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mf_newforms • Show schema
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{'Nk2': 19602, 'analytic_conductor': 102.9278749331433, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [162, 6, [83], [5]], 'cm_discs': [], 'conrey_index': 53, 'conrey_indexes': [53, 107], 'dim': 8, 'field_disc': 17318914560000, 'field_disc_factorization': [[2, 12], [3, 4], [5, 4], [17, 4]], 'field_poly': [161859, 34356, -31616, -5392, 2477, 260, -82, -4, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [93641659454165993505423360000, 0, -11137953219298983936000, 0, 1018764391219200, 0, -36397440, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511005225091234, 'hecke_ring_generator_nbound': 25, 'hecke_ring_index': 722204136308736, 'hecke_ring_index_factorization': [[2, 24], [3, 16]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0], [1, 1, 3, 2, -1, 2, 0], [1, 1, 9, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '162.11.d.d', 'level': 162, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.11.b.a', 'nf_label': '8.0.17318914560000.97', 'prim_orbit_index': 4, 'qexp_display': 'q-\\beta _{3}q^{2}-2^{9}\\beta _{1}q^{4}+(26\\beta _{3}+\\beta _{4}+26\\beta _{5}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '10.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.11.d', 'trace_display': [0, 0, 0, 45112], 'trace_hash': 1346629278817751353, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.060', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.761', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.528', 'prec': 17}, {'__RealLiteral__': 0, 'data': '462.834', 'prec': 24}, {'__RealLiteral__': 0, 'data': '1548.698', 'prec': 27}, {'__RealLiteral__': 0, 'data': '45661.407', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [8, 0, 0, 2048, 0, 0, 45112, 0, 0, -107520, 0, 0, -275240, 0, 0, -1048576, 0, 0, -3137456, 0, 0, -7730688, 0, 0, 33732380, 0, 0, 46194688, 0, 0, 21785848, 0, 0, -151087104, 0, 0, -142028336, 0, 0, -27525120, 0, 0, 470688664, 0, 0, 377628672, 0, 0, 50058420, 0, 0, 140922880, 0, 0, 5402718720, 0, 0, 1564177920, 0, 0, 1184038744, 0, 0, -1073741824, 0, 0, 297365848, 0, 0, 3962250240, 0, 0, 13068538000, 0, 0, -803188736, 0, 0, -199282568, 0, 0, 16757336064, 0, 0, 12880512000, 0, 0, 3958112256, 0, 0, 16634464160, 0, 0, -8505477120, 0, 0, 39176355064, 0, 0, 34541957120, 0, 0, -11068379336, 0, 0, -18873091584, 0, 0, -40639513520, 0, 0, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 19602, 'analytic_conductor': 102.9278749331433, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [162, 6, [83], [5]], 'conrey_index': 53, 'cusp_dim': 516, 'dim': 80, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206342979746, 'hecke_orbit_dims': [4, 4, 8, 8, 16, 16, 24], 'label': '162.11.d', 'level': 162, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 564, 'mf_new_dim': 80, 'num_forms': 7, 'prim_orbit_index': 4, 'relative_dim': 40, 'sturm_bound': 297, 'trace_bound': 7, 'trace_display': [0, 0, 0, -61190], 'traces': [80, 0, 0, 20480, 0, 0, -61190, 0, 0, 0, 0, 0, 1402750, 0, 0, -10485760, 0, 0, 7101676, 0, 0, -6946944, 0, 0, 97967612, 0, 0, -62658560, 0, 0, 96926740, 0, 0, -61492992, 0, 0, 560825572, 0, 0, 0, 0, 0, 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mf_twists_cc • Show schema
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id: 43165544
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 107, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511005225091234, 'target_is_minimal': False, 'target_label': '162.11.d.d.107.4', 'target_level': 162, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
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id: 43165545
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 107, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005225091234, 'target_is_minimal': False, 'target_label': '162.11.d.d.107.1', 'target_level': 162, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 11}
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id: 43165546
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 5, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68904026118, 'target_is_minimal': True, 'target_label': '6.11.b.a.5.3', 'target_level': 6, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 11}
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id: 43165547
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 53, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005225091234, 'target_is_minimal': False, 'target_label': '162.11.d.d.53.1', 'target_level': 162, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 11}
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id: 43165548
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 53, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511005225091234, 'target_is_minimal': False, 'target_label': '162.11.d.d.53.4', 'target_level': 162, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 11}
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id: 43165549
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 5, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68904026118, 'target_is_minimal': True, 'target_label': '6.11.b.a.5.1', 'target_level': 6, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 11}
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id: 43165550
{'conductor': 36, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 17, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13511073944567856, 'target_is_minimal': False, 'target_label': '48.11.e.d.17.3', 'target_level': 48, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '36.7', 'twisting_conrey_index': 7, 'weight': 11}
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id: 43165551
{'conductor': 36, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 17, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511073944567856, 'target_is_minimal': False, 'target_label': '48.11.e.d.17.4', 'target_level': 48, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '36.11', 'twisting_conrey_index': 11, 'weight': 11}
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id: 43165552
{'conductor': 45, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 149, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68904026262, 'target_is_minimal': False, 'target_label': '150.11.b.a.149.2', 'target_level': 150, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '45.2', 'twisting_conrey_index': 2, 'weight': 11}
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id: 43165553
{'conductor': 45, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 149, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 68904026262, 'target_is_minimal': False, 'target_label': '150.11.b.a.149.8', 'target_level': 150, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '45.7', 'twisting_conrey_index': 7, 'weight': 11}
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id: 43165554
{'conductor': 45, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 101, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206342979734, 'target_is_minimal': False, 'target_label': '150.11.d.a.101.2', 'target_level': 150, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '45.29', 'twisting_conrey_index': 29, 'weight': 11}
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id: 43165555
{'conductor': 45, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 101, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206342979734, 'target_is_minimal': False, 'target_label': '150.11.d.a.101.4', 'target_level': 150, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '45.34', 'twisting_conrey_index': 34, 'weight': 11}
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id: 43165556
{'conductor': 45, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 149, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 68904026262, 'target_is_minimal': False, 'target_label': '150.11.b.a.149.7', 'target_level': 150, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '45.38', 'twisting_conrey_index': 38, 'weight': 11}
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id: 43165557
{'conductor': 45, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 149, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68904026262, 'target_is_minimal': False, 'target_label': '150.11.b.a.149.1', 'target_level': 150, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '45.43', 'twisting_conrey_index': 43, 'weight': 11}
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id: 43165558
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525472454049984, 'target_is_minimal': False, 'target_label': '192.11.e.h.65.1', 'target_level': 192, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '72.11', 'twisting_conrey_index': 11, 'weight': 11}
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id: 43165559
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27021872826679488, 'target_is_minimal': False, 'target_label': '192.11.e.g.65.4', 'target_level': 192, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '72.29', 'twisting_conrey_index': 29, 'weight': 11}
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id: 43165560
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525472454049984, 'target_is_minimal': False, 'target_label': '192.11.e.h.65.2', 'target_level': 192, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '72.43', 'twisting_conrey_index': 43, 'weight': 11}
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id: 43165561
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005225091234, 'source_is_minimal': False, 'source_label': '162.11.d.d.107.4', 'source_level': 162, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021872826679488, 'target_is_minimal': False, 'target_label': '192.11.e.g.65.3', 'target_level': 192, 'twist_class_label': '6.11.b.a.5.1', 'twist_class_level': 6, 'twisting_char_label': '72.61', 'twisting_conrey_index': 61, 'weight': 11}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 427100
{'charpoly_factorization': [[[262144, 0, -512, 0, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 2}
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id: 427101
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 13511005225091234, 'p': 3}
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id: 427102
{'charpoly_factorization': [[[93641659454165993505423360000, 0, -11137953219298983936000, 0, 1018764391219200, 0, -36397440, 0, 1], 1]], 'hecke_orbit_code': 13511005225091234, 'p': 5}
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id: 427103
{'charpoly_factorization': [[[242551843253776, 351288858256, 524347212, -22556, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 7}
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id: 427104
{'charpoly_factorization': [[[45014154948762061488944337841369462603776, 0, -12372045517109100630875031207936, 0, 3188265212652991414272, 0, -58313211264, 0, 1], 1]], 'hecke_orbit_code': 13511005225091234, 'p': 11}
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id: 427105
{'charpoly_factorization': [[[2742839780773958410000, -7207452241598000, 71311392300, 137620, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 13}
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id: 427106
{'charpoly_factorization': [[[3213382029100332858998784, 0, 7560967182336, 0, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 17}
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id: 427107
{'charpoly_factorization': [[[-1189491369116, 784364, 1], 4]], 'hecke_orbit_code': 13511005225091234, 'p': 19}
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id: 427108
{'charpoly_factorization': [[[3747143185252949596377354403271200771148394503602176, 0, -2023456969860091735624970430606773059584, 0, 1031452661298516633984172032, 0, -33055507478016, 0, 1], 1]], 'hecke_orbit_code': 13511005225091234, 'p': 23}
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id: 427109
{'charpoly_factorization': [[[426115845447246703787148233209049820831150012062760960000, 0, -18729091669935735645441142545870317420544000, 0, 802558155784578962886947635200, 0, -907304099736960, 0, 1], 1]], 'hecke_orbit_code': 13511005225091234, 'p': 29}
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id: 427110
{'charpoly_factorization': [[[1674639378426861270905854341136, 14096299652321662729744, 1412734376056332, -10892924, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 31}
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id: 427111
{'charpoly_factorization': [[[-4297319054834396, 35507084, 1], 4]], 'hecke_orbit_code': 13511005225091234, 'p': 37}
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id: 427112
{'charpoly_factorization': [[[824452153306219594148823018005046627376450768334763006640521216, 0, -676525085304420556047959855476427952948076609536, 0, 526426510037173482089459956580352, 0, -23561404561257984, 0, 1], 1]], 'hecke_orbit_code': 13511005225091234, 'p': 41}
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id: 427113
{'charpoly_factorization': [[[52971357938751037361169127338256, -1712869579826121355547312, 48108812125929708, -235344332, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 43}
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id: 427114
{'charpoly_factorization': [[[676264314878871789211850734254322142218321482527381913600000000, 0, -653371549756650614721000613411479644798976000000, 0, 605248663485784532166346014720000, 0, -25124763600230400, 0, 1], 1]], 'hecke_orbit_code': 13511005225091234, 'p': 47}
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id: 427115
{'charpoly_factorization': [[[374689908104315231134951598997504, 0, 212636466457531776, 0, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 53}
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id: 427116
{'charpoly_factorization': [[[414668428214601702781115864913156860742236102750252488256802275721216, 0, -6599059141707590074614285739237470470538646096183296, 0, 84654428315794636960821253262671872, 0, -324064557407447424, 0, 1], 1]], 'hecke_orbit_code': 13511005225091234, 'p': 59}
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id: 427117
{'charpoly_factorization': [[[1058181619432015697678022920436496, -19258214725083399149452592, 317957233175192748, -592019372, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 61}
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id: 427118
{'charpoly_factorization': [[[122645476189657859569479427166995216, 52069913981968820082602704, 372314373353235372, -148682924, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 67}
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id: 427119
{'charpoly_factorization': [[[496551591375334917061350407071334400, 0, 1847488216292328960, 0, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 71}
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id: 427120
{'charpoly_factorization': [[[2363496913262627140, -3267134500, 1], 4]], 'hecke_orbit_code': 13511005225091234, 'p': 73}
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id: 427121
{'charpoly_factorization': [[[13461304086696212099448001067216040976, -365580382403248972285535984, 3678893373957736332, 99641284, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 79}
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id: 427122
{'charpoly_factorization': [[[32878378607053154787566817417659757846156614358768584193270434694835470336, 0, -34272721779914176991133918840410320194834200563260850176, 0, 29992230731088576556367723994461110272, 0, -5977139602070968704, 0, 1], 1]], 'hecke_orbit_code': 13511005225091234, 'p': 83}
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id: 427123
{'charpoly_factorization': [[[1540485503350066000158522316622659584, 0, 27084125311735371264, 0, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 89}
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id: 427124
{'charpoly_factorization': [[[9028045727064725034502286185239066777616, -1861190840328535947800983039472, 288680670234925353228, -19588177532, 1], 2]], 'hecke_orbit_code': 13511005225091234, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 4, 'hecke_orbit': 4, 'label': '162.11.d.d', 'level': 162, 'portrait': 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', 'weight': 11}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 141004000
{'hecke_orbit_code': 13511005225091234, 'n': 1, 'trace_an': 8}
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id: 141004001
{'hecke_orbit_code': 13511005225091234, 'n': 2, 'trace_an': 0}
-
id: 141004002
{'hecke_orbit_code': 13511005225091234, 'n': 3, 'trace_an': 0}
-
id: 141004003
{'hecke_orbit_code': 13511005225091234, 'n': 4, 'trace_an': 2048}
-
id: 141004004
{'hecke_orbit_code': 13511005225091234, 'n': 5, 'trace_an': 0}
-
id: 141004005
{'hecke_orbit_code': 13511005225091234, 'n': 6, 'trace_an': 0}
-
id: 141004006
{'hecke_orbit_code': 13511005225091234, 'n': 7, 'trace_an': 45112}
-
id: 141004007
{'hecke_orbit_code': 13511005225091234, 'n': 8, 'trace_an': 0}
-
id: 141004008
{'hecke_orbit_code': 13511005225091234, 'n': 9, 'trace_an': 0}
-
id: 141004009
{'hecke_orbit_code': 13511005225091234, 'n': 10, 'trace_an': -107520}
-
id: 141004010
{'hecke_orbit_code': 13511005225091234, 'n': 11, 'trace_an': 0}
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id: 141004011
{'hecke_orbit_code': 13511005225091234, 'n': 12, 'trace_an': 0}
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id: 141004012
{'hecke_orbit_code': 13511005225091234, 'n': 13, 'trace_an': -275240}
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id: 141004013
{'hecke_orbit_code': 13511005225091234, 'n': 14, 'trace_an': 0}
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id: 141004014
{'hecke_orbit_code': 13511005225091234, 'n': 15, 'trace_an': 0}
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id: 141004015
{'hecke_orbit_code': 13511005225091234, 'n': 16, 'trace_an': -1048576}
-
id: 141004016
{'hecke_orbit_code': 13511005225091234, 'n': 17, 'trace_an': 0}
-
id: 141004017
{'hecke_orbit_code': 13511005225091234, 'n': 18, 'trace_an': 0}
-
id: 141004018
{'hecke_orbit_code': 13511005225091234, 'n': 19, 'trace_an': -3137456}
-
id: 141004019
{'hecke_orbit_code': 13511005225091234, 'n': 20, 'trace_an': 0}
-
id: 141004020
{'hecke_orbit_code': 13511005225091234, 'n': 21, 'trace_an': 0}
-
id: 141004021
{'hecke_orbit_code': 13511005225091234, 'n': 22, 'trace_an': -7730688}
-
id: 141004022
{'hecke_orbit_code': 13511005225091234, 'n': 23, 'trace_an': 0}
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