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mf_newforms • Show schema
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{'Nk2': 20412, 'analytic_conductor': 102.65940973540405, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 26, 'char_orbit_label': 'z', 'char_order': 6, 'char_parity': -1, 'char_values': [252, 6, [127, 29, 73], [6, 6, 1]], 'cm_discs': [], 'conrey_index': 73, 'conrey_indexes': [73, 145], 'dim': 20, 'field_disc': 66576260145882590825376623434338805516612729991420777357706252791116216693783995215000626803067217510400, 'field_disc_factorization': [[2, 24], [3, 10], [5, 2], [7, 6], [13, 2], [349, 4], [3673, 2], [28668641154566549, 4]], 'field_poly': [515596507492955532983572496163412311048918663, 48338381018096768126520835100261119832719644, -47007135303470257351659397734299414285784783, -2662421971413455508046552715438433455340210, 1331037342615679684155036722672299751825731, 208367487247705803791441930629487279968, -69448792452425943361067315312590506770, 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mf_hecke_cc • Show schema
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'embedding_root_imag': 0.8660254037844386, 'embedding_root_real': -589.7699009835312, 'hecke_orbit': 5, 'hecke_orbit_code': 18016116647395580, 'label': '252.9.z.e.73.10', 'level': 252, 'weight': 9}
-
mf_newspaces • Show schema
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{'Nk2': 20412, 'analytic_conductor': 102.65940973540405, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 26, 'char_orbit_label': 'z', 'char_order': 6, 'char_parity': -1, 'char_values': [252, 6, [127, 29, 73], [6, 6, 1]], 'conrey_index': 73, 'cusp_dim': 744, 'dim': 54, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 1718137913596, 'hecke_orbit_dims': [2, 10, 10, 12, 20], 'label': '252.9.z', 'level': 252, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 792, 'mf_new_dim': 54, 'num_forms': 5, 'prim_orbit_index': 4, 'relative_dim': 27, 'sturm_bound': 432, 'trace_bound': 5, 'trace_display': [0, 0, -837, -24], 'traces': [54, 0, 0, 0, -837, 0, -24, 0, 0, 0, 15093, 0, 0, 0, 0, 0, 141453, 0, 200133, 0, 0, 0, -458433, 0, 2182812, 0, 0, 0, 110484, 0, -1067031, 0, 0, 0, 4086531, 0, 2190879, 0, 0, 0, 0, 0, 311880, 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mf_twists_cc • Show schema
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id: 44659149
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 20, 'source_embedding_index': 10, 'source_hecke_orbit_code': 18016116647395580, 'source_is_minimal': True, 'source_label': '252.9.z.e.73.10', 'source_level': 252, 'target_conrey_index': 73, 'target_dim': 20, 'target_embedding_index': 10, 'target_hecke_orbit_code': 18016116647395580, 'target_is_minimal': True, 'target_label': '252.9.z.e.73.10', 'target_level': 252, 'twist_class_label': '252.9.z.e.73.1', 'twist_class_level': 252, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
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id: 44659150
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 20, 'source_embedding_index': 10, 'source_hecke_orbit_code': 18016116647395580, 'source_is_minimal': True, 'source_label': '252.9.z.e.73.10', 'source_level': 252, 'target_conrey_index': 73, 'target_dim': 20, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18016116647395580, 'target_is_minimal': True, 'target_label': '252.9.z.e.73.1', 'target_level': 252, 'twist_class_label': '252.9.z.e.73.1', 'twist_class_level': 252, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
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id: 44659151
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 20, 'source_embedding_index': 10, 'source_hecke_orbit_code': 18016116647395580, 'source_is_minimal': True, 'source_label': '252.9.z.e.73.10', 'source_level': 252, 'target_conrey_index': 145, 'target_dim': 20, 'target_embedding_index': 10, 'target_hecke_orbit_code': 18016116647395580, 'target_is_minimal': True, 'target_label': '252.9.z.e.145.10', 'target_level': 252, 'twist_class_label': '252.9.z.e.73.1', 'twist_class_level': 252, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 9}
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id: 44659152
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 20, 'source_embedding_index': 10, 'source_hecke_orbit_code': 18016116647395580, 'source_is_minimal': True, 'source_label': '252.9.z.e.73.10', 'source_level': 252, 'target_conrey_index': 145, 'target_dim': 20, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18016116647395580, 'target_is_minimal': True, 'target_label': '252.9.z.e.145.1', 'target_level': 252, 'twist_class_label': '252.9.z.e.73.1', 'twist_class_level': 252, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 589800
{'charpoly_factorization': [[[0, 1], 20]], 'hecke_orbit_code': 18016116647395580, 'p': 2}
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id: 589801
{'charpoly_factorization': [[[0, 1], 20]], 'hecke_orbit_code': 18016116647395580, 'p': 3}
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id: 589802
{'charpoly_factorization': [[[28861413610719458500984036450381058703360000000000, 0, -501848519769172278429263529656928264000000000000, 0, 8721883458910661684763105180014643563049000000, 0, -75916984440581368487966110339271974725000, 0, 441725133559193953524918428962257225, 0, -1416438872419971140599166614845, 0, 3274961154579295926394734, 0, -4538708430919915833, 0, 4557812756238, 0, -2627541, 0, 1], 1]], 'hecke_orbit_code': 18016116647395580, 'p': 5}
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id: 589803
{'charpoly_factorization': [[[6366805760909027985741435139224001, 3996923753088748818978877808419, 2176534253685320074536248895, 709096795041890163918786, 383205138591545706429, 129916718471073765, 66473263967229, 21337173186, 11360895, 3619, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 7}
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id: 589804
{'charpoly_factorization': [[[76139660079074889395414564001000836654394084287369698793410353168384000000, 0, 2400708847764261275024462501444996414786928199386770849383384350720000, 0, 75148269202652210476439700609805239037549370410096250574832665600, 0, 17234968908174887786082039767850815686307399831781231435360, 0, 3796263010795027649746868249517176110233993250598601, 0, 29346838525432909290115286735708724349111407, 0, 153222277692454513079397419528472006, 0, 453931850213208000456405723, 0, 984480158423293686, 0, 1209688767, 0, 1], 1]], 'hecke_orbit_code': 18016116647395580, 'p': 11}
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id: 589805
{'charpoly_factorization': [[[19282056281868237557204937073513591616068800, 0, 723485367454866870724896215798998704, 0, 4676052049125843077285205924, 0, 9686523009231857025, 0, 5740976634, 0, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 13}
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id: 589806
{'charpoly_factorization': [[[520459046498823709752129291078107158658918720391600854722630583589661858185350154981212160000000000, 0, -406784082088870625274880959251619030317681331414633487996770573804916179086270791680000000, 0, 200654548660757002556214811665156319977843700064699906558279769309429828157440000, 0, -60226916848809643166067946015416697808162386412720699371538869754265600, 0, 13159879102454896726255476074936048175011885402454428875751424, 0, -2029053593889146027828071967552844693618110499127296, 0, 235520582973186090183971333730890633773056, 0, -19399660164712126765883162059776, 0, 1166445798284413450944, 0, -43075543896, 0, 1], 1]], 'hecke_orbit_code': 18016116647395580, 'p': 17}
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id: 589807
{'charpoly_factorization': [[[429571241919889320376492570061598675889152000000, -155733124768413609098725360268975062023168000, 19273648234025589188362001138734431611904, -164682953077065244429455834921135360, -3728003106679444625177285280288, 38138979013802852251624920, 791524114869337396929, -1653071447654532, -29866128591, 53628, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 19}
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id: 589808
{'charpoly_factorization': [[[8749495829086109733343442222412868761947532757344674698989369602049854002611333297191937638400000000000000, 0, 15760685370517383905194568499072550964007971957874762158830687465474554334965542843842560000000000, 0, 27683578925350397811826596517641081583538800286859917240222317695918760111739080704000000, 0, 1253696144686602136722571707930358018248908364939547892303616304290683473920000, 0, 39884619526660632036175591382680583417221141378682464058585859993600, 0, 585491991182160344506827718139583819777521546531913047040, 0, 6073977446041839696663468492681748161383878656, 0, 39774533015293576812149453768795328, 0, 190183328723699634189888, 0, 540169907508, 0, 1], 1]], 'hecke_orbit_code': 18016116647395580, 'p': 23}
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id: 589809
{'charpoly_factorization': [[[-142770684078434137890202938067318979551436237948201336832000, 0, 2667654531628125733281289096899506109068156684160, 0, -8192032567518023017406712337628759229, 0, 9821772504326949335682219, 0, -5171113544751, 0, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 29}
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id: 589810
{'charpoly_factorization': [[[27087303822894866924315167440594930021141855616002750507, -25012449946150347210128731460463383012702654121795, -1025249312892290531968204431984562426696366461, 953825607782984677577159748900474233910, 31941151734967639475322290782428099, -50669132094483522720518186973, -253793995435214496454023, 286842812692529286, 1989072345345, 2367213, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 31}
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id: 589811
{'charpoly_factorization': [[[153068880114962756197647152860210563545835167178609244711223296, -40556955147591661642880520999782128937985431760744423424, 183940844067549885000024601685883070064185443818496, -35592581556371251016204818624568683440403200, 164679763262635110973348019846544677856, -36169861442420753968352124439704, 55180857310943470104543201, -16797007861750404510, 14862322970331, -3401374, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 37}
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id: 589812
{'charpoly_factorization': [[[857503076722889176935515801282823888150417393381212160000000, 0, 172190216625314360806283021591302085126868196669440, 0, 1260529300000144449742605872248528026048, 0, 619693337173188842218679472, 0, 47701796739156, 0, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 41}
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id: 589813
{'charpoly_factorization': [[[18453260616571393838848205528000, -59045183037404834446019440, 61130048163516606068, -22420995393101, 149032, 1], 4]], 'hecke_orbit_code': 18016116647395580, 'p': 43}
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id: 589814
{'charpoly_factorization': [[[38080842200421740834857269936372373524984943565463718911265750433975873084132439153046909265759048091395412154547391430656000000, 0, -802763253508171191987213977753226337452020369577522884312724873216825387218319451371749771262417004137577017507840000, 0, 16664910193371042541459315507898780778109153406971787257234491195105602560521655774085902389016868428185600, 0, -5382800983870056529063568920611615332944593116041395725865923768497878646512233287696509665280, 0, 1211168189496192104036064433284284155170361673481150376270705462020868500134375424, 0, -139617783314757317035336428203907763644931991850629705858545308914688, 0, 11592665749075372583668445619288940464361756446800044032, 0, -410159567363700603129761698489983951346752, 0, 10449059023573406523166840128, 0, -120593971151388, 0, 1], 1]], 'hecke_orbit_code': 18016116647395580, 'p': 47}
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id: 589815
{'charpoly_factorization': [[[7683173607258559301291851044152347652007006161606032751815700587351244100187394290736329980325723203319933765268544000000000000000000, 0, 8676495403409667925892407235358019746365801545044921230460941659193036063380422805259359037370948681595445400000000000000, 0, 7299895677648351510406111294986684108897952089406148948462460274054136107405372205708143975306917905625000000, 0, 2578446149495881103550951210193688844076252753719488308125870435578310091151433209301995184375000, 0, 674139828684886308065424028015582682568790651939212564086350612508740857817347140625, 0, 37012729452966573716885361236381731196202300078143759078728329098949375, 0, 1559346023397703400311459043584933936842695159609940646350, 0, 15564399826692597074083851736616069668589835, 0, 113297470561695189579967654686, 0, 396373925510199, 0, 1], 1]], 'hecke_orbit_code': 18016116647395580, 'p': 53}
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id: 589816
{'charpoly_factorization': [[[343406645642800315952262117102786187643049781310432000511858939262070136188819027396793553941803244212399810622146941337618092258492416000000, 0, -18100726756750815911593500474155468505943139849285314272542327892636798774668185369950349872434211964010017611258899438653440000, 0, 604446823992344416768143982726816591267572331759554863165819079819893862426985940984024923284973839776314037697600, 0, -12185063469891481255188385517832466366939823759066053678314333975037613421817338483118593067303924680, 0, 178640197740938074320959583227860764208492762302067132709999305163331665400839448568089, 0, -1850168150866989723927389014572971687474479309531859088008064066948176949, 0, 14396240964168765415416909198351990328055508365221759920846, 0, -78406187304317541467779424029980834786511809, 0, 306818739285384596078138370894, 0, -689407494920109, 0, 1], 1]], 'hecke_orbit_code': 18016116647395580, 'p': 59}
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id: 589817
{'charpoly_factorization': [[[2568862524728501796941213705046084302056230958685812477132800, -246224163167481368099952471314228995388277315557961891840, 8033997649316128393898531836089935525352989907800064, -16023876685100444773392408124977189577094843904, 3228787120128330607705510505697097082304, 15556061411571816789041371767676704, 8303652225704691321780416256, 1402142693216589063432, 2330597999520, -16286886, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 61}
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id: 589818
{'charpoly_factorization': [[[5434943173713575044844973985977874832200120184666008335778816000000, -5333388593941888378305684691763502267314331378598241100800000, 6885241943176502131352769969882680751755636709974400000, -1700139135063775412503240228669157545640871648000, 2161518505544522036468174571449612846028000, -566353284845443289590123750906745880, 495759997182832692980761771209, -10675424386069912382916, 881210578909677, 12999652, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 67}
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id: 589819
{'charpoly_factorization': [[[-1515168814941804929654755309209168129301763968035072862801702932480000000, 0, 40367882959450346227648185033006596090652191089101419712000, 0, -373178155173458948492332768889034395204015040, 0, 1449544870306762787616206427216, 0, -2210194026495252, 0, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 71}
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id: 589820
{'charpoly_factorization': [[[4917210492659878036461880168468851731616930612318460173306961895066775552, 459255150166755023408200759266738768382043392252929246583024813056, -20611097102717043954632033976172990983710271140974221364224, -3260399902819791888611534342912589409355878968047040, 105855850847901640738944949928710595133501888, 20812308312079249622645968300817972484, 457489658064428777385902594529, -23914265788065917812230, -670940250687993, 26449806, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 73}
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id: 589821
{'charpoly_factorization': [[[2470134121387721459473663125278178412921320174596311295431536414011152225, -1642258725753852804812571862677460359323956335757815475426613924915, 925723565553026755688837437622640154444380991553543080582551, -116741477610904213095751668060236095402836211328342010, 13366796059918603783789035623359611336916855677, 74279424553874466210945763197864034755, 9831533479789080082455383055453, 81312001916931491699670, 6223661480453127, 64972765, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 79}
-
id: 589822
{'charpoly_factorization': [[[128965438172305057088479705245366105694176411898431243148274432078636544000, 0, 2501569477467130155754054407416146233832972395893800281887160, 0, 9973396302251568016738934551253750987281051743, 0, 13948710056604560759264585553627, 0, 6856065632807181, 0, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 83}
-
id: 589823
{'charpoly_factorization': [[[34111231819275840389256348438684882900172145004184853060772431363798299382241422974593210345738079110414023657791435520868378024824840997812469497856000000, 0, -210727021504159258353095286529845808522202461223095811750151484332336670814640930588421109183080538196753669922253221342475545334262005760000, 0, 1140874781955014187855472855534912475068184834434390269761561964588987414630410997652374282220530231908676452172792088598937600, 0, -905213452837800728376234144503432610534546366306700591239303154068132299527342971542249609617903990237857054720, 0, 479661330919694405455102227955773686332064773781035751134787587601153487112963440588104693059584, 0, -149463693959291192808596655674406955346158406742740512478867306403623214690038784, 0, 33714029356740639715888023470344240479404309820688001621274134016, 0, -4630264253933402758532757695346868051722245619264, 0, 460447767916475181808287472232544, 0, -26478777167636724, 0, 1], 1]], 'hecke_orbit_code': 18016116647395580, 'p': 89}
-
id: 589824
{'charpoly_factorization': [[[45152142362692671485448703164277481734526530924045165517726420416700610006220800, 0, 65480398294615703380203667514217674809102706433316168134146370624, 0, 16077555018432128224814959434720274802643796602579, 0, 1550849957572340279599929994244715, 0, 65277242250659649, 0, 1], 2]], 'hecke_orbit_code': 18016116647395580, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 26, 'hecke_orbit': 5, 'label': '252.9.z.e', 'level': 252, 'portrait': 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', 'weight': 9}
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mf_hecke_traces • Show schema
Hide schema
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id: 161377000
{'hecke_orbit_code': 18016116647395580, 'n': 1, 'trace_an': 20}
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id: 161377001
{'hecke_orbit_code': 18016116647395580, 'n': 2, 'trace_an': 0}
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id: 161377002
{'hecke_orbit_code': 18016116647395580, 'n': 3, 'trace_an': 0}
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id: 161377003
{'hecke_orbit_code': 18016116647395580, 'n': 4, 'trace_an': 0}
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id: 161377004
{'hecke_orbit_code': 18016116647395580, 'n': 5, 'trace_an': 0}
-
id: 161377005
{'hecke_orbit_code': 18016116647395580, 'n': 6, 'trace_an': 0}
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id: 161377006
{'hecke_orbit_code': 18016116647395580, 'n': 7, 'trace_an': -7238}
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id: 161377007
{'hecke_orbit_code': 18016116647395580, 'n': 8, 'trace_an': 0}
-
id: 161377008
{'hecke_orbit_code': 18016116647395580, 'n': 9, 'trace_an': 0}
-
id: 161377009
{'hecke_orbit_code': 18016116647395580, 'n': 10, 'trace_an': 0}
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id: 161377010
{'hecke_orbit_code': 18016116647395580, 'n': 11, 'trace_an': 0}
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id: 161377011
{'hecke_orbit_code': 18016116647395580, 'n': 12, 'trace_an': 0}
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id: 161377012
{'hecke_orbit_code': 18016116647395580, 'n': 13, 'trace_an': 0}
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id: 161377013
{'hecke_orbit_code': 18016116647395580, 'n': 14, 'trace_an': 0}
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id: 161377014
{'hecke_orbit_code': 18016116647395580, 'n': 15, 'trace_an': 0}
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id: 161377015
{'hecke_orbit_code': 18016116647395580, 'n': 16, 'trace_an': 0}
-
id: 161377016
{'hecke_orbit_code': 18016116647395580, 'n': 17, 'trace_an': 0}
-
id: 161377017
{'hecke_orbit_code': 18016116647395580, 'n': 18, 'trace_an': 0}
-
id: 161377018
{'hecke_orbit_code': 18016116647395580, 'n': 19, 'trace_an': -107256}
-
id: 161377019
{'hecke_orbit_code': 18016116647395580, 'n': 20, 'trace_an': 0}
-
id: 161377020
{'hecke_orbit_code': 18016116647395580, 'n': 21, 'trace_an': 0}
-
id: 161377021
{'hecke_orbit_code': 18016116647395580, 'n': 22, 'trace_an': 0}
-
id: 161377022
{'hecke_orbit_code': 18016116647395580, 'n': 23, 'trace_an': 0}
-
id: 161377023
{'hecke_orbit_code': 18016116647395580, 'n': 24, 'trace_an': 0}
-
id: 161377024
{'hecke_orbit_code': 18016116647395580, 'n': 25, 'trace_an': 1348832}
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