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{'Nk2': 10080, 'analytic_conductor': 44.90746954763458, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [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': [280, 1, [71, 141, 57, 241], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 996509, 'field_disc_factorization': [[337, 1], [2957, 1]], 'field_poly': [1100, -267, -1, 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': [[3, [1800, -267, -14, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237516056, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': '280.6.a.f', 'level': 280, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '280.6.a.f', 'nf_label': '3.3.996509.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(5+\\beta _{2})q^{3}-5^{2}q^{5}+7^{2}q^{7}+(4+3\\beta _{1}+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '280.6.a', 'trace_display': [0, 14, -75, 147], 'trace_hash': 579490397426388961, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.065', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.053', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.673', 'prec': 17}, {'__RealLiteral__': 0, 'data': '24.545', 'prec': 20}, {'__RealLiteral__': 0, 'data': '10.747', 'prec': 20}, {'__RealLiteral__': 0, 'data': '293.006', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, 14, 0, -75, 0, 147, 0, 1, 0, -50, 0, 536, 0, -350, 0, 268, 0, -1048, 0, 686, 0, -576, 0, 1875, 0, 1754, 0, 6172, 0, -2404, 0, 11454, 0, -3675, 0, 7806, 0, 2834, 0, 12150, 0, 16868, 0, -25, 0, 30230, 0, 7203, 0, 16758, 0, 25862, 0, 1250, 0, 25960, 0, 36352, 0, 6534, 0, 49, 0, -13400, 0, 45708, 0, 17528, 0, 57456, 0, -17346, 0, 8750, 0, -2450, 0, 21222, 0, -65501, 0, 128816, 0, -6700, 0, 83250, 0, 132286, 0, 26264, 0, 103716, 0, 26200, 0, -74348, 0, 210504, 0, 179474, 0, 244982, 0, -17150, 0, 196576, 0, -62400, 0, 344880, 0, 133770, 0, 14400, 0, 146686, 0, 13132, 0, -76911, 0, 230244, 0, -46875, 0, 211272, 0, -131384, 0, 392568, 0, -51352, 0, -43850, 0, -657906, 0, -70924, 0, 44146, 0, 236798, 0, -154300, 0, 33614, 0, -69022, 0, -146066, 0, -551394, 0, 60100, 0, -587306, 0, 125896, 0, -28224, 0, 74832, 0, -286350, 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mf_newspaces • Show schema
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mf_twists_cc • Show schema
Hide schema
-
id: 45073200
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998237516056, 'source_is_minimal': True, 'source_label': '280.6.a.f.1.3', 'source_level': 280, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22517998237516056, 'target_is_minimal': True, 'target_label': '280.6.a.f.1.3', 'target_level': 280, 'twist_class_label': '280.6.a.f.1.3', 'twist_class_level': 280, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 45073201
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998237516056, 'source_is_minimal': True, 'source_label': '280.6.a.f.1.3', 'source_level': 280, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193765962288, 'target_is_minimal': False, 'target_label': '560.6.a.r.1.1', 'target_level': 560, 'twist_class_label': '280.6.a.f.1.3', 'twist_class_level': 280, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 637750
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 22517998237516056, 'p': 2}
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id: 637751
{'charpoly_factorization': [[[1800, -267, -14, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 3}
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id: 637752
{'charpoly_factorization': [[[25, 1], 3]], 'hecke_orbit_code': 22517998237516056, 'p': 5}
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id: 637753
{'charpoly_factorization': [[[-49, 1], 3]], 'hecke_orbit_code': 22517998237516056, 'p': 7}
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id: 637754
{'charpoly_factorization': [[[-32091540, -201871, 50, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 11}
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id: 637755
{'charpoly_factorization': [[[40540670, -48247, -536, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 13}
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id: 637756
{'charpoly_factorization': [[[-1677666906, -3291415, -268, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 17}
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id: 637757
{'charpoly_factorization': [[[-339889184, -1505300, 1048, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 19}
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id: 637758
{'charpoly_factorization': [[[-470543360, -1352276, 576, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 23}
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id: 637759
{'charpoly_factorization': [[[-4080790758, 10463789, -6172, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 29}
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id: 637760
{'charpoly_factorization': [[[-42412572288, -17610160, 2404, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 31}
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id: 637761
{'charpoly_factorization': [[[754109894424, -149807924, -7806, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 37}
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id: 637762
{'charpoly_factorization': [[[859615169760, -119300744, -12150, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 41}
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id: 637763
{'charpoly_factorization': [[[770989825360, -103118228, -16868, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 43}
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id: 637764
{'charpoly_factorization': [[[-822133181192, 284100877, -30230, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 47}
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id: 637765
{'charpoly_factorization': [[[-640341284960, 222911296, -25862, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 53}
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id: 637766
{'charpoly_factorization': [[[2921311866880, -565179904, -36352, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 59}
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id: 637767
{'charpoly_factorization': [[[-5471960282336, -980556296, -6534, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 61}
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id: 637768
{'charpoly_factorization': [[[17305695495360, -1079349008, -45708, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 67}
-
id: 637769
{'charpoly_factorization': [[[5500862115840, 13886208, -57456, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 71}
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id: 637770
{'charpoly_factorization': [[[-2212406609000, -438116180, 17346, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 73}
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id: 637771
{'charpoly_factorization': [[[-14445274057688, -2282948031, -21222, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 79}
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id: 637772
{'charpoly_factorization': [[[193963320099072, 224524080, -128816, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 83}
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id: 637773
{'charpoly_factorization': [[[107630146696800, 708035288, -132286, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 89}
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id: 637774
{'charpoly_factorization': [[[-147037236625098, -1589692911, 74348, 1], 1]], 'hecke_orbit_code': 22517998237516056, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '280.6.a.f', 'level': 280, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 169485000
{'hecke_orbit_code': 22517998237516056, 'n': 1, 'trace_an': 3}
-
id: 169485001
{'hecke_orbit_code': 22517998237516056, 'n': 2, 'trace_an': 0}
-
id: 169485002
{'hecke_orbit_code': 22517998237516056, 'n': 3, 'trace_an': 14}
-
id: 169485003
{'hecke_orbit_code': 22517998237516056, 'n': 4, 'trace_an': 0}
-
id: 169485004
{'hecke_orbit_code': 22517998237516056, 'n': 5, 'trace_an': -75}
-
id: 169485005
{'hecke_orbit_code': 22517998237516056, 'n': 6, 'trace_an': 0}
-
id: 169485006
{'hecke_orbit_code': 22517998237516056, 'n': 7, 'trace_an': 147}
-
id: 169485007
{'hecke_orbit_code': 22517998237516056, 'n': 8, 'trace_an': 0}
-
id: 169485008
{'hecke_orbit_code': 22517998237516056, 'n': 9, 'trace_an': 1}
-
id: 169485009
{'hecke_orbit_code': 22517998237516056, 'n': 10, 'trace_an': 0}
-
id: 169485010
{'hecke_orbit_code': 22517998237516056, 'n': 11, 'trace_an': -50}
-
id: 169485011
{'hecke_orbit_code': 22517998237516056, 'n': 12, 'trace_an': 0}
-
id: 169485012
{'hecke_orbit_code': 22517998237516056, 'n': 13, 'trace_an': 536}
-
id: 169485013
{'hecke_orbit_code': 22517998237516056, 'n': 14, 'trace_an': 0}
-
id: 169485014
{'hecke_orbit_code': 22517998237516056, 'n': 15, 'trace_an': -350}
-
id: 169485015
{'hecke_orbit_code': 22517998237516056, 'n': 16, 'trace_an': 0}
-
id: 169485016
{'hecke_orbit_code': 22517998237516056, 'n': 17, 'trace_an': 268}
-
id: 169485017
{'hecke_orbit_code': 22517998237516056, 'n': 18, 'trace_an': 0}
-
id: 169485018
{'hecke_orbit_code': 22517998237516056, 'n': 19, 'trace_an': -1048}
-
id: 169485019
{'hecke_orbit_code': 22517998237516056, 'n': 20, 'trace_an': 0}
-
id: 169485020
{'hecke_orbit_code': 22517998237516056, 'n': 21, 'trace_an': 686}
-
id: 169485021
{'hecke_orbit_code': 22517998237516056, 'n': 22, 'trace_an': 0}
-
id: 169485022
{'hecke_orbit_code': 22517998237516056, 'n': 23, 'trace_an': -576}
-
id: 169485023
{'hecke_orbit_code': 22517998237516056, 'n': 24, 'trace_an': 0}
-
id: 169485024
{'hecke_orbit_code': 22517998237516056, 'n': 25, 'trace_an': 1875}
-
id: 169485025
{'hecke_orbit_code': 22517998237516056, 'n': 26, 'trace_an': 0}
-
id: 169485026
{'hecke_orbit_code': 22517998237516056, 'n': 27, 'trace_an': 1754}
-
id: 169485027
{'hecke_orbit_code': 22517998237516056, 'n': 28, 'trace_an': 0}
-
id: 169485028
{'hecke_orbit_code': 22517998237516056, 'n': 29, 'trace_an': 6172}
-
id: 169485029
{'hecke_orbit_code': 22517998237516056, 'n': 30, 'trace_an': 0}
-
id: 169485030
{'hecke_orbit_code': 22517998237516056, 'n': 31, 'trace_an': -2404}
-
id: 169485031
{'hecke_orbit_code': 22517998237516056, 'n': 32, 'trace_an': 0}
-
id: 169485032
{'hecke_orbit_code': 22517998237516056, 'n': 33, 'trace_an': 11454}
-
id: 169485033
{'hecke_orbit_code': 22517998237516056, 'n': 34, 'trace_an': 0}
-
id: 169485034
{'hecke_orbit_code': 22517998237516056, 'n': 35, 'trace_an': -3675}
-
id: 169485035
{'hecke_orbit_code': 22517998237516056, 'n': 36, 'trace_an': 0}
-
id: 169485036
{'hecke_orbit_code': 22517998237516056, 'n': 37, 'trace_an': 7806}
-
id: 169485037
{'hecke_orbit_code': 22517998237516056, 'n': 38, 'trace_an': 0}
-
id: 169485038
{'hecke_orbit_code': 22517998237516056, 'n': 39, 'trace_an': 2834}
-
id: 169485039
{'hecke_orbit_code': 22517998237516056, 'n': 40, 'trace_an': 0}
-
id: 169485040
{'hecke_orbit_code': 22517998237516056, 'n': 41, 'trace_an': 12150}
-
id: 169485041
{'hecke_orbit_code': 22517998237516056, 'n': 42, 'trace_an': 0}
-
id: 169485042
{'hecke_orbit_code': 22517998237516056, 'n': 43, 'trace_an': 16868}
-
id: 169485043
{'hecke_orbit_code': 22517998237516056, 'n': 44, 'trace_an': 0}
-
id: 169485044
{'hecke_orbit_code': 22517998237516056, 'n': 45, 'trace_an': -25}
-
id: 169485045
{'hecke_orbit_code': 22517998237516056, 'n': 46, 'trace_an': 0}
-
id: 169485046
{'hecke_orbit_code': 22517998237516056, 'n': 47, 'trace_an': 30230}
-
id: 169485047
{'hecke_orbit_code': 22517998237516056, 'n': 48, 'trace_an': 0}
-
id: 169485048
{'hecke_orbit_code': 22517998237516056, 'n': 49, 'trace_an': 7203}
-
id: 169485049
{'hecke_orbit_code': 22517998237516056, 'n': 50, 'trace_an': 0}
-
id: 169485050
{'hecke_orbit_code': 22517998237516056, 'n': 51, 'trace_an': 16758}
-
id: 169485051
{'hecke_orbit_code': 22517998237516056, 'n': 52, 'trace_an': 0}
-
id: 169485052
{'hecke_orbit_code': 22517998237516056, 'n': 53, 'trace_an': 25862}
-
id: 169485053
{'hecke_orbit_code': 22517998237516056, 'n': 54, 'trace_an': 0}
-
id: 169485054
{'hecke_orbit_code': 22517998237516056, 'n': 55, 'trace_an': 1250}
-
id: 169485055
{'hecke_orbit_code': 22517998237516056, 'n': 56, 'trace_an': 0}
-
id: 169485056
{'hecke_orbit_code': 22517998237516056, 'n': 57, 'trace_an': 25960}
-
id: 169485057
{'hecke_orbit_code': 22517998237516056, 'n': 58, 'trace_an': 0}
-
id: 169485058
{'hecke_orbit_code': 22517998237516056, 'n': 59, 'trace_an': 36352}
-
id: 169485059
{'hecke_orbit_code': 22517998237516056, 'n': 60, 'trace_an': 0}
-
id: 169485060
{'hecke_orbit_code': 22517998237516056, 'n': 61, 'trace_an': 6534}
-
id: 169485061
{'hecke_orbit_code': 22517998237516056, 'n': 62, 'trace_an': 0}
-
id: 169485062
{'hecke_orbit_code': 22517998237516056, 'n': 63, 'trace_an': 49}
-
id: 169485063
{'hecke_orbit_code': 22517998237516056, 'n': 64, 'trace_an': 0}
-
id: 169485064
{'hecke_orbit_code': 22517998237516056, 'n': 65, 'trace_an': -13400}
-
id: 169485065
{'hecke_orbit_code': 22517998237516056, 'n': 66, 'trace_an': 0}
-
id: 169485066
{'hecke_orbit_code': 22517998237516056, 'n': 67, 'trace_an': 45708}
-
id: 169485067
{'hecke_orbit_code': 22517998237516056, 'n': 68, 'trace_an': 0}
-
id: 169485068
{'hecke_orbit_code': 22517998237516056, 'n': 69, 'trace_an': 17528}
-
id: 169485069
{'hecke_orbit_code': 22517998237516056, 'n': 70, 'trace_an': 0}
-
id: 169485070
{'hecke_orbit_code': 22517998237516056, 'n': 71, 'trace_an': 57456}
-
id: 169485071
{'hecke_orbit_code': 22517998237516056, 'n': 72, 'trace_an': 0}
-
id: 169485072
{'hecke_orbit_code': 22517998237516056, 'n': 73, 'trace_an': -17346}
-
id: 169485073
{'hecke_orbit_code': 22517998237516056, 'n': 74, 'trace_an': 0}
-
id: 169485074
{'hecke_orbit_code': 22517998237516056, 'n': 75, 'trace_an': 8750}
-
id: 169485075
{'hecke_orbit_code': 22517998237516056, 'n': 76, 'trace_an': 0}
-
id: 169485076
{'hecke_orbit_code': 22517998237516056, 'n': 77, 'trace_an': -2450}
-
id: 169485077
{'hecke_orbit_code': 22517998237516056, 'n': 78, 'trace_an': 0}
-
id: 169485078
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