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mf_newforms • Show schema
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{'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [384, 2, [127, 133, 257], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 193, 'conrey_indexes': [193], 'dim': 8, 'field_disc': 988751733274932093184, 'field_disc_factorization': [[2, 8], [1965276433, 2]], 'field_poly': [18225, 0, 69129, 0, 50632, 0, 449, 0, 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, [2922622746624000000, 0, 791786461593600, 0, 41596678144, 0, 414848, 0, 1]], [7, [1275801663744, 1624601088, -1814176, -1440, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511005174759808, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 38654705664, 'hecke_ring_index_factorization': [[2, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [384, 2, [127, 133, 257], [2, 1, 2]], 'conrey_index': 193, 'cusp_dim': 432, 'dim': 56, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 206292648320, 'hecke_orbit_dims': [6, 6, 8, 8, 12, 16], 'label': '384.8.d', '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': 464, 'mf_new_dim': 56, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 56, 'sturm_bound': 512, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [56, 0, 0, 0, 0, 0, 0, 0, -40824, 0, 0, 0, 0, 0, 0, 0, -11632, 0, 0, 0, 0, 0, 0, 0, -810504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1765136, 0, 0, 0, 0, 0, 0, 0, 4544152, 0, 0, 0, 0, 0, 0, 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mf_twists_cc • Show schema
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id: 43160970
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005174759808, 'source_is_minimal': True, 'source_label': '384.8.d.d.193.4', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511005174759808, 'target_is_minimal': True, 'target_label': '384.8.d.d.193.4', 'target_level': 384, 'twist_class_label': '384.8.d.c.193.1', 'twist_class_level': 384, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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id: 43160971
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005174759808, 'source_is_minimal': True, 'source_label': '384.8.d.d.193.4', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 9007405547389312, 'target_is_minimal': True, 'target_label': '384.8.d.c.193.8', 'target_level': 384, 'twist_class_label': '384.8.d.c.193.1', 'twist_class_level': 384, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
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id: 43160972
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005174759808, 'source_is_minimal': True, 'source_label': '384.8.d.d.193.4', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007405547389312, 'target_is_minimal': True, 'target_label': '384.8.d.c.193.1', 'target_level': 384, 'twist_class_label': '384.8.d.c.193.1', 'twist_class_level': 384, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 8}
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id: 43160973
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13511005174759808, 'source_is_minimal': True, 'source_label': '384.8.d.d.193.4', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13511005174759808, 'target_is_minimal': True, 'target_label': '384.8.d.d.193.5', 'target_level': 384, 'twist_class_label': '384.8.d.c.193.1', 'twist_class_level': 384, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 808725
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 13511005174759808, 'p': 2}
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id: 808726
{'charpoly_factorization': [[[729, 0, 1], 4]], 'hecke_orbit_code': 13511005174759808, 'p': 3}
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id: 808727
{'charpoly_factorization': [[[2922622746624000000, 0, 791786461593600, 0, 41596678144, 0, 414848, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 5}
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id: 808728
{'charpoly_factorization': [[[1275801663744, 1624601088, -1814176, -1440, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 7}
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id: 808729
{'charpoly_factorization': [[[49944330141198491664420765696, 0, 18840910199104906739712, 0, 2182692914595328, 0, 83236928, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 11}
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id: 808730
{'charpoly_factorization': [[[11068393651150486025816704614400, 0, 881118596992446271012864, 0, 24158081822553600, 0, 269496640, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 13}
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id: 808731
{'charpoly_factorization': [[[58515537111378448, -4730747963616, -965892200, -11448, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 17}
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id: 808732
{'charpoly_factorization': [[[1140718329125840770474117450235904, 0, 30417291332160564947337216, 0, 259431105120601600, 0, 878694464, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 19}
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id: 808733
{'charpoly_factorization': [[[11244826934750416896, 345149893656576, -4195709056, -103680, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 23}
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id: 808734
{'charpoly_factorization': [[[58827303667928639042847066606121164734464, 0, 17529504224385330005925851299840, 0, 1720259593464321798144, 0, 69547739776, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 29}
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id: 808735
{'charpoly_factorization': [[[-45978504782700033792, -8873154899928576, -78069394336, 8928, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 31}
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id: 808736
{'charpoly_factorization': [[[787285848314056017905104882151235182985216, 0, 9667177462888663605839873641562112, 0, 137809830081813513209344, 0, 646806181952, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 37}
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id: 808737
{'charpoly_factorization': [[[-32048790547121246065392, 236193874814141280, -413267660072, -343528, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 41}
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id: 808738
{'charpoly_factorization': [[[683856148729500546346864663464213552677584896, 0, 18801038196534763034533047644209152, 0, 177703767038612061603328, 0, 703896484928, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 43}
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id: 808739
{'charpoly_factorization': [[[-24689451593029310115840, -255204023770681344, -148171776640, 993600, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 47}
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id: 808740
{'charpoly_factorization': [[[558462500103462842205969059871462087816606908416, 0, 3537677147370277080447065247734824960, 0, 6867446871378452392439808, 0, 4748734157440, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 53}
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id: 808741
{'charpoly_factorization': [[[19570128593278660221413704017324121078124049924096, 0, 55124010291913289859433882380989644800, 0, 39728197092225833318204928, 0, 10826005492800, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 59}
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id: 808742
{'charpoly_factorization': [[[2945588935733163046247880307166780790771556614144, 0, 37552465391138238232108192249655083008, 0, 46399493012883437918799360, 0, 12824477047872, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 61}
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id: 808743
{'charpoly_factorization': [[[1627042160653517429349373169609542616380642080915456, 0, 1363277690060593871385108763201554628608, 0, 362952654212679110511625728, 0, 35890312491072, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 67}
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id: 808744
{'charpoly_factorization': [[[1573720279737006811189248, -656207839784779776, -5587298078848, 3168000, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 71}
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id: 808745
{'charpoly_factorization': [[[-7962126282196598633530608, 10171226233350440352, 1057825098072, -4460376, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 73}
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id: 808746
{'charpoly_factorization': [[[-11066521417753345256888064, 84013681756559970816, -52116620924320, -625824, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 79}
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id: 808747
{'charpoly_factorization': [[[36624201854236922405885043536855571538171275140726784, 0, 22509622408867525338120462619398609321984, 0, 2687746518735121774013810176, 0, 93693006217280, 0, 1], 1]], 'hecke_orbit_code': 13511005174759808, 'p': 83}
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id: 808748
{'charpoly_factorization': [[[695828633522210986523476752, 259335020904043565472, -94251186593960, -2223704, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 89}
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id: 808749
{'charpoly_factorization': [[[-2941242363093231227324769264, -1531107792767057040864, -152508641417960, 7078792, 1], 2]], 'hecke_orbit_code': 13511005174759808, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 4, 'label': '384.8.d.d', 'level': 384, 'portrait': 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', 'weight': 8}
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mf_hecke_traces • Show schema
Hide schema
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id: 140959000
{'hecke_orbit_code': 13511005174759808, 'n': 1, 'trace_an': 8}
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id: 140959001
{'hecke_orbit_code': 13511005174759808, 'n': 2, 'trace_an': 0}
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id: 140959002
{'hecke_orbit_code': 13511005174759808, 'n': 3, 'trace_an': 0}
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id: 140959003
{'hecke_orbit_code': 13511005174759808, 'n': 4, 'trace_an': 0}
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id: 140959004
{'hecke_orbit_code': 13511005174759808, 'n': 5, 'trace_an': 0}
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id: 140959005
{'hecke_orbit_code': 13511005174759808, 'n': 6, 'trace_an': 0}
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id: 140959006
{'hecke_orbit_code': 13511005174759808, 'n': 7, 'trace_an': 2880}
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id: 140959007
{'hecke_orbit_code': 13511005174759808, 'n': 8, 'trace_an': 0}
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id: 140959008
{'hecke_orbit_code': 13511005174759808, 'n': 9, 'trace_an': -5832}
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id: 140959009
{'hecke_orbit_code': 13511005174759808, 'n': 10, 'trace_an': 0}
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id: 140959010
{'hecke_orbit_code': 13511005174759808, 'n': 11, 'trace_an': 0}
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id: 140959011
{'hecke_orbit_code': 13511005174759808, 'n': 12, 'trace_an': 0}
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id: 140959012
{'hecke_orbit_code': 13511005174759808, 'n': 13, 'trace_an': 0}
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id: 140959013
{'hecke_orbit_code': 13511005174759808, 'n': 14, 'trace_an': 0}
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id: 140959014
{'hecke_orbit_code': 13511005174759808, 'n': 15, 'trace_an': -6048}
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id: 140959015
{'hecke_orbit_code': 13511005174759808, 'n': 16, 'trace_an': 0}
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id: 140959016
{'hecke_orbit_code': 13511005174759808, 'n': 17, 'trace_an': 22896}
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id: 140959017
{'hecke_orbit_code': 13511005174759808, 'n': 18, 'trace_an': 0}
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id: 140959018
{'hecke_orbit_code': 13511005174759808, 'n': 19, 'trace_an': 0}
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id: 140959019
{'hecke_orbit_code': 13511005174759808, 'n': 20, 'trace_an': 0}
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