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mf_newforms • Show schema
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{'Nk2': 2368, 'analytic_conductor': 11.558245942912505, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 37, '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': [37, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 36, 'conrey_indexes': [36], 'dim': 20, 'field_disc': 1584155379365873914901318384685131509093672380881016563562632164902194985373907508376109215364029135885090095473073304568635097729669529600, 'field_disc_factorization': [[2, 18], [3, 6], [5, 2], [71, 1], [227, 2], [44129, 1], [45318766871084769941066971057865390669421830272982554756663, 2]], 'field_poly': [130757963535876096, 0, 9402469145336696832, 0, 1131877572418003968, 0, 49304995250225664, 0, 1081011973644416, 0, 13461378480848, 0, 100204783492, 0, 450999516, 0, 1194509, 0, 1702, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68853694501, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 382205952, 'hecke_ring_index_factorization': [[2, 19], [3, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 37, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '37.8.b.a', 'level': 37, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'minimal_twist': '37.8.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(4+\\beta _{4})q^{3}+(-42+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '37.8.b', 'trace_display': [0, 78, 0, -1746], 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mf_hecke_nf • Show schema
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-
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{'Nk2': 2368, 'analytic_conductor': 11.558245942912505, 'char_conductor': 37, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [37, 2, [2], [1]], 'conrey_index': 36, 'cusp_dim': 20, 'dim': 20, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68853694501, 'hecke_orbit_dims': [20], 'label': '37.8.b', 'level': 37, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'mf_dim': 22, 'mf_new_dim': 22, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 20, 'sturm_bound': 25, 'trace_bound': 0, 'trace_display': [0, 78, 0, -1746], 'traces': [20, 0, 78, -844, 0, 0, -1746, 0, 12362, -882, 3498, -30374, 0, 0, 0, 36116, 0, 0, 0, 0, 113482, 0, 0, 0, -108112, 49278, -304110, -41192, 0, 429776, 0, 0, 305646, -960356, 0, 484758, 108732, 1049916, 0, -496346, -1577742, 0, 0, 685266, 0, 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mf_twists_nf • Show schema
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id: 30352
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 20, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '37.8.b.a', 'source_level': 37, 'target_char_orbit': 2, 'target_dim': 20, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '37.8.b.a', 'target_level': 37, 'twist_class_label': '37.8.b.a', 'twist_class_level': 37, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 30353
{'conductor': 37, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 20, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '37.8.b.a', 'source_level': 37, 'target_char_orbit': 2, 'target_dim': 20, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '37.8.b.a', 'target_level': 37, 'twist_class_label': '37.8.b.a', 'twist_class_level': 37, 'twisting_char_label': '37.b', 'twisting_char_orbit': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 132750
{'charpoly_factorization': [[[130757963535876096, 0, 9402469145336696832, 0, 1131877572418003968, 0, 49304995250225664, 0, 1081011973644416, 0, 13461378480848, 0, 100204783492, 0, 450999516, 0, 1194509, 0, 1702, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 2}
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id: 132751
{'charpoly_factorization': [[[-118561742732844, -143245528916031, 7106792645853, 3144726313731, -78378764805, -2274900624, 56195620, 530931, -13265, -39, 1], 2]], 'hecke_orbit_code': 68853694501, 'p': 3}
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id: 132752
{'charpoly_factorization': [[[71396116979309499649629743144158716000000000000, 0, 27774125310455105644647948383023590000000000, 0, 4272398972280661936405540186462500000000, 0, 334430786300510637002584773066000000, 0, 14534831145622678160036210660000, 0, 370211753957296706383643900, 0, 5686452337021602994009, 0, 52782801048089202, 0, 286976410091, 0, 835306, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 5}
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id: 132753
{'charpoly_factorization': [[[-855898676157365712913239936, 134105022706210047291331152, 638433549859783617356976, -1114177164179367169944, -3991862887224512280, 3574736913497689, 6859107381585, -3317747194, -4553962, 873, 1], 2]], 'hecke_orbit_code': 68853694501, 'p': 7}
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id: 132754
{'charpoly_factorization': [[[-118194250055671435791746945775410604, -117284261680644660082443013668981, 203744057088973342074570965493, 23050151607023078165707221, -41431461766798121469369, -2385450614623358160, 3010138410188052, 110661881733, -91710693, -1749, 1], 2]], 'hecke_orbit_code': 68853694501, 'p': 11}
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id: 132755
{'charpoly_factorization': [[[3882505002791497958769389486103304842278461491847197198724104004684333056, 0, 37007827616499647021774889858999700838597285001436779365703083965440, 0, 24123345822510055690974045373668452551295421055300019380650240, 0, 6077211041405636706360559558785349116649298318561761920, 0, 717298436128933253558311451681708304903001353120, 0, 40946930476051197440149093026423033129468, 0, 1199108521392244409006603398537785, 0, 18679043747318687829816210, 0, 154530555318142155, 0, 632138730, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 13}
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id: 132756
{'charpoly_factorization': [[[2668788654318433797589411222224844548893402723477931303315398609685307747630841856, 0, 709446963341952927372953443247500431964459751314532988423663602495015092224, 0, 61173020288147481490681256182901220526717295579235938389395445579776, 0, 2093616680300459335797067643627320880031928313593160514945024, 0, 32432477415666523545702790936465324274606703852253184, 0, 261160561475358042419883807598665979596068864, 0, 1175347339979584448381803310652557824, 0, 3028807052352487353126950208, 0, 4400558957572617776, 0, 3321595492, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 17}
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id: 132757
{'charpoly_factorization': [[[5099738828736833603582852855502935813901250999277251709785496032786232438972325298176, 0, 857161664655906847223362511071488867210393657834003557615953266594722590752768, 0, 24995179694732383187870681787421346298397822298126979723279960014585856, 0, 307988426755505815117933182043390585888054640129009525117878272, 0, 1966847815132949831717396722270958316807424469810270208, 0, 7176456650114842660605702787907437161061957632, 0, 15644118790838840935110991449087216384, 0, 20507149291429613275619063040, 0, 15622122050561509632, 0, 6260069400, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 19}
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id: 132758
{'charpoly_factorization': [[[33903509695520547134379591800604365975650651870032112215491372708083990588145327738449821696, 0, 725646513686032633312546486448483366687553573024639755078728330371338347966890246144, 0, 3989028015876196042124541092476270647307550468645900895940279372090615627776, 0, 10235902446927662890779903512435091855518684258531610180317391304704, 0, 14540221859502085566717316783140974982552617310475103308736, 0, 12184155548236231427402111753571376311294781725092, 0, 6128234099908320792496984764150509924089, 0, 1832404552490724260473406267802, 0, 313927625400692849675, 0, 28047457810, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 23}
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id: 132759
{'charpoly_factorization': [[[12266294598200695562439582710351017505719624268326520764840701265709221981934366579968396501708701696, 0, 41854597461750050819572558135803903226597654095289957183329457931382739260627527157556445184, 0, 46762555677273336142523962264776307181246954019172580826663047153905754240516554752, 0, 20473158473237148894306070622453178876231815277265046430626109271581843456, 0, 4237099653036797841877451857870264928939133418675485908716639232, 0, 457660242798367351511517932406918988563712287692802464, 0, 27969396345212159197171289679204346745235793, 0, 1000230791079663059074800930639198, 0, 20609556859375969815299, 0, 224854622446, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 29}
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id: 132760
{'charpoly_factorization': [[[141763403642268898030504090594770078009016010420143242742887620375724825676127078309611170708219494400, 0, 452410388897141993255808307066463296623947388197238140895179689217836309942969860272412426240, 0, 390901459733203671127564752204145962078211422111539699820283820755589096719112994816, 0, 110890249008790571315792757236564045260394281974533293876172946767270658048, 0, 15438700425226593142064975135920270992282824382218741853956476416, 0, 1220700020607556335901057797485822787588148636944396180, 0, 58063178455706871315396136950308094823192953, 0, 1679797769576797435797242154545922, 0, 28688480637005182453155, 0, 263739369210, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 31}
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id: 132761
{'charpoly_factorization': [[[59445732749044543039962836189986285974062773286296735273008458947051196238590848304306081674472975667011477449, -68087281200744644015857828772315305846252863908020966655257087069726621850538354063116310048671284080396, 2512026449062729973017530664540689900641731511809220639195316390162877934498949595870305839807999342, -3581908579731327760422238394075516238397839602195832410581006701872661155086408556960813202492, 53463418902986095469282725041319843828632431671798773232969809568515464417966887502327709, -95386088001425771286710061052320387659126444907859485061191335907727705228202774352, 733582799890691953152946760318672929914440094457118844769215349688617745925384, -1751184134990448413302941478231910661047738739708208675974124383755550864, 7645612739330216618732745944301799974527136051899429782954699391346, -23958749246039820115551773120479867492246644762618735528484296, 76487300631943045980063198573002788794634054964231447892, -252378336651591765544571169735239743731810536583912, 848375581147894963827707935435433158862401314, -2046895205030630394508905499229852949072, 9032352249115599693843986994618504, -12371566542829625206656280464, 73043961174158367072261, -51550160046950796, 380826937262, -108732, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 37}
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id: 132762
{'charpoly_factorization': [[[2304126706704257593416642540299987240706382663104419226, 61162236707796783364121976124750214517743263505589, -178338691019490469437433142276144123624708355, -4850251955340799778110887496826544414981, -3198505411831455084314638651407741, 77933702902628951392872393630, 83564332108981803060408, -435238491711196773, -513671240259, 788871, 1], 2]], 'hecke_orbit_code': 68853694501, 'p': 41}
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id: 132763
{'charpoly_factorization': [[[7997458265175468401418432613381350336144553742541014357924998789516323447523353817006385004991838694744784896, 0, 441172750494800861984095267129507699525040450882700769706997722936471239717754530488608739396575821824, 0, 32906836534675742224719048603779902524781897447675388726273351924852949239664679441749835776, 0, 977287976090979483854042758073524125388607123032880567714054371120374926912126976, 0, 14994469715079816269335900555395713289315853674444713265217341468106752, 0, 129262134139195611853038058607611068969507701179059331743744, 0, 644470843943052247596022347692091425531039937024, 0, 1879623732349018580308427535406272000, 0, 3144418009739814757422384, 0, 2779292121648, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 43}
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id: 132764
{'charpoly_factorization': [[[74119861012424480660236568049249810526885464219180144384, -2639418934192991425685015957429223147697181609244528, 9894698164673365877826178609495543686823599120, 66946605003997441090859212011800416341828, -338999344358566459979010544057110636, 469775783945926323487881729, 1494239859618107603038137, -777201452733370878, -2090433670110, 756393, 1], 2]], 'hecke_orbit_code': 68853694501, 'p': 47}
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id: 132765
{'charpoly_factorization': [[[144265845941883515305270299879784403548473645500004346061664, -1719644570030587496642674138135456379399730457006730064, 38713848979399855238928773271553229056194931176, 18452452472121593952085188589008923629202580, -12160936523034511069796152445000216034, -23192167717753544635670548947771, 16148541361816522268235081, 10195003023347821158, -7046784154368, -1499679, 1], 2]], 'hecke_orbit_code': 68853694501, 'p': 53}
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id: 132766
{'charpoly_factorization': [[[122177626372904941416183488874801991374638196479029370257387386640170466625322446838777446367460613243873692961734656, 0, 153733111828316486654489925204834362636476068218408058420067540796022013334970943160684944651795566975516672, 0, 10019567163297851209743054058187779721532984825818576250942594902572453913550830533066006575710208, 0, 200893671268315924905447329987850065717473980489194885887080835237465340327906551529472, 0, 1138677615853007872428781905250121907762763736145654150857705878520481529856, 0, 2336944533733762670204039993739182481990946434839389507259958272, 0, 2156605929027356941928225004421272051644899776232192, 0, 964151943162738228087119578099990420032, 0, 217477453856160488311048400, 0, 23780290980220, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 59}
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id: 132767
{'charpoly_factorization': [[[2770476620062812137988241276304647295817347573997231658604020821308124078911941802882706312672520471456754350017635942400, 0, 213280240989100591392275401124395958533608353232432407311503257537259994128193529198541296585915802684814786560, 0, 1205562192885519864389451112682629725338936712342981320495806760465139281813565486134166464777158656, 0, 3007910714209390746584343928211638990448659034261565195336656002834609175465945108631552, 0, 4243859674320494854369663098437160373319167416640243714042395312197182553856, 0, 3707267109602886782701655935426061511091287919377118502806889328, 0, 2072547142954751849597221464316708156787057025081345, 0, 739549110125491827586274826024632886222, 0, 161924333396480127556909731, 0, 19651838390478, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 61}
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id: 132768
{'charpoly_factorization': [[[256303502316368734748085083825565019905879236024668441980850176, -2277287099527544709348129005296455579562721790651743434752, 1545091215795649551979069578542100336741064852197120, 2205115377399475690818979790831592689087054592, -1527814835033422074302561928623270528976, -535799144433031573466796504125240, 376576395078937707019995801, 50924299531511286848, -34005155980423, -1781112, 1], 2]], 'hecke_orbit_code': 68853694501, 'p': 67}
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id: 132769
{'charpoly_factorization': [[[12274852963483429762243464957755142377403214504991392552830062976, -770694762082146657639402951172931709906868706631971084880, -23771212325229198920321055705611578851340436130315216, -8945616901249731589741046720656450467919149480, 6253991106235595033019377805323721887832, 3383278918058981332026851819098167, -232938031806005278035681999, -324054254573629940646, -26624331913914, 7629543, 1], 2]], 'hecke_orbit_code': 68853694501, 'p': 71}
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id: 132770
{'charpoly_factorization': [[[35809159303045354018651601025420108656927872244174964384589946706, -58265982380676996636915479617312615128629031245762327666271, -13408791671548175305269631366517761547303157767068695, 41303440713278543652246823748170193837562531939, -4200078930620087159667953099070969462105, -6209703157055930146639420749808166, 963424890089614437871423260, 324637898966328047099, -56050169782927, -5544009, 1], 2]], 'hecke_orbit_code': 68853694501, 'p': 73}
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id: 132771
{'charpoly_factorization': [[[1620851068418942676271529961804006839114713957929527438217057863812959884288121273015207617317063856165527042068755605298343936, 0, 94435284805167088176577578955292514374561561244083975706200834337748931936203251140298709224000828912888980915404800, 0, 1324172530152137235743146435297582921114228174947281959192485411952578459152982663276938862586533663228672, 0, 1252455096169013965005207580973491583086704346739969758300086387199861499684542207502113230336, 0, 427414651572364652353450655284864730768053965465687706114496968706641407217959120, 0, 71441606852302361467479301717681650411840469557027622211318632887168, 0, 6630771013810313377675262482949628436508930712937263873, 0, 356558433419206652745520147781791395402894, 0, 10893313872927916514863265475, 0, 170634215807934, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 79}
-
id: 132772
{'charpoly_factorization': [[[508132413573435870111605317129602296053647214376111062899028233216, 1460585360366821179892969425623634228606398554391122783759104, 403049773615496145274924346677145464042409790332015040, -397686654625715240378527070304471445584786279696, -95026563371238255497279675207542292126532, 32302506254435805836624800609174671, 6467594523059861188711157097, -823537290481567026606, -146045072089062, 6436911, 1], 2]], 'hecke_orbit_code': 68853694501, 'p': 83}
-
id: 132773
{'charpoly_factorization': [[[1332456814849878996352174485350787600113286972976287361363767633419890977656465986660208529048506604863979542138085477519621881856, 0, 6966717563480676910765490423033646002398309401853127217334406281927097984399120621233991786307925192941789340446228480, 0, 11949491295804562935463501824655869062777332196463185896019849113329602131587919062430846345599171245703168, 0, 7920042738439636044985577808495116972176397523603206619165415460448722533525215707880159707136, 0, 2363852408180640536948946703737818281129192773616126712944645805603025266246451200, 0, 353775156615256434310222984415095498344132355983584857142187823757312, 0, 27832940262382854588898559884691887737818691283619822080, 0, 1167707966427439126013804394845199747147264, 0, 25335274671914363846176034048, 0, 261084499656316, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 89}
-
id: 132774
{'charpoly_factorization': [[[27138328834261390222153475306679346153403906938550468061380978853605804513260601864451588634967453046763243161630621579939772166880362496, 0, 10923494482391376746857007038676216691167172776546139463411170888496691278613856340287401032951370589650122016058905186009088, 0, 1782460069152449183843222892025966533224976371926070509914475849933571518316740119124808892485242253514645700608, 0, 152795609660920979310282500320911814325121672010438567107295147343139310543123755652815924627505152, 0, 7507195597616650323788350727563372760200767794662745229781341810506642367465072033792, 0, 218941812578414574291486128507199930677900306654698098463855382187626496, 0, 3855163646261739097984475835018663853082282190044047487232, 0, 40734214346825081835639088003043434582234752, 0, 248111467178177834302508025264, 0, 788101919779560, 0, 1], 1]], 'hecke_orbit_code': 68853694501, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '37.8.b.a', 'level': 37, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 19475000
{'hecke_orbit_code': 68853694501, 'n': 1, 'trace_an': 20}
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id: 19475001
{'hecke_orbit_code': 68853694501, 'n': 2, 'trace_an': 0}
-
id: 19475002
{'hecke_orbit_code': 68853694501, 'n': 3, 'trace_an': 78}
-
id: 19475003
{'hecke_orbit_code': 68853694501, 'n': 4, 'trace_an': -844}
-
id: 19475004
{'hecke_orbit_code': 68853694501, 'n': 5, 'trace_an': 0}
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id: 19475005
{'hecke_orbit_code': 68853694501, 'n': 6, 'trace_an': 0}
-
id: 19475006
{'hecke_orbit_code': 68853694501, 'n': 7, 'trace_an': -1746}
-
id: 19475007
{'hecke_orbit_code': 68853694501, 'n': 8, 'trace_an': 0}
-
id: 19475008
{'hecke_orbit_code': 68853694501, 'n': 9, 'trace_an': 12362}
-
id: 19475009
{'hecke_orbit_code': 68853694501, 'n': 10, 'trace_an': -882}
-
id: 19475010
{'hecke_orbit_code': 68853694501, 'n': 11, 'trace_an': 3498}
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id: 19475011
{'hecke_orbit_code': 68853694501, 'n': 12, 'trace_an': -30374}
-
id: 19475012
{'hecke_orbit_code': 68853694501, 'n': 13, 'trace_an': 0}
-
id: 19475013
{'hecke_orbit_code': 68853694501, 'n': 14, 'trace_an': 0}
-
id: 19475014
{'hecke_orbit_code': 68853694501, 'n': 15, 'trace_an': 0}
-
id: 19475015
{'hecke_orbit_code': 68853694501, 'n': 16, 'trace_an': 36116}
-
id: 19475016
{'hecke_orbit_code': 68853694501, 'n': 17, 'trace_an': 0}
-
id: 19475017
{'hecke_orbit_code': 68853694501, 'n': 18, 'trace_an': 0}
-
id: 19475018
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