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{'Nk2': 3380, 'analytic_conductor': 19.799838997612163, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 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': [5, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 822758214152878763519029, 'field_disc_factorization': [[19, 2], [443, 1], [499, 1], [4219, 1], [1060937, 1], [2303359, 1]], 'field_poly': [628040620025, 106836475, -1769856, -1, 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, [2578152318959616, -20279449600, -113135808, -600, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 436207621, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 3686400, 'hecke_ring_index_factorization': [[2, 14], [3, 2], [5, 2]], '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': '5.26.a.a', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.26.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(150-\\beta _{1})q^{2}+(-199650+17\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.26.a', 'trace_display': [600, -798600, -976562500, -48938107000], 'trace_hash': 1767012289743814789, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.917', 'prec': 17}, 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-
mf_hecke_nf • Show schema
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'5.26.a.a', 'level': 5, 'maxp': 997, 'weight': 26}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1]], 5, 1], [[[5, 1]], 4, 1]], 'ALdims': [4, 5], 'Nk2': 3380, 'analytic_conductor': 19.799838997612163, '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': [5, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 11, 'dim': 9, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 436207621, 'hecke_orbit_dims': [4, 5], 'label': '5.26.a', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 13, 'mf_new_dim': 9, 'num_forms': 2, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 13, 'trace_bound': 1, 'trace_display': [-4002, -172396, 244140625, 6543128808], 'traces': [9, -4002, -172396, 183464148, 244140625, 1731399928, 6543128808, -101081972280, 2365562653957, -1270019531250, -27786412242132, -68422875582512, 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mf_twists_nf • Show schema
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id: 2243
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.26.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.26.a.a', 'target_level': 5, 'twist_class_label': '5.26.a.a', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
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id: 2244
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.26.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.26.a.b', 'target_level': 25, 'twist_class_label': '5.26.a.a', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
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id: 2245
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.26.a.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.26.b.b', 'target_level': 25, 'twist_class_label': '5.26.a.a', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
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id: 2246
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.26.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '45.26.a.c', 'target_level': 45, 'twist_class_label': '5.26.a.a', 'twist_class_level': 5, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 26}
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mf_hecke_charpolys • Show schema
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id: 19325
{'charpoly_factorization': [[[2578152318959616, -20279449600, -113135808, -600, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 2}
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id: 19326
{'charpoly_factorization': [[[1504463368117894505661456, -876025284667653600, -2419479142632, 798600, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 3}
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id: 19327
{'charpoly_factorization': [[[244140625, 1], 4]], 'hecke_orbit_code': 436207621, 'p': 5}
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id: 19328
{'charpoly_factorization': [[[-36579986367617147614568359420238709406704, -17548694964510378359244800148000, -235834532228143517928, 48938107000, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 7}
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id: 19329
{'charpoly_factorization': [[[-12158651126899171527633817279713497461963035229814784, -2639033193280907563346769163711441272832, -11412231472186748027928576, 23641453790592, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 11}
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id: 19330
{'charpoly_factorization': [[[-27723002214044930779733436599048952134431739373259135984, 1263192236804382325045412193571900276152800, -9656954563542304714175759592, -109063914225800, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 13}
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id: 19331
{'charpoly_factorization': [[[105487379114613080558924592337195978703062162801331691012803856, -7934160826429277603719265966072627076607088800, -22856356484166401797435541788968, 337440158866200, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 17}
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id: 19332
{'charpoly_factorization': [[[3315148411451776494574722990783756737240288704707825979748000000, -84954804325905367613485557109672183591412320000, -223647363102167034844754568669600, 5765957235759760, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 19}
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id: 19333
{'charpoly_factorization': [[[-750054595591635004025375822872832923893144692176136124772192618224, 542720516870330410536900813661015306124975321239200, -18405119252410268205156046725235752, 84289919171581800, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 23}
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id: 19334
{'charpoly_factorization': [[[1408217254721444437512016753537168190534984065751760075702765817874250000, -772379355636303969721900565619981437404533396785180000, -3295847878712509360230402410719170600, 1530771705074446440, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 29}
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id: 19335
{'charpoly_factorization': [[[-114871872264302406858150675721867605091512083539931195500003481703679344384, -121770109890472039858964373783028036350579216559501938432, -28348521404510357521691972023057615776, 3405335632352491792, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 31}
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id: 19336
{'charpoly_factorization': [[[-1097450301637379412361871998264507781054490190130009339383076759785907117091824, 131819140352955834788593146281642592557396047222184109445600, -2428272979684467709486959024519195631848, -54849661150838347400, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 37}
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id: 19337
{'charpoly_factorization': [[[-118325385663968750452839485222025230762182682883632786647566327321142870100550384, 2480725764781412545694187376710263928213708439173387564945568, 8457312506049442500883556702223695467224, -294765092997163901208, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 41}
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id: 19338
{'charpoly_factorization': [[[5592499770628057763204100593425613950915108497620954944950723310321146412268788496, 95211797059437244463130162260165836178471343122257507718468000, 551017465345447063861785693183802812304728, 1266847513533640537000, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 43}
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id: 19339
{'charpoly_factorization': [[[38971860649349146956132582135978023630014341397261680230279393879193736568596977936, 297898543443471543468817844072402478242499887793020830863720800, -456919426989640748278393145476174215707688, -826481836956124900200, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 47}
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id: 19340
{'charpoly_factorization': [[[-266537024165513954160838364751807215923723429618266267501256827926543462833172158754544, 154805558826664413761660391348841397321554933137619192183044610400, -8677515911579830448213601298786759860526632, -7304325845439007895400, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 53}
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id: 19341
{'charpoly_factorization': [[[2453253117460029923554859994386143960314642722868423668452987704038272709292531108000000, 1460973572598575395624311414177715629220928180306595835047894560000, -432036736494517002983231979441710203829066400, 2217164203172823251280, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 59}
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id: 19342
{'charpoly_factorization': [[[-8846682719215178567937410090265136811266055407516200477907687266029078523207652317823984, -38559479453334711165399089854295843126730395701443043542164339264032, -518871932203508840979865373471571968422367976, 50917697960481835727992, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 61}
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id: 19343
{'charpoly_factorization': [[[1955083298810432876459704058496158857683527898227724841155042086607802189418760755869936656, -354960881176185863933708706517890788728705788062545554268956297952800, -5540726619596922448606764906393674466344424168, 76670956029519070862200, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 67}
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id: 19344
{'charpoly_factorization': [[[-145427147219166729837553398067249836858438861391961698185468105210535546753357386515784969984, 4088250183854943921138636083715079316933726722413179209059332054579968, -20277962838827561303709994047358249367754914976, -150298050225701362285008, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 71}
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id: 19345
{'charpoly_factorization': [[[-89535753634528430379010887072368786442503225400097815098816871150503680423454880423817687024, -3447855524145909166362439481458565045965148424653047725050701001504800, -24139337829950698823623612823175729370168574952, 106773821938777386935800, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 73}
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id: 19346
{'charpoly_factorization': [[[-8910678483242004939911284291827281628993993080588658777844657886112666011086755441926592000000, -102894143642627814515443888629500422682716032235612760655747361793280000, -301294883033447316201921319921854825828246441600, 151978174282543555164640, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 79}
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id: 19347
{'charpoly_factorization': [[[335273050357648663349687427094507323517288415352717539360642162370123449952719691124997654309136, 60547128301030587059558139374164450855030861756183090546880401760253600, -1183357148907716629009544937798930578075937001512, -117573693202171400616600, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 83}
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id: 19348
{'charpoly_factorization': [[[7164707059429160109427008483748459640034262759745427947969922577296093009285609662865898274250000, -21593047171046886491542658470844036508518606346327822757515678924868260000, 5572024826778224083203865333699198039643442000600, 6860971673379749077360920, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 89}
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id: 19349
{'charpoly_factorization': [[[-187543021192924553362177510128906113587769248591871160379344839443466748486947111597189996725831664, 328678493550321250192329118974773992339030935072777502433980108121358584800, -51225268157107112939137804300790336885386756941288, -8538350425643241402216200, 1], 1]], 'hecke_orbit_code': 436207621, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '5.26.a.a', 'level': 5, 'portrait': 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', 'weight': 26}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 15621000
{'hecke_orbit_code': 436207621, 'n': 1, 'trace_an': 4}
-
id: 15621001
{'hecke_orbit_code': 436207621, 'n': 2, 'trace_an': 600}
-
id: 15621002
{'hecke_orbit_code': 436207621, 'n': 3, 'trace_an': -798600}
-
id: 15621003
{'hecke_orbit_code': 436207621, 'n': 4, 'trace_an': 92413888}
-
id: 15621004
{'hecke_orbit_code': 436207621, 'n': 5, 'trace_an': -976562500}
-
id: 15621005
{'hecke_orbit_code': 436207621, 'n': 6, 'trace_an': -3965174832}
-
id: 15621006
{'hecke_orbit_code': 436207621, 'n': 7, 'trace_an': -48938107000}
-
id: 15621007
{'hecke_orbit_code': 436207621, 'n': 8, 'trace_an': 224433484800}
-
id: 15621008
{'hecke_orbit_code': 436207621, 'n': 9, 'trace_an': 2087565807492}
-
id: 15621009
{'hecke_orbit_code': 436207621, 'n': 10, 'trace_an': -146484375000}
-
id: 15621010
{'hecke_orbit_code': 436207621, 'n': 11, 'trace_an': -23641453790592}
-
id: 15621011
{'hecke_orbit_code': 436207621, 'n': 12, 'trace_an': -42051883516800}
-
id: 15621012
{'hecke_orbit_code': 436207621, 'n': 13, 'trace_an': 109063914225800}
-
id: 15621013
{'hecke_orbit_code': 436207621, 'n': 14, 'trace_an': 109980501036336}
-
id: 15621014
{'hecke_orbit_code': 436207621, 'n': 15, 'trace_an': 194970703125000}
-
id: 15621015
{'hecke_orbit_code': 436207621, 'n': 16, 'trace_an': -2811357146648576}
-
id: 15621016
{'hecke_orbit_code': 436207621, 'n': 17, 'trace_an': -337440158866200}
-
id: 15621017
{'hecke_orbit_code': 436207621, 'n': 18, 'trace_an': -8986517054418600}
-
id: 15621018
{'hecke_orbit_code': 436207621, 'n': 19, 'trace_an': -5765957235759760}
-
id: 15621019
{'hecke_orbit_code': 436207621, 'n': 20, 'trace_an': -22561984375000000}
-
id: 15621020
{'hecke_orbit_code': 436207621, 'n': 21, 'trace_an': -76777748650758672}
-
id: 15621021
{'hecke_orbit_code': 436207621, 'n': 22, 'trace_an': -247170171892300800}
-
id: 15621022
{'hecke_orbit_code': 436207621, 'n': 23, 'trace_an': -84289919171581800}
-
id: 15621023
{'hecke_orbit_code': 436207621, 'n': 24, 'trace_an': -750163283268986880}
-
id: 15621024
{'hecke_orbit_code': 436207621, 'n': 25, 'trace_an': 238418579101562500}
-
id: 15621025
{'hecke_orbit_code': 436207621, 'n': 26, 'trace_an': -2172668626545951312}
-
id: 15621026
{'hecke_orbit_code': 436207621, 'n': 27, 'trace_an': -2324539610168425200}
-
id: 15621027
{'hecke_orbit_code': 436207621, 'n': 28, 'trace_an': 715367314323708800}
-
id: 15621028
{'hecke_orbit_code': 436207621, 'n': 29, 'trace_an': -1530771705074446440}
-
id: 15621029
{'hecke_orbit_code': 436207621, 'n': 30, 'trace_an': 968060261718750000}
-
id: 15621030
{'hecke_orbit_code': 436207621, 'n': 31, 'trace_an': -3405335632352491792}
-
id: 15621031
{'hecke_orbit_code': 436207621, 'n': 32, 'trace_an': 8794451084429721600}
-
id: 15621032
{'hecke_orbit_code': 436207621, 'n': 33, 'trace_an': 38579776790129836800}
-
id: 15621033
{'hecke_orbit_code': 436207621, 'n': 34, 'trace_an': 12360736169963080176}
-
id: 15621034
{'hecke_orbit_code': 436207621, 'n': 35, 'trace_an': 11947780029296875000}
-
id: 15621035
{'hecke_orbit_code': 436207621, 'n': 36, 'trace_an': 29754645353627097024}
-
id: 15621036
{'hecke_orbit_code': 436207621, 'n': 37, 'trace_an': 54849661150838347400}
-
id: 15621037
{'hecke_orbit_code': 436207621, 'n': 38, 'trace_an': 167830012254298039200}
-
id: 15621038
{'hecke_orbit_code': 436207621, 'n': 39, 'trace_an': 26980019582506147824}
-
id: 15621039
{'hecke_orbit_code': 436207621, 'n': 40, 'trace_an': -54793331250000000000}
-
id: 15621040
{'hecke_orbit_code': 436207621, 'n': 41, 'trace_an': 294765092997163901208}
-
id: 15621041
{'hecke_orbit_code': 436207621, 'n': 42, 'trace_an': -275649307903658959200}
-
id: 15621042
{'hecke_orbit_code': 436207621, 'n': 43, 'trace_an': -1266847513533640537000}
-
id: 15621043
{'hecke_orbit_code': 436207621, 'n': 44, 'trace_an': -739285598894744039424}
-
id: 15621044
{'hecke_orbit_code': 436207621, 'n': 45, 'trace_an': -509659620969726562500}
-
id: 15621045
{'hecke_orbit_code': 436207621, 'n': 46, 'trace_an': -669486761007570298992}
-
id: 15621046
{'hecke_orbit_code': 436207621, 'n': 47, 'trace_an': 826481836956124900200}
-
id: 15621047
{'hecke_orbit_code': 436207621, 'n': 48, 'trace_an': -389112939053996236800}
-
id: 15621048
{'hecke_orbit_code': 436207621, 'n': 49, 'trace_an': -2497667097456123567372}
-
id: 15621049
{'hecke_orbit_code': 436207621, 'n': 50, 'trace_an': 35762786865234375000}
-
id: 15621050
{'hecke_orbit_code': 436207621, 'n': 51, 'trace_an': -732051781800631123152}
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{'hecke_orbit_code': 436207621, 'n': 998, 'trace_an': 60396737195209266750063514735402116000}
-
id: 15621998
{'hecke_orbit_code': 436207621, 'n': 999, 'trace_an': -71997921889693336646456982979924769760}
-
id: 15621999
{'hecke_orbit_code': 436207621, 'n': 1000, 'trace_an': -3265937045216560363769531250000000000}