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{'Nk2': 12744, 'analytic_conductor': 56.77587221379515, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [59, 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': [354, 1, [119, 61], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 32832, 'field_disc_factorization': [[2, 6], [3, 3], [19, 1]], 'field_poly': [1, 10, -9, -2, 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, [-4341815, -226264, -426, 104, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034146, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 324, 'hecke_ring_index_factorization': [[2, 2], [3, 4]], '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': '354.6.a.b', 'level': 354, '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, 59], 'level_radical': 354, 'minimal_twist': '354.6.a.b', 'nf_label': '4.4.32832.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+9q^{3}+2^{4}q^{4}+(-5^{2}+2\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '354.6.a', 'trace_display': [16, 36, -104, -162], 'trace_hash': 651403886413477930, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.987', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 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-
mf_newspaces • Show schema
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mf_twists_cc • Show schema
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id: 34400442
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599728034146, 'source_is_minimal': True, 'source_label': '354.6.a.b.1.3', 'source_level': 354, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503599728034146, 'target_is_minimal': True, 'target_label': '354.6.a.b.1.3', 'target_level': 354, 'twist_class_label': '354.6.a.b.1.3', 'twist_class_level': 354, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 34400443
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599728034146, 'source_is_minimal': True, 'source_label': '354.6.a.b.1.3', 'source_level': 354, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599728034854, 'target_is_minimal': False, 'target_label': '1062.6.a.b.1.2', 'target_level': 1062, 'twist_class_label': '354.6.a.b.1.3', 'twist_class_level': 354, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 764150
{'charpoly_factorization': [[[-4, 1], 4]], 'hecke_orbit_code': 4503599728034146, 'p': 2}
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id: 764151
{'charpoly_factorization': [[[-9, 1], 4]], 'hecke_orbit_code': 4503599728034146, 'p': 3}
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id: 764152
{'charpoly_factorization': [[[-4341815, -226264, -426, 104, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 5}
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id: 764153
{'charpoly_factorization': [[[-4760127, -953694, -8181, 162, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 7}
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id: 764154
{'charpoly_factorization': [[[-6438510695, -110522156, -176610, 676, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 11}
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id: 764155
{'charpoly_factorization': [[[-110744152479, -515374488, -443826, 792, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 13}
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id: 764156
{'charpoly_factorization': [[[129643070353, -991809058, 694815, 2474, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 17}
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id: 764157
{'charpoly_factorization': [[[-1515482739455, 1109448698, 6012915, 4538, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 19}
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id: 764158
{'charpoly_factorization': [[[271268454601, -707378026, -862725, 1238, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 23}
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id: 764159
{'charpoly_factorization': [[[15857050401385, -26508904366, -7176441, 4958, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 29}
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id: 764160
{'charpoly_factorization': [[[-334188288488855, -213446184134, -20591013, 7138, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 31}
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id: 764161
{'charpoly_factorization': [[[-3496774222929047, -1803617715686, -113372445, 13570, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 37}
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id: 764162
{'charpoly_factorization': [[[-3381146354125535, -968063893978, -21523521, 13826, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 41}
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id: 764163
{'charpoly_factorization': [[[260339333498865, -71088465996, -172481130, 1236, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 43}
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id: 764164
{'charpoly_factorization': [[[-10974609423437375, -3929608916914, -310816281, 12410, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 47}
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id: 764165
{'charpoly_factorization': [[[-22995958410444519, 220690829016, 662025798, 50904, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 53}
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id: 764166
{'charpoly_factorization': [[[3481, 1], 4]], 'hecke_orbit_code': 4503599728034146, 'p': 59}
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id: 764167
{'charpoly_factorization': [[[301384626340705, -45196648852414, 79990791, 70622, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 61}
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id: 764168
{'charpoly_factorization': [[[-859506538337296823, -189885724079764, -4092508290, 50012, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 67}
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id: 764169
{'charpoly_factorization': [[[68056402096796985, -27138069227592, -2327798682, -21192, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 71}
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id: 764170
{'charpoly_factorization': [[[749872193213024545, 81503696426738, -5594975625, 13358, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 73}
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id: 764171
{'charpoly_factorization': [[[2133447708709322041, -22005323766464, -6565870218, -6464, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 79}
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id: 764172
{'charpoly_factorization': [[[57059454659487094681, 409216940693518, -14783711925, -51506, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 83}
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id: 764173
{'charpoly_factorization': [[[-19809166689161770815, 928669492612026, -7687665369, -90738, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 89}
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id: 764174
{'charpoly_factorization': [[[-8675707739208871511, 364247707959364, 20991996798, 266068, 1], 1]], 'hecke_orbit_code': 4503599728034146, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '354.6.a.b', 'level': 354, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 74911000
{'hecke_orbit_code': 4503599728034146, 'n': 1, 'trace_an': 4}
-
id: 74911001
{'hecke_orbit_code': 4503599728034146, 'n': 2, 'trace_an': 16}
-
id: 74911002
{'hecke_orbit_code': 4503599728034146, 'n': 3, 'trace_an': 36}
-
id: 74911003
{'hecke_orbit_code': 4503599728034146, 'n': 4, 'trace_an': 64}
-
id: 74911004
{'hecke_orbit_code': 4503599728034146, 'n': 5, 'trace_an': -104}
-
id: 74911005
{'hecke_orbit_code': 4503599728034146, 'n': 6, 'trace_an': 144}
-
id: 74911006
{'hecke_orbit_code': 4503599728034146, 'n': 7, 'trace_an': -162}
-
id: 74911007
{'hecke_orbit_code': 4503599728034146, 'n': 8, 'trace_an': 256}
-
id: 74911008
{'hecke_orbit_code': 4503599728034146, 'n': 9, 'trace_an': 324}
-
id: 74911009
{'hecke_orbit_code': 4503599728034146, 'n': 10, 'trace_an': -416}
-
id: 74911010
{'hecke_orbit_code': 4503599728034146, 'n': 11, 'trace_an': -676}
-
id: 74911011
{'hecke_orbit_code': 4503599728034146, 'n': 12, 'trace_an': 576}
-
id: 74911012
{'hecke_orbit_code': 4503599728034146, 'n': 13, 'trace_an': -792}
-
id: 74911013
{'hecke_orbit_code': 4503599728034146, 'n': 14, 'trace_an': -648}
-
id: 74911014
{'hecke_orbit_code': 4503599728034146, 'n': 15, 'trace_an': -936}
-
id: 74911015
{'hecke_orbit_code': 4503599728034146, 'n': 16, 'trace_an': 1024}
-
id: 74911016
{'hecke_orbit_code': 4503599728034146, 'n': 17, 'trace_an': -2474}
-
id: 74911017
{'hecke_orbit_code': 4503599728034146, 'n': 18, 'trace_an': 1296}
-
id: 74911018
{'hecke_orbit_code': 4503599728034146, 'n': 19, 'trace_an': -4538}
-
id: 74911019
{'hecke_orbit_code': 4503599728034146, 'n': 20, 'trace_an': -1664}
-
id: 74911020
{'hecke_orbit_code': 4503599728034146, 'n': 21, 'trace_an': -1458}
-
id: 74911021
{'hecke_orbit_code': 4503599728034146, 'n': 22, 'trace_an': -2704}
-
id: 74911022
{'hecke_orbit_code': 4503599728034146, 'n': 23, 'trace_an': -1238}
-
id: 74911023
{'hecke_orbit_code': 4503599728034146, 'n': 24, 'trace_an': 2304}
-
id: 74911024
{'hecke_orbit_code': 4503599728034146, 'n': 25, 'trace_an': -832}
-
id: 74911025
{'hecke_orbit_code': 4503599728034146, 'n': 26, 'trace_an': -3168}
-
id: 74911026
{'hecke_orbit_code': 4503599728034146, 'n': 27, 'trace_an': 2916}
-
id: 74911027
{'hecke_orbit_code': 4503599728034146, 'n': 28, 'trace_an': -2592}
-
id: 74911028
{'hecke_orbit_code': 4503599728034146, 'n': 29, 'trace_an': -4958}
-
id: 74911029
{'hecke_orbit_code': 4503599728034146, 'n': 30, 'trace_an': -3744}
-
id: 74911030
{'hecke_orbit_code': 4503599728034146, 'n': 31, 'trace_an': -7138}
-
id: 74911031
{'hecke_orbit_code': 4503599728034146, 'n': 32, 'trace_an': 4096}
-
id: 74911032
{'hecke_orbit_code': 4503599728034146, 'n': 33, 'trace_an': -6084}
-
id: 74911033
{'hecke_orbit_code': 4503599728034146, 'n': 34, 'trace_an': -9896}
-
id: 74911034
{'hecke_orbit_code': 4503599728034146, 'n': 35, 'trace_an': -13554}
-
id: 74911035
{'hecke_orbit_code': 4503599728034146, 'n': 36, 'trace_an': 5184}
-
id: 74911036
{'hecke_orbit_code': 4503599728034146, 'n': 37, 'trace_an': -13570}
-
id: 74911037
{'hecke_orbit_code': 4503599728034146, 'n': 38, 'trace_an': -18152}
-
id: 74911038
{'hecke_orbit_code': 4503599728034146, 'n': 39, 'trace_an': -7128}
-
id: 74911039
{'hecke_orbit_code': 4503599728034146, 'n': 40, 'trace_an': -6656}
-
id: 74911040
{'hecke_orbit_code': 4503599728034146, 'n': 41, 'trace_an': -13826}
-
id: 74911041
{'hecke_orbit_code': 4503599728034146, 'n': 42, 'trace_an': -5832}
-
id: 74911042
{'hecke_orbit_code': 4503599728034146, 'n': 43, 'trace_an': -1236}
-
id: 74911043
{'hecke_orbit_code': 4503599728034146, 'n': 44, 'trace_an': -10816}
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