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{'Nk2': 4864, 'analytic_conductor': 23.741261936793254, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [19, 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': [76, 1, [39, 21], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 55113492007361400, 'field_disc_factorization': [[2, 3], [3, 1], [5, 2], [19, 1], [4834516842751, 1]], 'field_poly': [567036, -625803, 113222, -5014, -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': [[3, [-47116944, 6469524, -22536, -7259, 14, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217804, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 504, 'hecke_ring_index_factorization': [[2, 3], [3, 2], [7, 1]], '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': '76.8.a.a', 'level': 76, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'minimal_twist': '76.8.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-3-\\beta _{1})q^{3}+(-56+\\beta _{1}-\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '76.8.a', 'trace_display': [0, -14, -280, 414], 'trace_hash': 134291948808510513, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.891', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [19, -1]], 6, 1], [[[2, -1], [19, 1]], 5, 1]], 'ALdims': [0, 0, 5, 6], 'Nk2': 4864, 'analytic_conductor': 23.741261936793254, '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': [76, 1, [39, 21], [1, 1]], 'conrey_index': 1, 'cusp_dim': 67, 'dim': 11, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217804, 'hecke_orbit_dims': [5, 6], 'label': '76.8.a', 'level': 76, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 73, 'mf_new_dim': 11, 'num_forms': 2, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 80, 'trace_bound': 1, 'trace_display': [0, 26, -1, -1151], 'traces': [11, 0, 26, 0, -1, 0, -1151, 0, 7679, 0, 5321, 0, 648, 0, 5990, 0, -5631, 0, 6859, 0, -146310, 0, 33824, 0, 264190, 0, 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mf_twists_cc • Show schema
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id: 421951
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 134217804, 'source_is_minimal': True, 'source_label': '76.8.a.a.1.5', 'source_level': 76, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 134217804, 'target_is_minimal': True, 'target_label': '76.8.a.a.1.5', 'target_level': 76, 'twist_class_label': '76.8.a.a.1.5', 'twist_class_level': 76, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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id: 421952
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 134217804, 'source_is_minimal': True, 'source_label': '76.8.a.a.1.5', 'source_level': 76, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597898441008, 'target_is_minimal': False, 'target_label': '304.8.a.g.1.1', 'target_level': 304, 'twist_class_label': '76.8.a.a.1.5', 'twist_class_level': 76, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 240075
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 134217804, 'p': 2}
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id: 240076
{'charpoly_factorization': [[[-47116944, 6469524, -22536, -7259, 14, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 3}
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id: 240077
{'charpoly_factorization': [[[6431464000, 1846348600, -21186050, -101555, 280, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 5}
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id: 240078
{'charpoly_factorization': [[[-4687831896336, -95696771841, -645731154, -1542144, -414, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 7}
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id: 240079
{'charpoly_factorization': [[[-1053955338796946000, 684520373335036, -10845737972, -49903451, 2662, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 11}
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id: 240080
{'charpoly_factorization': [[[-5386040659739527712, 1804473258241184, 635364478342, -166234049, 602, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 13}
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id: 240081
{'charpoly_factorization': [[[-74095261080705325026, 74135586518583129, -13922276457924, -634921434, 27366, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 17}
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id: 240082
{'charpoly_factorization': [[[6859, 1], 5]], 'hecke_orbit_code': 134217804, 'p': 19}
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id: 240083
{'charpoly_factorization': [[[1789238512172519640064, -2669335822660692416, -171053808154304, -1552248449, 67096, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 23}
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id: 240084
{'charpoly_factorization': [[[-16721539972768338573704200, -405658808011308781100, -1372372529110510, 37345252075, 372398, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 29}
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id: 240085
{'charpoly_factorization': [[[4687229773624061251813376, -623141217205111164928, -10804547269027648, -24683984048, 271372, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 31}
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id: 240086
{'charpoly_factorization': [[[-159494545554022787279109280, -4101435649655915987056, -27012641642832880, 28368593944, 562630, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 37}
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id: 240087
{'charpoly_factorization': [[[1308980915013279260952565760, -6629210846574451870784, -187022106794472136, -114941692004, 956714, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 41}
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id: 240088
{'charpoly_factorization': [[[1427511902889710859911587328, -5981848681862003121136, -57541345607077912, 87107828809, 827362, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 43}
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id: 240089
{'charpoly_factorization': [[[43338064454380081059832066048, -438646282098693025033856, -1153899669604238312, 138216878449, 1812982, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 47}
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id: 240090
{'charpoly_factorization': [[[-10224859620084765003631485152, 404245724788103945495104, 349864873041442318, -1244529609401, -486998, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 53}
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id: 240091
{'charpoly_factorization': [[[51950447625972839845243761392976, 47343161832565277523962772, -10282362311118342888, -14086815378843, 367182, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 59}
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id: 240092
{'charpoly_factorization': [[[-22143882764119277732664807564200, 15115340865844512943160300, 13666352240866067290, -7964309784815, -1879732, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 61}
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id: 240093
{'charpoly_factorization': [[[25788050288063332226340634046016, 64867185745138469247390864, -262329580235863116, -20206084455039, 1046394, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 67}
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id: 240094
{'charpoly_factorization': [[[831234639742657428379521789735808, 185005706919190607211213808, -146871907193177006288, -33451780289792, 4664572, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 71}
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id: 240095
{'charpoly_factorization': [[[-35998249996076321859697421912538, 36359519359486409173756089, 49111259849504070768, -13340308046754, -4224942, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 73}
-
id: 240096
{'charpoly_factorization': [[[118364410413122042647136759492608, -421058051254518063235639168, 203461213273071264064, -4689316616852, -9574024, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 79}
-
id: 240097
{'charpoly_factorization': [[[-1533974358940275461870470560443136, -167434807318057817286618816, 473817010557432700656, -25411639393764, -11754804, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 83}
-
id: 240098
{'charpoly_factorization': [[[-6549597924929558449840762887610368, 2880437134716537499828672128, 261151647896653269408, -110216148962952, -2782542, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 89}
-
id: 240099
{'charpoly_factorization': [[[7534280862827558766685069407670784, 15978228502628662527334012544, 646427925948383848664, -297568136505956, -1291574, 1], 1]], 'hecke_orbit_code': 134217804, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '76.8.a.a', 'level': 76, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 13659000
{'hecke_orbit_code': 134217804, 'n': 1, 'trace_an': 5}
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id: 13659001
{'hecke_orbit_code': 134217804, 'n': 2, 'trace_an': 0}
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id: 13659002
{'hecke_orbit_code': 134217804, 'n': 3, 'trace_an': -14}
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id: 13659003
{'hecke_orbit_code': 134217804, 'n': 4, 'trace_an': 0}
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id: 13659004
{'hecke_orbit_code': 134217804, 'n': 5, 'trace_an': -280}
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id: 13659005
{'hecke_orbit_code': 134217804, 'n': 6, 'trace_an': 0}
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id: 13659006
{'hecke_orbit_code': 134217804, 'n': 7, 'trace_an': 414}
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id: 13659007
{'hecke_orbit_code': 134217804, 'n': 8, 'trace_an': 0}
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id: 13659008
{'hecke_orbit_code': 134217804, 'n': 9, 'trace_an': 3779}
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id: 13659009
{'hecke_orbit_code': 134217804, 'n': 10, 'trace_an': 0}
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