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{'Nk2': 11424, 'analytic_conductor': 42.1273637440988, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, 1], [17, -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': [714, 1, [239, 409, 547], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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': [[5, [2, 1]], [11, [-28, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949221066, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '714.4.a.d', 'level': 714, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 17], 'level_radical': 714, 'minimal_twist': '714.4.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-3q^{3}+4q^{4}-2q^{5}-6q^{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': '714.4.a', 'trace_display': [2, -3, -2, -7], 'trace_hash': 576975088460400081, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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13510798949221066, 'label': '714.4.a.d.1.1', 'level': 714, 'weight': 4}
-
mf_newspaces • Show schema
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{'ALdims': [3, 3, 3, 3, 2, 4, 4, 2, 3, 3, 4, 2, 4, 2, 1, 5], 'Nk2': 11424, 'analytic_conductor': 42.1273637440988, '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': [714, 1, [239, 409, 547], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 424, 'dim': 48, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 67109578, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5], 'label': '714.4.a', 'level': 714, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 17], 'level_radical': 714, 'mf_dim': 440, 'mf_new_dim': 48, 'num_forms': 19, 'plus_dim': 30, 'prim_orbit_index': 1, 'relative_dim': 48, 'sturm_bound': 576, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [48, 0, 0, 192, 0, 0, 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mf_twists_cc • Show schema
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id: 42887218
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949221066, 'source_is_minimal': True, 'source_label': '714.4.a.d.1.1', 'source_level': 714, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949221066, 'target_is_minimal': True, 'target_label': '714.4.a.d.1.1', 'target_level': 714, 'twist_class_label': '714.4.a.d.1.1', 'twist_class_level': 714, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 42887219
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949221066, 'source_is_minimal': True, 'source_label': '714.4.a.d.1.1', 'source_level': 714, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694481502, 'target_is_minimal': False, 'target_label': '2142.4.a.b.1.1', 'target_level': 2142, 'twist_class_label': '714.4.a.d.1.1', 'twist_class_level': 714, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1238325
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 2}
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id: 1238326
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 3}
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id: 1238327
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 5}
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id: 1238328
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 7}
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id: 1238329
{'charpoly_factorization': [[[-28, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 11}
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id: 1238330
{'charpoly_factorization': [[[-30, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 13}
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id: 1238331
{'charpoly_factorization': [[[-17, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 17}
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id: 1238332
{'charpoly_factorization': [[[56, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 19}
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id: 1238333
{'charpoly_factorization': [[[80, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 23}
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id: 1238334
{'charpoly_factorization': [[[126, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 29}
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id: 1238335
{'charpoly_factorization': [[[-272, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 31}
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id: 1238336
{'charpoly_factorization': [[[-134, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 37}
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id: 1238337
{'charpoly_factorization': [[[-402, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 41}
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id: 1238338
{'charpoly_factorization': [[[-412, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 43}
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id: 1238339
{'charpoly_factorization': [[[-272, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 47}
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id: 1238340
{'charpoly_factorization': [[[-294, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 53}
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id: 1238341
{'charpoly_factorization': [[[-100, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 59}
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id: 1238342
{'charpoly_factorization': [[[-706, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 61}
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id: 1238343
{'charpoly_factorization': [[[244, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 67}
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id: 1238344
{'charpoly_factorization': [[[-304, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 71}
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id: 1238345
{'charpoly_factorization': [[[-638, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 73}
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id: 1238346
{'charpoly_factorization': [[[760, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 79}
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id: 1238347
{'charpoly_factorization': [[[444, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 83}
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id: 1238348
{'charpoly_factorization': [[[-138, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 89}
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id: 1238349
{'charpoly_factorization': [[[-1150, 1], 1]], 'hecke_orbit_code': 13510798949221066, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '714.4.a.d', 'level': 714, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 34726777
{'hecke_orbit_code': 13510798949221066, 'n': 1, 'trace_an': 1}
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id: 34726778
{'hecke_orbit_code': 13510798949221066, 'n': 2, 'trace_an': 2}
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id: 34726779
{'hecke_orbit_code': 13510798949221066, 'n': 3, 'trace_an': -3}
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id: 34726780
{'hecke_orbit_code': 13510798949221066, 'n': 4, 'trace_an': 4}
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id: 34726781
{'hecke_orbit_code': 13510798949221066, 'n': 5, 'trace_an': -2}
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id: 34726782
{'hecke_orbit_code': 13510798949221066, 'n': 6, 'trace_an': -6}
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id: 34726783
{'hecke_orbit_code': 13510798949221066, 'n': 7, 'trace_an': -7}
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id: 34726784
{'hecke_orbit_code': 13510798949221066, 'n': 8, 'trace_an': 8}
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id: 34726785
{'hecke_orbit_code': 13510798949221066, 'n': 9, 'trace_an': 9}
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id: 34726786
{'hecke_orbit_code': 13510798949221066, 'n': 10, 'trace_an': -4}
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id: 34726787
{'hecke_orbit_code': 13510798949221066, 'n': 11, 'trace_an': 28}
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id: 34726788
{'hecke_orbit_code': 13510798949221066, 'n': 12, 'trace_an': -12}
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id: 34726789
{'hecke_orbit_code': 13510798949221066, 'n': 13, 'trace_an': 30}
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id: 34726790
{'hecke_orbit_code': 13510798949221066, 'n': 14, 'trace_an': -14}
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id: 34726791
{'hecke_orbit_code': 13510798949221066, 'n': 15, 'trace_an': 6}
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