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mf_newforms • Show schema
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{'Nk2': 31104, 'analytic_conductor': 156.43338626347284, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [384, 2, [127, 133, 257], [1, 1, 2]], 'cm_discs': [], 'conrey_index': 319, 'conrey_indexes': [319], 'dim': 8, 'field_disc': 88514679135239168256, 'field_disc_factorization': [[2, 8], [3, 4], [59, 4], [137, 4]], 'field_poly': [222900, -68580, 78946, -20926, 10949, -586, 200, -4, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [84192825600, 0, 682272, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68870472064, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 184884258895036416, 'hecke_ring_index_factorization': [[2, 32], [3, 16]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 31104, 'analytic_conductor': 156.43338626347284, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [384, 2, [127, 133, 257], [1, 1, 2]], 'conrey_index': 319, 'cusp_dim': 496, 'dim': 64, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 68870472064, 'hecke_orbit_dims': [8, 8, 16, 32], 'label': '384.9.b', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 528, 'mf_new_dim': 64, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 64, 'sturm_bound': 576, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, 0, 0, 0, 0, 0, 139968, 0, 0, 0, 0, 0, 0, 0, 309120, 0, 0, 0, 0, 0, 0, 0, -6416576, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8749440, 0, 0, 0, 0, 0, 0, 0, -76975296, 0, 0, 0, 0, 0, 0, 0, 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mf_twists_cc • Show schema
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id: 710109
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 319, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68870472064, 'source_is_minimal': True, 'source_label': '384.9.b.a.319.6', 'source_level': 384, 'target_conrey_index': 319, 'target_dim': 8, 'target_embedding_index': 6, 'target_hecke_orbit_code': 68870472064, 'target_is_minimal': True, 'target_label': '384.9.b.a.319.6', 'target_level': 384, 'twist_class_label': '384.9.b.a.319.2', 'twist_class_level': 384, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
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id: 710110
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 319, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68870472064, 'source_is_minimal': True, 'source_label': '384.9.b.a.319.6', 'source_level': 384, 'target_conrey_index': 319, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68870472064, 'target_is_minimal': True, 'target_label': '384.9.b.a.319.2', 'target_level': 384, 'twist_class_label': '384.9.b.a.319.2', 'twist_class_level': 384, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 710111
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 319, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68870472064, 'source_is_minimal': True, 'source_label': '384.9.b.a.319.6', 'source_level': 384, 'target_conrey_index': 319, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 68870472064, 'target_is_minimal': True, 'target_label': '384.9.b.a.319.7', 'target_level': 384, 'twist_class_label': '384.9.b.a.319.2', 'twist_class_level': 384, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 710112
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 319, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68870472064, 'source_is_minimal': True, 'source_label': '384.9.b.a.319.6', 'source_level': 384, 'target_conrey_index': 319, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68870472064, 'target_is_minimal': True, 'target_label': '384.9.b.a.319.3', 'target_level': 384, 'twist_class_label': '384.9.b.a.319.2', 'twist_class_level': 384, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 9}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 808800
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68870472064, 'p': 2}
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id: 808801
{'charpoly_factorization': [[[-2187, 0, 1], 4]], 'hecke_orbit_code': 68870472064, 'p': 3}
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id: 808802
{'charpoly_factorization': [[[84192825600, 0, 682272, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 5}
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id: 808803
{'charpoly_factorization': [[[3746736, 0, 1], 4]], 'hecke_orbit_code': 68870472064, 'p': 7}
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id: 808804
{'charpoly_factorization': [[[84020850951158016, 0, -612159840, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 11}
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id: 808805
{'charpoly_factorization': [[[9971438023839744, 0, 1922702976, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 13}
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id: 808806
{'charpoly_factorization': [[[-7909979324, -23260, 1], 4]], 'hecke_orbit_code': 68870472064, 'p': 17}
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id: 808807
{'charpoly_factorization': [[[456063477443078400, 0, -2542536288, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 19}
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id: 808808
{'charpoly_factorization': [[[9313948810974415785984, 0, 237198222720, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 23}
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id: 808809
{'charpoly_factorization': [[[278438872686898708742400, 0, 1490396210208, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 29}
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id: 808810
{'charpoly_factorization': [[[1511555185350253410105600, 0, 2886948519264, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 31}
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id: 808811
{'charpoly_factorization': [[[5757502133979989548793856, 0, 7501371886080, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 37}
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id: 808812
{'charpoly_factorization': [[[-17633303147132, -744644, 1], 4]], 'hecke_orbit_code': 68870472064, 'p': 41}
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id: 808813
{'charpoly_factorization': [[[30133234429596119381301504, 0, -12049696420704, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 43}
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id: 808814
{'charpoly_factorization': [[[1989995978149221258056208384, 0, 91745074569600, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 47}
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id: 808815
{'charpoly_factorization': [[[1499751510030167549898150144, 0, 88167062209824, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 53}
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id: 808816
{'charpoly_factorization': [[[22360183776253791330680404224, 0, -389367404122464, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 59}
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id: 808817
{'charpoly_factorization': [[[6688205899142131549477011456, 0, 463016972620800, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 61}
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id: 808818
{'charpoly_factorization': [[[6279741048546364368865536, 0, -50799407453280, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 67}
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id: 808819
{'charpoly_factorization': [[[134536879686925793367165210624, 0, 908938263991680, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 71}
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id: 808820
{'charpoly_factorization': [[[323128538436100, -47847164, 1], 4]], 'hecke_orbit_code': 68870472064, 'p': 73}
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id: 808821
{'charpoly_factorization': [[[1278809979797864799131040000, 0, 1858332724601184, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 79}
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id: 808822
{'charpoly_factorization': [[[273027112828806815740551686400, 0, -1499067578583648, 0, 1], 2]], 'hecke_orbit_code': 68870472064, 'p': 83}
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id: 808823
{'charpoly_factorization': [[[2172311553439300, -105718108, 1], 4]], 'hecke_orbit_code': 68870472064, 'p': 89}
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id: 808824
{'charpoly_factorization': [[[-10698595013335484, -7842140, 1], 4]], 'hecke_orbit_code': 68870472064, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '384.9.b.a', 'level': 384, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
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id: 19692000
{'hecke_orbit_code': 68870472064, 'n': 1, 'trace_an': 8}
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id: 19692001
{'hecke_orbit_code': 68870472064, 'n': 2, 'trace_an': 0}
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id: 19692002
{'hecke_orbit_code': 68870472064, 'n': 3, 'trace_an': 0}
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id: 19692003
{'hecke_orbit_code': 68870472064, 'n': 4, 'trace_an': 0}
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id: 19692004
{'hecke_orbit_code': 68870472064, 'n': 5, 'trace_an': 0}
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id: 19692005
{'hecke_orbit_code': 68870472064, 'n': 6, 'trace_an': 0}
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id: 19692006
{'hecke_orbit_code': 68870472064, 'n': 7, 'trace_an': 0}
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id: 19692007
{'hecke_orbit_code': 68870472064, 'n': 8, 'trace_an': 0}
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id: 19692008
{'hecke_orbit_code': 68870472064, 'n': 9, 'trace_an': 17496}
-
id: 19692009
{'hecke_orbit_code': 68870472064, 'n': 10, 'trace_an': 0}
-
id: 19692010
{'hecke_orbit_code': 68870472064, 'n': 11, 'trace_an': 0}
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id: 19692011
{'hecke_orbit_code': 68870472064, 'n': 12, 'trace_an': 0}
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id: 19692012
{'hecke_orbit_code': 68870472064, 'n': 13, 'trace_an': 0}
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id: 19692013
{'hecke_orbit_code': 68870472064, 'n': 14, 'trace_an': 0}
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id: 19692014
{'hecke_orbit_code': 68870472064, 'n': 15, 'trace_an': 0}
-
id: 19692015
{'hecke_orbit_code': 68870472064, 'n': 16, 'trace_an': 0}
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id: 19692016
{'hecke_orbit_code': 68870472064, 'n': 17, 'trace_an': 93040}
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id: 19692017
{'hecke_orbit_code': 68870472064, 'n': 18, 'trace_an': 0}
-
id: 19692018
{'hecke_orbit_code': 68870472064, 'n': 19, 'trace_an': 0}
-
id: 19692019
{'hecke_orbit_code': 68870472064, 'n': 20, 'trace_an': 0}
-
id: 19692020
{'hecke_orbit_code': 68870472064, 'n': 21, 'trace_an': 0}
-
id: 19692021
{'hecke_orbit_code': 68870472064, 'n': 22, 'trace_an': 0}
-
id: 19692022
{'hecke_orbit_code': 68870472064, 'n': 23, 'trace_an': 0}
-
id: 19692023
{'hecke_orbit_code': 68870472064, 'n': 24, 'trace_an': 0}
-
id: 19692024
{'hecke_orbit_code': 68870472064, 'n': 25, 'trace_an': 395912}
-
id: 19692025
{'hecke_orbit_code': 68870472064, 'n': 26, 'trace_an': 0}
-
id: 19692026
{'hecke_orbit_code': 68870472064, 'n': 27, 'trace_an': 0}
-
id: 19692027
{'hecke_orbit_code': 68870472064, 'n': 28, 'trace_an': 0}
-
id: 19692028
{'hecke_orbit_code': 68870472064, 'n': 29, 'trace_an': 0}
-
id: 19692029
{'hecke_orbit_code': 68870472064, 'n': 30, 'trace_an': 0}
-
id: 19692030
{'hecke_orbit_code': 68870472064, 'n': 31, 'trace_an': 0}
-
id: 19692031
{'hecke_orbit_code': 68870472064, 'n': 32, 'trace_an': 0}
-
id: 19692032
{'hecke_orbit_code': 68870472064, 'n': 33, 'trace_an': 1065312}
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id: 19692033
{'hecke_orbit_code': 68870472064, 'n': 34, 'trace_an': 0}
-
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