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{'Nk2': 19600, 'analytic_conductor': 72.27733975703225, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [7, -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': [1225, 1, [1177, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 44, 'field_disc_factorization': [[2, 2], [11, 1]], 'field_poly': [-11, 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, [-10, 2, 1]], [3, [5, 1]], [19, [500, -140, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994477667529, 'hecke_ring_generator_nbound': 2, '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': False, 'label': '1225.4.a.p', 'level': 1225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '245.4.a.i', 'nf_label': '2.2.44.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta )q^{2}-5q^{3}+(4-2\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1225.4.a', 'trace_display': [-2, -10, 0, 0], 'trace_hash': 550217650029513559, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.923', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.950', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [7, -1]], 51, 11], [[[5, -1], [7, 1]], 46, 6], [[[5, 1], [7, -1]], 45, 20], [[[5, 1], [7, 1]], 45, 9]], 'ALdims': [45, 45, 46, 51], 'Nk2': 19600, 'analytic_conductor': 72.27733975703225, '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': [1225, 1, [1177, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 396, 'dim': 187, 'eis_dim': 48, 'eis_new_dim': 15, 'hecke_cutter_primes': [2, 3, 19], 'hecke_orbit_code': 67110089, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 5, 5, 5, 5, 6, 6, 8, 8, 8, 8, 8, 10, 10, 12, 12, 12], 'label': '1225.4.a', 'level': 1225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 444, 'mf_new_dim': 202, 'num_forms': 46, 'plus_dim': 96, 'prim_orbit_index': 1, 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mf_twists_cc • Show schema
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id: 47945842
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994477667529, 'source_is_minimal': False, 'source_label': '1225.4.a.p.1.2', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 67553994477667529, 'target_is_minimal': False, 'target_label': '1225.4.a.p.1.2', 'target_level': 1225, 'twist_class_label': '245.4.a.i.1.1', 'twist_class_level': 245, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 47945843
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994477667529, 'source_is_minimal': False, 'source_label': '1225.4.a.p.1.2', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713443573, 'target_is_minimal': True, 'target_label': '245.4.a.j.1.1', 'target_level': 245, 'twist_class_label': '245.4.a.i.1.1', 'twist_class_level': 245, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 47945844
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994477667529, 'source_is_minimal': False, 'source_label': '1225.4.a.p.1.2', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 72057594105038025, 'target_is_minimal': False, 'target_label': '1225.4.a.q.1.2', 'target_level': 1225, 'twist_class_label': '245.4.a.i.1.1', 'twist_class_level': 245, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
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id: 47945845
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994477667529, 'source_is_minimal': False, 'source_label': '1225.4.a.p.1.2', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 99079191869261981, 'target_is_minimal': False, 'target_label': '2205.4.a.w.1.2', 'target_level': 2205, 'twist_class_label': '245.4.a.i.1.1', 'twist_class_level': 245, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
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id: 47945846
{'conductor': 35, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994477667529, 'source_is_minimal': False, 'source_label': '1225.4.a.p.1.2', 'source_level': 1225, 'target_conrey_index': 226, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532671591350517, 'target_is_minimal': False, 'target_label': '245.4.e.j.226.2', 'target_level': 245, 'twist_class_label': '245.4.a.i.1.1', 'twist_class_level': 245, 'twisting_char_label': '35.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 47945847
{'conductor': 35, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994477667529, 'source_is_minimal': False, 'source_label': '1225.4.a.p.1.2', 'source_level': 1225, 'target_conrey_index': 116, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532671591350517, 'target_is_minimal': False, 'target_label': '245.4.e.j.116.2', 'target_level': 245, 'twist_class_label': '245.4.a.i.1.1', 'twist_class_level': 245, 'twisting_char_label': '35.9', 'twisting_conrey_index': 9, 'weight': 4}
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id: 47945848
{'conductor': 35, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994477667529, 'source_is_minimal': False, 'source_label': '1225.4.a.p.1.2', 'source_level': 1225, 'target_conrey_index': 116, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45036271218721013, 'target_is_minimal': False, 'target_label': '245.4.e.k.116.2', 'target_level': 245, 'twist_class_label': '245.4.a.i.1.1', 'twist_class_level': 245, 'twisting_char_label': '35.19', 'twisting_conrey_index': 19, 'weight': 4}
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id: 47945849
{'conductor': 35, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994477667529, 'source_is_minimal': False, 'source_label': '1225.4.a.p.1.2', 'source_level': 1225, 'target_conrey_index': 226, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45036271218721013, 'target_is_minimal': False, 'target_label': '245.4.e.k.226.2', 'target_level': 245, 'twist_class_label': '245.4.a.i.1.1', 'twist_class_level': 245, 'twisting_char_label': '35.24', 'twisting_conrey_index': 24, 'weight': 4}
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id: 47945850
{'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994477667529, 'source_is_minimal': False, 'source_label': '1225.4.a.p.1.2', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797086073077, 'target_is_minimal': True, 'target_label': '245.4.a.i.1.1', 'target_level': 245, 'twist_class_label': '245.4.a.i.1.1', 'twist_class_level': 245, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 4}
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id: 47945851
{'conductor': 105, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994477667529, 'source_is_minimal': False, 'source_label': '1225.4.a.p.1.2', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 103582791496632477, 'target_is_minimal': False, 'target_label': '2205.4.a.x.1.2', 'target_level': 2205, 'twist_class_label': '245.4.a.i.1.1', 'twist_class_level': 245, 'twisting_char_label': '105.104', 'twisting_conrey_index': 104, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1783425
{'charpoly_factorization': [[[-10, 2, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 2}
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id: 1783426
{'charpoly_factorization': [[[5, 1], 2]], 'hecke_orbit_code': 67553994477667529, 'p': 3}
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id: 1783427
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 67553994477667529, 'p': 5}
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id: 1783428
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 67553994477667529, 'p': 7}
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id: 1783429
{'charpoly_factorization': [[[913, -66, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 11}
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id: 1783430
{'charpoly_factorization': [[[-4375, 10, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 13}
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id: 1783431
{'charpoly_factorization': [[[-3175, 70, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 17}
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id: 1783432
{'charpoly_factorization': [[[500, -140, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 19}
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id: 1783433
{'charpoly_factorization': [[[-8560, -16, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 23}
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id: 1783434
{'charpoly_factorization': [[[-8703, 258, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 29}
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id: 1783435
{'charpoly_factorization': [[[-39500, 20, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 31}
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id: 1783436
{'charpoly_factorization': [[[5600, 328, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 37}
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id: 1783437
{'charpoly_factorization': [[[-87500, -300, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 41}
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id: 1783438
{'charpoly_factorization': [[[1780, -116, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 43}
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id: 1783439
{'charpoly_factorization': [[[-17375, -30, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 47}
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id: 1783440
{'charpoly_factorization': [[[-85500, 540, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 53}
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id: 1783441
{'charpoly_factorization': [[[18500, -380, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 59}
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id: 1783442
{'charpoly_factorization': [[[252000, -1080, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 61}
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id: 1783443
{'charpoly_factorization': [[[-46620, 468, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 67}
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id: 1783444
{'charpoly_factorization': [[[233728, 1056, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 71}
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id: 1783445
{'charpoly_factorization': [[[-255100, -860, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 73}
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id: 1783446
{'charpoly_factorization': [[[-1325903, -158, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 79}
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id: 1783447
{'charpoly_factorization': [[[-439600, 40, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 83}
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id: 1783448
{'charpoly_factorization': [[[-1574000, 240, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 89}
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id: 1783449
{'charpoly_factorization': [[[307825, 1630, 1], 1]], 'hecke_orbit_code': 67553994477667529, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '1225.4.a.p', 'level': 1225, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 236632000
{'hecke_orbit_code': 67553994477667529, 'n': 1, 'trace_an': 2}
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id: 236632001
{'hecke_orbit_code': 67553994477667529, 'n': 2, 'trace_an': -2}
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id: 236632002
{'hecke_orbit_code': 67553994477667529, 'n': 3, 'trace_an': -10}
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id: 236632003
{'hecke_orbit_code': 67553994477667529, 'n': 4, 'trace_an': 8}
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id: 236632004
{'hecke_orbit_code': 67553994477667529, 'n': 5, 'trace_an': 0}
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id: 236632005
{'hecke_orbit_code': 67553994477667529, 'n': 6, 'trace_an': 10}
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