64, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 4431
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.6.a.g', 'target_level': 64, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 4432
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '72.6.a.f', 'target_level': 72, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 4433
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '144.6.a.k', 'target_level': 144, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 4434
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '200.6.a.a', 'target_level': 200, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 4435
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '200.6.c.a', 'target_level': 200, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 4436
{'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '256.6.b.d', 'target_level': 256, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 4437
{'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '256.6.b.f', 'target_level': 256, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 4438
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '392.6.a.b', 'target_level': 392, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 4439
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '392.6.i.b', 'target_level': 392, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 4440
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '392.6.i.e', 'target_level': 392, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 4441
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '400.6.a.l', 'target_level': 400, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 4442
{'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '400.6.c.d', 'target_level': 400, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 4443
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '576.6.a.g', 'target_level': 576, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 4444
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '576.6.a.h', 'target_level': 576, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 4445
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '784.6.a.l', 'target_level': 784, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 4446
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.6.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '968.6.a.a', 'target_level': 968, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 32875
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 2}
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id: 32876
{'charpoly_factorization': [[[-20, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 3}
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id: 32877
{'charpoly_factorization': [[[74, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 5}
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id: 32878
{'charpoly_factorization': [[[24, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 7}
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id: 32879
{'charpoly_factorization': [[[-124, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 11}
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id: 32880
{'charpoly_factorization': [[[-478, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 13}
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id: 32881
{'charpoly_factorization': [[[1198, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 17}
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id: 32882
{'charpoly_factorization': [[[-3044, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 19}
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id: 32883
{'charpoly_factorization': [[[-184, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 23}
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id: 32884
{'charpoly_factorization': [[[3282, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 29}
-
id: 32885
{'charpoly_factorization': [[[5728, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 31}
-
id: 32886
{'charpoly_factorization': [[[-10326, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 37}
-
id: 32887
{'charpoly_factorization': [[[8886, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 41}
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id: 32888
{'charpoly_factorization': [[[9188, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 43}
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id: 32889
{'charpoly_factorization': [[[-23664, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 47}
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id: 32890
{'charpoly_factorization': [[[-11686, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 53}
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id: 32891
{'charpoly_factorization': [[[-16876, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 59}
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id: 32892
{'charpoly_factorization': [[[18482, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 61}
-
id: 32893
{'charpoly_factorization': [[[15532, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 67}
-
id: 32894
{'charpoly_factorization': [[[31960, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 71}
-
id: 32895
{'charpoly_factorization': [[[4886, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 73}
-
id: 32896
{'charpoly_factorization': [[[-44560, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 79}
-
id: 32897
{'charpoly_factorization': [[[-67364, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 83}
-
id: 32898
{'charpoly_factorization': [[[-71994, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 89}
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id: 32899
{'charpoly_factorization': [[[-48866, 1], 1]], 'hecke_orbit_code': 100663304, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '8.6.a.a', 'level': 8, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 12483000
{'hecke_orbit_code': 100663304, 'n': 1, 'trace_an': 1}
-
id: 12483001
{'hecke_orbit_code': 100663304, 'n': 2, 'trace_an': 0}
-
id: 12483002
{'hecke_orbit_code': 100663304, 'n': 3, 'trace_an': 20}
-
id: 12483003
{'hecke_orbit_code': 100663304, 'n': 4, 'trace_an': 0}
-
id: 12483004
{'hecke_orbit_code': 100663304, 'n': 5, 'trace_an': -74}
-
id: 12483005
{'hecke_orbit_code': 100663304, 'n': 6, 'trace_an': 0}
-
id: 12483006
{'hecke_orbit_code': 100663304, 'n': 7, 'trace_an': -24}
-
id: 12483007
{'hecke_orbit_code': 100663304, 'n': 8, 'trace_an': 0}
-
id: 12483008
{'hecke_orbit_code': 100663304, 'n': 9, 'trace_an': 157}
-
id: 12483009
{'hecke_orbit_code': 100663304, 'n': 10, 'trace_an': 0}
-
id: 12483010
{'hecke_orbit_code': 100663304, 'n': 11, 'trace_an': 124}
-
id: 12483011
{'hecke_orbit_code': 100663304, 'n': 12, 'trace_an': 0}
-
id: 12483012
{'hecke_orbit_code': 100663304, 'n': 13, 'trace_an': 478}
-
id: 12483013
{'hecke_orbit_code': 100663304, 'n': 14, 'trace_an': 0}
-
id: 12483014
{'hecke_orbit_code': 100663304, 'n': 15, 'trace_an': -1480}
-
id: 12483015
{'hecke_orbit_code': 100663304, 'n': 16, 'trace_an': 0}
-
id: 12483016
{'hecke_orbit_code': 100663304, 'n': 17, 'trace_an': -1198}
-
id: 12483017
{'hecke_orbit_code': 100663304, 'n': 18, 'trace_an': 0}
-
id: 12483018
{'hecke_orbit_code': 100663304, 'n': 19, 'trace_an': 3044}
-
id: 12483019
{'hecke_orbit_code': 100663304, 'n': 20, 'trace_an': 0}
-
id: 12483020
{'hecke_orbit_code': 100663304, 'n': 21, 'trace_an': -480}
-
id: 12483021
{'hecke_orbit_code': 100663304, 'n': 22, 'trace_an': 0}
-
id: 12483022
{'hecke_orbit_code': 100663304, 'n': 23, 'trace_an': 184}
-
id: 12483023
{'hecke_orbit_code': 100663304, 'n': 24, 'trace_an': 0}
-
id: 12483024
{'hecke_orbit_code': 100663304, 'n': 25, 'trace_an': 2351}
-
id: 12483025
{'hecke_orbit_code': 100663304, 'n': 26, 'trace_an': 0}
-
id: 12483026
{'hecke_orbit_code': 100663304, 'n': 27, 'trace_an': -1720}
-
id: 12483027
{'hecke_orbit_code': 100663304, 'n': 28, 'trace_an': 0}
-
id: 12483028
{'hecke_orbit_code': 100663304, 'n': 29, 'trace_an': -3282}
-
id: 12483029
{'hecke_orbit_code': 100663304, 'n': 30, 'trace_an': 0}
-
id: 12483030
{'hecke_orbit_code': 100663304, 'n': 31, 'trace_an': -5728}
-
id: 12483031
{'hecke_orbit_code': 100663304, 'n': 32, 'trace_an': 0}
-
id: 12483032
{'hecke_orbit_code': 100663304, 'n': 33, 'trace_an': 2480}
-
id: 12483033
{'hecke_orbit_code': 100663304, 'n': 34, 'trace_an': 0}
-
id: 12483034
{'hecke_orbit_code': 100663304, 'n': 35, 'trace_an': 1776}
-
id: 12483035
{'hecke_orbit_code': 100663304, 'n': 36, 'trace_an': 0}
-
id: 12483036
{'hecke_orbit_code': 100663304, 'n': 37, 'trace_an': 10326}
-
id: 12483037
{'hecke_orbit_code': 100663304, 'n': 38, 'trace_an': 0}
-
id: 12483038
{'hecke_orbit_code': 100663304, 'n': 39, 'trace_an': 9560}
-
id: 12483039
{'hecke_orbit_code': 100663304, 'n': 40, 'trace_an': 0}
-
id: 12483040
{'hecke_orbit_code': 100663304, 'n': 41, 'trace_an': -8886}
-
id: 12483041
{'hecke_orbit_code': 100663304, 'n': 42, 'trace_an': 0}
-
id: 12483042
{'hecke_orbit_code': 100663304, 'n': 43, 'trace_an': -9188}
-
id: 12483043
{'hecke_orbit_code': 100663304, 'n': 44, 'trace_an': 0}
-
id: 12483044
{'hecke_orbit_code': 100663304, 'n': 45, 'trace_an': -11618}
-
id: 12483045
{'hecke_orbit_code': 100663304, 'n': 46, 'trace_an': 0}
-
id: 12483046
{'hecke_orbit_code': 100663304, 'n': 47, 'trace_an': 23664}
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