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mf_newforms • Show schema
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{'Nk2': 208, 'analytic_conductor': 0.767024830074628, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[13, -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': [13, 1, [2], [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': [[2, [5, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 67108877, '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': '13.4.a.a', 'level': 13, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-5q^{2}-7q^{3}+17q^{4}-7q^{5}+35q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '13.4.a', 'trace_display': [-5, -7, -7, -13], 'trace_hash': 386381344833696420, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.964', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.939', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 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mf_hecke_nf • Show schema
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{'an': [[1], [-5], [-7], [17], [-7], [35], [-13], [-45], [22], [35], [-26], [-119], [13], [65], [49], [89], [77], [-110], [-126], [-119], [91], [130], [-96], [315], [-76], [-65], [35], [-221], [-82], [-245], [196], [-85], [182], [-385], [91], [374], [-131], [630], [-91], [315], [336], [-455], [-201], [-442], [-154], [480], [-105], [-623], [-174], [380], [-539], [221], [-432], [-175], [182], [585], [882], [410], [-294], [833], [-56], [-980], [-286], [-287], [-91], [-910], [478], [1309], [672], [-455], [9], [-990], [98], [655], [532], [-2142], [338], [455], [1304], [-623], [-839], [-1680], [-308], [1547], [-539], [1005], [574], [1170], [-1190], [770], [-169], [-1632], [-1372], [525], [882], [595], [70], [870], [-572], [-1292]], 'ap': [[-5], [-7], [-7], [-13], [-26], [13], [77], [-126], [-96], [-82], [196], [-131], [336], [-201], [-105], [-432], [-294], [-56], [478], [9], [98], [1304], [-308], [-1190], [70], [420], [588], [-684], [373], [-1734], [1892], [1435], [-1776], [-1869], [2466], [-3323], [-2730], [-544], [1624], [-336], [-3029], [-28], [422], [492], [2991], [-70], [2851], [217], [-2576], [455], [3061], [-3477], [-1610], [1008], [6041], [-3708], [8344], [-1617], [-3820], [-6214], [-5292], [-903], [2114], [3402], [-10689], [-7054], [9704], [-10449], [-621], [12481], [-1400], [-4968], [8722], [10012], [-3372], [-847], [11314], [1862], [6820], [-12992], [-7343], [-5059], [3243], [11599], [-17374], [989], [-14474], [-1594], [-5915], [-11072], [1260], [-12033], [-2280], [16767], [12840], [-2198], [-17066], [2583], [18620], [-16833], [-8615], [8535], [-4641], [-4793], [-5563], [24038], [-21224], [4354], [7310], [-7595], [-826], [14590], [4888], [-11004], [-4975], [3950], [-3682], [10402], [-31680], [21940], [-31374], [18013], [-10640], [-9336], [4200], [9872], [28450], [32718], [-22834], [7875], [-2140], [31971], [-7432], [20176], [-9478], [-12096], [17941], [6664], [-1442], [30207], [21140], [569], [-8538], [-32702], [-21154], [-2184], [36687], [36806], [4900], [-13697], [6239], [133], [-26003], [-31248], [-38253], [36374], [-27648], [756], [20846], [-41321], [54966], [-44553], [-27907], [-16443], [-45414], [-8981], [-17414], [-23702]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 67108877, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '13.4.a.a', 'level': 13, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[13, -1]], 1, 1], [[[13, 1]], 2, 1]], 'ALdims': [2, 1], 'Nk2': 208, 'analytic_conductor': 0.767024830074628, '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': [13, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67108877, 'hecke_orbit_dims': [1, 2], 'label': '13.4.a', 'level': 13, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 5, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 4, 'trace_bound': 1, 'trace_display': [-4, -2, -10, -22], 'traces': [3, -4, -2, 10, -10, 12, -22, -48, 57, 42, 54, -162, -13, 154, 16, 50, 96, -220, -210, -100, -212, 272, 100, 588, -313, -78, 370, -96, -126, -202, 110, -208, 76, 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mf_twists_nf • Show schema
Hide schema
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id: 8720
{'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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '13.4.a.a', 'target_level': 13, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 8721
{'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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '117.4.a.b', 'target_level': 117, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 8722
{'conductor': 13, '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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '169.4.a.e', 'target_level': 169, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 8723
{'conductor': 13, '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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '169.4.b.a', 'target_level': 169, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 8724
{'conductor': 13, '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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '169.4.c.a', 'target_level': 169, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 8725
{'conductor': 13, '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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '169.4.c.e', 'target_level': 169, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 8726
{'conductor': 13, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '169.4.e.e', 'target_level': 169, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 8727
{'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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '208.4.a.g', 'target_level': 208, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 8728
{'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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '325.4.a.d', 'target_level': 325, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 8729
{'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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '325.4.b.b', 'target_level': 325, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 8730
{'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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '637.4.a.a', 'target_level': 637, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 8731
{'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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '832.4.a.a', 'target_level': 832, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 8732
{'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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '832.4.a.r', 'target_level': 832, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 8733
{'conductor': 39, '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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1521.4.a.a', 'target_level': 1521, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 8734
{'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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1573.4.a.a', 'target_level': 1573, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 8735
{'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': '13.4.a.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1872.4.a.k', 'target_level': 1872, 'twist_class_label': '13.4.a.a', 'twist_class_level': 13, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 55150
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 2}
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id: 55151
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 3}
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id: 55152
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 5}
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id: 55153
{'charpoly_factorization': [[[13, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 7}
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id: 55154
{'charpoly_factorization': [[[26, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 11}
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id: 55155
{'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 13}
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id: 55156
{'charpoly_factorization': [[[-77, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 17}
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id: 55157
{'charpoly_factorization': [[[126, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 19}
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id: 55158
{'charpoly_factorization': [[[96, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 23}
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id: 55159
{'charpoly_factorization': [[[82, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 29}
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id: 55160
{'charpoly_factorization': [[[-196, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 31}
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id: 55161
{'charpoly_factorization': [[[131, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 37}
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id: 55162
{'charpoly_factorization': [[[-336, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 41}
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id: 55163
{'charpoly_factorization': [[[201, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 43}
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id: 55164
{'charpoly_factorization': [[[105, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 47}
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id: 55165
{'charpoly_factorization': [[[432, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 53}
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id: 55166
{'charpoly_factorization': [[[294, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 59}
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id: 55167
{'charpoly_factorization': [[[56, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 61}
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id: 55168
{'charpoly_factorization': [[[-478, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 67}
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id: 55169
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 71}
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id: 55170
{'charpoly_factorization': [[[-98, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 73}
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id: 55171
{'charpoly_factorization': [[[-1304, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 79}
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id: 55172
{'charpoly_factorization': [[[308, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 83}
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id: 55173
{'charpoly_factorization': [[[1190, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 89}
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id: 55174
{'charpoly_factorization': [[[-70, 1], 1]], 'hecke_orbit_code': 67108877, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '13.4.a.a', 'level': 13, 'portrait': 'data:image/png;base64,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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 9990000
{'hecke_orbit_code': 67108877, 'n': 1, 'trace_an': 1}
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id: 9990001
{'hecke_orbit_code': 67108877, 'n': 2, 'trace_an': -5}
-
id: 9990002
{'hecke_orbit_code': 67108877, 'n': 3, 'trace_an': -7}
-
id: 9990003
{'hecke_orbit_code': 67108877, 'n': 4, 'trace_an': 17}
-
id: 9990004
{'hecke_orbit_code': 67108877, 'n': 5, 'trace_an': -7}
-
id: 9990005
{'hecke_orbit_code': 67108877, 'n': 6, 'trace_an': 35}
-
id: 9990006
{'hecke_orbit_code': 67108877, 'n': 7, 'trace_an': -13}
-
id: 9990007
{'hecke_orbit_code': 67108877, 'n': 8, 'trace_an': -45}
-
id: 9990008
{'hecke_orbit_code': 67108877, 'n': 9, 'trace_an': 22}
-
id: 9990009
{'hecke_orbit_code': 67108877, 'n': 10, 'trace_an': 35}
-
id: 9990010
{'hecke_orbit_code': 67108877, 'n': 11, 'trace_an': -26}
-
id: 9990011
{'hecke_orbit_code': 67108877, 'n': 12, 'trace_an': -119}
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id: 9990012
{'hecke_orbit_code': 67108877, 'n': 13, 'trace_an': 13}
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id: 9990013
{'hecke_orbit_code': 67108877, 'n': 14, 'trace_an': 65}
-
id: 9990014
{'hecke_orbit_code': 67108877, 'n': 15, 'trace_an': 49}
-
id: 9990015
{'hecke_orbit_code': 67108877, 'n': 16, 'trace_an': 89}
-
id: 9990016
{'hecke_orbit_code': 67108877, 'n': 17, 'trace_an': 77}
-
id: 9990017
{'hecke_orbit_code': 67108877, 'n': 18, 'trace_an': -110}
-
id: 9990018
{'hecke_orbit_code': 67108877, 'n': 19, 'trace_an': -126}
-
id: 9990019
{'hecke_orbit_code': 67108877, 'n': 20, 'trace_an': -119}
-
id: 9990020
{'hecke_orbit_code': 67108877, 'n': 21, 'trace_an': 91}
-
id: 9990021
{'hecke_orbit_code': 67108877, 'n': 22, 'trace_an': 130}
-
id: 9990022
{'hecke_orbit_code': 67108877, 'n': 23, 'trace_an': -96}
-
id: 9990023
{'hecke_orbit_code': 67108877, 'n': 24, 'trace_an': 315}
-
id: 9990024
{'hecke_orbit_code': 67108877, 'n': 25, 'trace_an': -76}
-
id: 9990025
{'hecke_orbit_code': 67108877, 'n': 26, 'trace_an': -65}
-
id: 9990026
{'hecke_orbit_code': 67108877, 'n': 27, 'trace_an': 35}
-
id: 9990027
{'hecke_orbit_code': 67108877, 'n': 28, 'trace_an': -221}
-
id: 9990028
{'hecke_orbit_code': 67108877, 'n': 29, 'trace_an': -82}
-
id: 9990029
{'hecke_orbit_code': 67108877, 'n': 30, 'trace_an': -245}
-
id: 9990030
{'hecke_orbit_code': 67108877, 'n': 31, 'trace_an': 196}
-
id: 9990031
{'hecke_orbit_code': 67108877, 'n': 32, 'trace_an': -85}
-
id: 9990032
{'hecke_orbit_code': 67108877, 'n': 33, 'trace_an': 182}
-
id: 9990033
{'hecke_orbit_code': 67108877, 'n': 34, 'trace_an': -385}
-
id: 9990034
{'hecke_orbit_code': 67108877, 'n': 35, 'trace_an': 91}
-
id: 9990035
{'hecke_orbit_code': 67108877, 'n': 36, 'trace_an': 374}
-
id: 9990036
{'hecke_orbit_code': 67108877, 'n': 37, 'trace_an': -131}
-
id: 9990037
{'hecke_orbit_code': 67108877, 'n': 38, 'trace_an': 630}
-
id: 9990038
{'hecke_orbit_code': 67108877, 'n': 39, 'trace_an': -91}
-
id: 9990039
{'hecke_orbit_code': 67108877, 'n': 40, 'trace_an': 315}
-
id: 9990040
{'hecke_orbit_code': 67108877, 'n': 41, 'trace_an': 336}
-
id: 9990041
{'hecke_orbit_code': 67108877, 'n': 42, 'trace_an': -455}
-
id: 9990042
{'hecke_orbit_code': 67108877, 'n': 43, 'trace_an': -201}
-
id: 9990043
{'hecke_orbit_code': 67108877, 'n': 44, 'trace_an': -442}
-
id: 9990044
{'hecke_orbit_code': 67108877, 'n': 45, 'trace_an': -154}
-
id: 9990045
{'hecke_orbit_code': 67108877, 'n': 46, 'trace_an': 480}
-
id: 9990046
{'hecke_orbit_code': 67108877, 'n': 47, 'trace_an': -105}
-
id: 9990047
{'hecke_orbit_code': 67108877, 'n': 48, 'trace_an': -623}
-
id: 9990048
{'hecke_orbit_code': 67108877, 'n': 49, 'trace_an': -174}
-
id: 9990049
{'hecke_orbit_code': 67108877, 'n': 50, 'trace_an': 380}
-
id: 9990050
{'hecke_orbit_code': 67108877, 'n': 51, 'trace_an': -539}
-
id: 9990051
{'hecke_orbit_code': 67108877, 'n': 52, 'trace_an': 221}
-
id: 9990052
{'hecke_orbit_code': 67108877, 'n': 53, 'trace_an': -432}
-
id: 9990053
{'hecke_orbit_code': 67108877, 'n': 54, 'trace_an': -175}
-
id: 9990054
{'hecke_orbit_code': 67108877, 'n': 55, 'trace_an': 182}
-
id: 9990055
{'hecke_orbit_code': 67108877, 'n': 56, 'trace_an': 585}
-
id: 9990056
{'hecke_orbit_code': 67108877, 'n': 57, 'trace_an': 882}
-
id: 9990057
{'hecke_orbit_code': 67108877, 'n': 58, 'trace_an': 410}
-
id: 9990058
{'hecke_orbit_code': 67108877, 'n': 59, 'trace_an': -294}
-
id: 9990059
{'hecke_orbit_code': 67108877, 'n': 60, 'trace_an': 833}
-
id: 9990060
{'hecke_orbit_code': 67108877, 'n': 61, 'trace_an': -56}
-
id: 9990061
{'hecke_orbit_code': 67108877, 'n': 62, 'trace_an': -980}
-
id: 9990062
{'hecke_orbit_code': 67108877, 'n': 63, 'trace_an': -286}
-
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