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{'Nk2': 33984, 'analytic_conductor': 165.87644853206865, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [531, 1, [119, 415], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 17, 'field_poly': [-58321181718347776, 37636623107620864, 4719471961341952, -5633463408885760, -34502173230080, 288860762071040, -2735256748800, -6210397064704, 33122051904, 64650816672, -89298188, -357079564, -274939, 1070274, 1625, -1639, -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': [[2, [1475467232854016, 7788757416435712, 11284014941625344, 2120229732944896, -1232918500989184, -131417789647360, 47889020315008, 1766762759040, -750286858976, -4350215008, 5698856604, -60303860, -22317501, 456514, 43065, -1159, -32, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329747, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 248832, 'hecke_ring_index_factorization': [[2, 10], [3, 5]], 'hecke_ring_index_proved': False, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '531.8.a.d', 'level': 531, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 59], 'level_radical': 177, 'minimal_twist': '177.8.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(2-\\beta _{1})q^{2}+(69-3\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 17, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '531.8.a', 'trace_display': [32, 0, 1072, -2407], 'trace_hash': 726113043518922045, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.224', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.753', 'prec': 20}, {'__RealLiteral__': 0, 'data': '7.720', 'prec': 17}, {'__RealLiteral__': 0, 'data': '585.139', 'prec': 24}, {'__RealLiteral__': 0, 'data': '274.977', 'prec': 24}, {'__RealLiteral__': 0, 'data': '40223.633', 'prec': 30}], 'trace_zratio': 0, 'traces': [17, 32, 0, 1166, 1072, 0, -2407, 6645, 0, -6391, 8888, 0, -12702, 17555, 0, 139226, 36167, 0, -71037, 274883, 0, -325182, 269995, 0, 97329, 336906, 0, -901362, 543825, 0, -633109, 837062, 0, -529288, 287621, 0, -867607, 1727169, 0, -815662, 1428939, 0, -477060, 1667926, 0, 5305549, 1217849, 0, 4350738, -4561369, 0, 4175994, 3487068, 0, -960484, 5363196, 0, -3082906, 3491443, 0, 998917, 5742614, 0, 17531621, 6075816, 0, -356026, 16149231, 0, -548798, 12879428, 0, -6176157, 5971906, 0, -17624580, -239687, 0, -18886490, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [59, -1]], 54, 3], [[[3, 1], [59, -1]], 33, 1], [[[3, -1], [59, 1]], 48, 3], [[[3, 1], [59, 1]], 33, 1]], 'ALdims': [33, 33, 48, 54], 'Nk2': 33984, 'analytic_conductor': 165.87644853206865, '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': [531, 1, [119, 415], [1, 1]], 'conrey_index': 1, 'cusp_dim': 416, 'dim': 168, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134218259, 'hecke_orbit_dims': [14, 16, 17, 17, 18, 20, 33, 33], 'label': '531.8.a', 'level': 531, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 59], 'level_radical': 177, 'mf_dim': 424, 'mf_new_dim': 168, 'num_forms': 8, 'plus_dim': 87, 'prim_orbit_index': 1, 'relative_dim': 168, 'sturm_bound': 480, 'trace_bound': 2, 'trace_display': [6, 0, 640, 434], 'traces': [168, 6, 0, 10326, 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mf_twists_cc • Show schema
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id: 42980238
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 17, 'source_embedding_index': 12, 'source_hecke_orbit_code': 13510799016329747, 'source_is_minimal': False, 'source_label': '531.8.a.d.1.12', 'source_level': 531, 'target_conrey_index': 1, 'target_dim': 17, 'target_embedding_index': 12, 'target_hecke_orbit_code': 13510799016329747, 'target_is_minimal': False, 'target_label': '531.8.a.d.1.12', 'target_level': 531, 'twist_class_label': '177.8.a.b.1.6', 'twist_class_level': 177, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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id: 42980239
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 17, 'source_embedding_index': 12, 'source_hecke_orbit_code': 13510799016329747, 'source_is_minimal': False, 'source_label': '531.8.a.d.1.12', 'source_level': 531, 'target_conrey_index': 1, 'target_dim': 17, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503599761588401, 'target_is_minimal': True, 'target_label': '177.8.a.b.1.6', 'target_level': 177, 'twist_class_label': '177.8.a.b.1.6', 'twist_class_level': 177, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 1015475
{'charpoly_factorization': [[[1475467232854016, 7788757416435712, 11284014941625344, 2120229732944896, -1232918500989184, -131417789647360, 47889020315008, 1766762759040, -750286858976, -4350215008, 5698856604, -60303860, -22317501, 456514, 43065, -1159, -32, 1], 1]], 'hecke_orbit_code': 13510799016329747, 'p': 2}
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id: 1015476
{'charpoly_factorization': [[[0, 1], 17]], 'hecke_orbit_code': 13510799016329747, 'p': 3}
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id: 1015477
{'charpoly_factorization': [[[-1075870285303894645255857972990000000000, 73432977808778467239069645557250000000, -1586460862896630533147163131267500000, 8446483904437748328381508607250000, 128637960243282726571603113162500, -1554357207886903208404079123750, -1327362567580364669964185000, 75788327686948390411037125, -134355292650482639391960, -1686646699679909049719, 5048689959553278496, 17934286341578002, -72897507384604, -68887937908, 471032456, -138135, -1072, 1], 1]], 'hecke_orbit_code': 13510799016329747, 'p': 5}
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id: 1015478
{'charpoly_factorization': [[[2480939343108286462621702735726884907789879918592, -25710006007529174486724791337080330017812619264, -86258063679610360274564457490528325846068096, 961352646734509343595694270053548600269008, 1567070694812343323192383723967684101488, -8874542041388801603088861218200109827, -15906440668275077025309948953790755, 23161213591832548511961539484940, 51647527339329361926550597789, -20645230794869689137880632, -74641010836743516250979, -1509583187617520794, 53136293400057767, 12104685446904, -18230095433, -6278660, 2407, 1], 1]], 'hecke_orbit_code': 13510799016329747, 'p': 7}
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id: 1015479
{'charpoly_factorization': [[[-63330812902982915676025017183609682054873780573068965576960, 303860353357460832095094396937249762840674921653477541440, 215805943221770985546919207907681183720162438935588208, -794929457311271376038548825733568276465466468958604, -589978756085157254656634571582381946691171399872, 280959455090279158969729890127110235940563321, 218068126629931554712120259193683856608568, -45836190670024112416654749695501401610, -30994641091885245197596813416975384, 4375076347569029007599521544095, 2140251150145989185043484448, -253775811657499198701800, -76421139661163220848, 8544088115237191, 1339552706104, -148928546, -8888, 1], 1]], 'hecke_orbit_code': 13510799016329747, 'p': 11}
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id: 1015480
{'charpoly_factorization': [[[129112356814857143950815095955759939655053243814621078933675488, -431290755081970361780518340487374917783132924787935982844000, -915158337189200417081785098809024434174762546718889567308, -71347459993476526833389311726770267834291611256499918, 439740212428770641859163262179659028818166407932472, 84337219282070294411304476862109106253714605691, -68453645631628793519423568552815703764636946, -10078363244256506561246184366995380768454, 3785613840039706781842095802400613254, 435656146140339244795271297831299, -91953007216225734553941775840, -9032184647563877912208066, 1080211145810419091108, 95813951578561825, -6013088859298, -497691754, 12702, 1], 1]], 'hecke_orbit_code': 13510799016329747, 'p': 13}
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id: 1015481
{'charpoly_factorization': [[[-3917304643143898565716975346177363802835642664855937244993792699092768, 1606153322760564715946751788596986045047073231195200997333999985968, 527901009253116539036826596810040585741596044742965126038837904, -398873675060814460694994833493700427611283340396047591117792, 76384819026300623766305380476682302523641200139518074002, -2988281681445299537204950842745829285393177145462563, -819163806159903763746882796448444050343902900725, 102618899497839495163585174509411815242273202, -530716666975251982569402432273080943199, -569278612617588151249773976753868868, 27785423532731501975479298807435, 816420144217006386981554840, -89656243129007153303573, 661179196028435860, 101134516252165, -2055029030, -36167, 1], 1]], 'hecke_orbit_code': 13510799016329747, 'p': 17}
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id: 1015482
{'charpoly_factorization': [[[2793389363254151787261324512386542525933092009448329750698192270179942400, 1121599785651390148577973599959946993859476632823148176941978548239360, -672759050136954017560385943573550297434336389986810166108829771264, -291726169402128883097468933794277510926804418728083065879113344, -36745082975028219389006395824637825013276237798596127800224, -882801965104812316143942312826144077936415518744394068, 182823004669069933770490263211953290033939806724704, 15106221982890042820999651452531212853142465903, 134410508713129076706931980150962672456085, -27583193974639610466748209695781923945, -919509118186301091936828236640330, 13919333763321374730419336439, 1023375422525962995747027, 3590559653165734181, -451198576183666, -4748132835, 71037, 1], 1]], 'hecke_orbit_code': 13510799016329747, 'p': 19}
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id: 1015483
{'charpoly_factorization': [[[15446369990019171380125286222382472330002738166131158234082989980931862659072, -178879176041648937755522218174825944129199631127872034949586057336971737600, 38505951087549229214904120686788220722099985216080037798785867134135040, -2035716101274854144317550547331258951720599452659827675045697095392, -91860097363482741246972134039279236740748909519796555342136048, 12068155984619416616959944853805175211066416749797957628772, -288759211397444547435152920821330188860300803275682232, -8097793514892910112654688078153643749597636063935, 509637105749540030245860105238461711477933541, -6425349829488791682609495737337785406093, -101525067823413335634714544143259714, 3250075137338291444562889484877, -12537642782826296584144645, -408679261736652346255, 4401398963753790, 6359155007, -269995, 1], 1]], 'hecke_orbit_code': 13510799016329747, 'p': 23}
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id: 1015484
{'charpoly_factorization': [[[1550148529523414920857346980568115003500571366391751476824697487142542143202280272000, 592668399779226260745227033085410336264331620607913297931488218396674028630211200, -10012493696255136281166973232645697650675600077128554637588066973310864418480, -4253844188327426066664585825482578793202997485403474472116677083829903160, 109972245903170121941363710392026661212743887270229526788780942416476, 310187073732237395816198936677108628057673831967863029694999274, -33386154155118723640546334996701290045770132805820123907990, 276304508494328370052809902029064655795572547368902465, 1333243803024341305027981599855324240456398256831, -26737970275802834556022553253441123041736659, 50084070061122631367124146931466529840, 842642700829465246066249154035893, -3972331510791251607084031919, -8175286964842126820097, 80929169301311500, -54576459477, -543825, 1], 1]], 'hecke_orbit_code': 13510799016329747, 'p': 29}
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id: 1015485
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id: 1015486
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id: 1015487
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id: 1015488
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id: 1015489
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id: 1015490
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id: 1015491
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id: 1015492
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id: 1015493
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id: 1015494
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id: 1015495
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id: 1015496
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id: 1015497
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id: 1015498
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id: 1015499
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '531.8.a.d', 'level': 531, 'portrait': 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', 'weight': 8}
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mf_hecke_traces • Show schema
Hide schema
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id: 137313000
{'hecke_orbit_code': 13510799016329747, 'n': 1, 'trace_an': 17}
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id: 137313001
{'hecke_orbit_code': 13510799016329747, 'n': 2, 'trace_an': 32}
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