Starting with polynomial:
P : -t+1
Extension levels are: 1 55
-------------------------------------------------
Trying to find an order 55 Kronrod extension for:
P1 : -t+1
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : -t^56 + 597276069811287695721846922601388439779168176031581684230573493729494512319/183428572316511012796859819873141210830887394104965325793513673517125844*t^55 - 936721706967470243660521443246916639118918644776863061493690762305289596504175/183428572316511012796859819873141210830887394104965325793513673517125844*t^54 + 17461140450216621255751489489066198735293217619507258860595504076204937376265525/3396825413268722459201107775428540941312729520462320848028030991057886*t^53 - 12683541025406936938712145684030826346936633017296007540895387394109821400353905775/3396825413268722459201107775428540941312729520462320848028030991057886*t^52 + 3543590964273157632794887249228272916496478511133638704691922186510557782832133725710/1698412706634361229600553887714270470656364760231160424014015495528943*t^51 - 1585548980692267170776431467431913603536689845478254426636204657986930908880215671494310/1698412706634361229600553887714270470656364760231160424014015495528943*t^50 + 583911170847185895620099754401203892061484377278598740995878945757691078179536204604762500/1698412706634361229600553887714270470656364760231160424014015495528943*t^49 - 180541648933070946478366129663964396830817054649278497927708150413079912881668489525712337500/1698412706634361229600553887714270470656364760231160424014015495528943*t^48 + 47574261175201337864639954057796473742510364305361292470791201851041994476724140964971604400000/1698412706634361229600553887714270470656364760231160424014015495528943*t^47 - 10808606123379215816867735723785429872899642182870060244384485988670518854393219728249611853360000/1698412706634361229600553887714270470656364760231160424014015495528943*t^46 + 2136786420807187373309785985596987014627511289881016003441004513959222013518728212171371287246560000/1698412706634361229600553887714270470656364760231160424014015495528943*t^45 - 370303323249186330509503067087102901812635993748631377364648993060826018659619959383771431942212000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^44 + 56594334149472412067114522635902059856901433030044058833211132801618500956421536601351998841291824000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^43 - 7665684310913524181854361395917958811244239997583171942445841347301753328130984221350808863430092144000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^42 + 923968389650915172310549880548127479531194950182129736689359854663754473321650750984151539475349578630400000/1698412706634361229600553887714270470656364760231160424014015495528943*t^41 - 99436645224553139581480009577120334237985818252880767462753513570836690723988708151278125941476841238342400000/1698412706634361229600553887714270470656364760231160424014015495528943*t^40 + 9581069318720659187960740925096755308962396899035438067254697168100016667729080873156125248642331046760320000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^39 - 828386924607345257387947728410371106686663744890549047426968819363189841206022118030867365415396950701088640000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^38 + 64385185375492405817884176497405045622216376337757871940989595329666548823159204573283203196359286524270698240000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^37 - 4504897418712578858484762089758318174476059786969438414196898408540164341968526843662292309217608308235455266048000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^36 + 284047954877172499533381741836045820240018360154794201917468785034618610877208607144343846195198704582591299232768000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^35 - 16152147481563711916151693341481063890802493749288920481114227438599053290742748096489687481881165369306739318502400000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^34 + 828700633598206850422762540527803058695430913534837118608827110571894924342142352969854038500756343448637252673484800000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^33 - 38368205632767612415262968088229563020253459495533147189571706851766619089007038650308957370863042181053784991289804800000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^32 + 1602933555856039485136612798464412149850183323214768542608092510672220405186124514697657866025134705792026814157628899328000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^31 - 60406442232429030026155242365291487840520935869934303871323312317574344956905631459761271748164236726846733148623781756928000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^30 + 2052199806293148225825368850860073450898798066188706707515942740715207856891316893952739643146648535294733788875583691161600000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^29 - 62800219414380291932323277839510910783899099230080227268418529806439719464259779060947634348778288099635910010320657855283200000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^28 + 1729156655281284252694728067320693051289272094143245889941201209590888465720089770647130260071278483831335021922087819227955200000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^27 - 42781167236075869244374914045023949067616605870116770053345996198239786900978917927728959208241895616141376934771367430596853760000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^26 + 949536372845160485684810476535768339499968912913729081523795575171373717465571819155589467529166628220082821861326986363650703360000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^25 - 18870454929947494016671375788042746647737680842018817098294753169490344340854148354650813106121981800109352411477336675568844800000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^24 + 335044844993680534643979001418116676327853274537158337275541073653785526035645331486586520865133286856061885820665553141340569600000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^23 - 5301116416341034732356548990545765207449560538238720626131405147764600689815417721271978995363165093468827597465175336884345241600000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^22 + 74526724001524492221187338461977565686808147424467984205509556209418409209363478949582946419468254893081842764532710187765795389440000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^21 - 927895617109178775757890393319997733184844056721826338968324095099427668774673472281308945462452078046885752720450697532053903114240000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^20 + 10192852596753324560067415032224543640067981702636971582909795963605187294428587323570019430123438201659664125139196705556506083328000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^19 - 98366811635208319401281331703726021428794154632725700937998783811800581801068586318939180178904301599691297827976827929308620128256000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^18 + 829951119148929691695969217303264527223829859520247581426329741899231038842083388531386383333590888510038841419244539448437438939136000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^17 - 6088514970244106996635999564769294378316027711612511056078122385186350512854734356227129985816617066797821281956520607857650509126041600000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^16 + 38591270116759083524799197874091723223039280004315993514777052941429115442422111096600934100592639775910162323724484172177735941724569600000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^15 - 209820250504148970979275044045459313167288919797183184388813459571796393944399100356332489531299106166078971563310770013982902903111680000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^14 + 970434990116961835414806034837761427381070059441023606741836524735898028178168155540729188154580880288308986346677057318480818586255360000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^13 - 3781298186395609302960509699455724258035514833273753330174838803200506442139122712698626129706092453205646381342229601016718045227253760000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^12 + 12272780150767059525485282448328876616707233838731440255710213963729294556082354940443335753891779426427102753856565978374394882830630912000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^11 - 32736829102461923544807152105789819750691287946291548966047265100505504090775251765877809022165470072046360599512557940281094228978696192000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^10 + 70618958334120386842670620605220598817854911959866708322637025885072235664447651002179223118331079372367518128515765361820485117647257600000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^9 - 120799837334242484356008942035129476692618735504194845099102600964027224828823083079336148822443497676254770467405726129709357460566835200000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^8 + 159908809769347677929810562349647925394425870466761952527353757710360884210796088284074917397816553680508544121392454806656844127482675200000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^7 - 158797475360091068766737256400344203606522724669484025226762035878352485272266786695236567606992768188190640279649881975019436940340494336000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^6 + 113565400338509232820418937669200075524593950316382120218859333553330332247967110733232740821735515601987934579060111698481294095822094336000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^5 - 55306954388807157542234072509860637006728552452578726943440975969259091435624443568638981240245879870172570484509197229867951243604787200000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^4 + 16910236562979469166222758196200315591204184018337501286771426194308779118175700219492804228982198063560226217198570214480316847253094400000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^3 - 2854005677531161040703984932828500819371027253781495299694074091473538124391928069710734429019430556020826576323588953009516873934438400000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^2 + 210155534150235919057273466639293263530280521539884149206757126101499131812453777176194047506072346771996275135569663292531947151032320000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t - 3799053911169255497884461558119563542482710504630284160378892047165828572013702341083898542074751922349442844031917905889755419115520000000000000/1698412706634361229600553887714270470656364760231160424014015495528943
-------------------------------------------------
Computing nodes and weights
  current precision for roots: 53
  current precision for roots: 106
  current precision for roots: 212
 current precision for weights: 53
Linear system for weights solvable: 0
  current precision for roots: 106
  current precision for roots: 212
  current precision for roots: 424
 current precision for weights: 106
Linear system for weights solvable: 0
  current precision for roots: 212
  current precision for roots: 424
  current precision for roots: 848
 current precision for weights: 212
Linear system for weights solvable: 0
  current precision for roots: 424
  current precision for roots: 848
  current precision for roots: 1696
 current precision for weights: 424
Linear system for weights solvable: 1
  current precision for roots: 848
  current precision for roots: 1696
  current precision for roots: 3392
 current precision for weights: 848
Linear system for weights solvable: 1
Sufficient bits for target precision reached
Positive weights:   56 out of 56
Indefinite weights: 0 out of 56
Negative weights:   0 out of 56
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (255.63419135473964204 - 1.5334009972303799392e-2277j)  +/-  (9.08e-1006, 9.08e-1006j)
| (141.05495070423572827 + 2.2297386986141314068e-2297j)  +/-  (3.21e-996, 3.21e-996j)
| (159.17589610203481119 + 1.2864616491399216828e-2312j)  +/-  (9.12e-998, 9.12e-998j)
| (197.5698143521723683 - 4.4124143796427138455e-2325j)  +/-  (1.27e-1001, 1.27e-1001j)
| (169.80273094113319805 + 1.6105086206148404651e-2319j)  +/-  (8.7e-999, 8.7e-999j)
| (9.7616757075104679544 - 8.7698367018537117354e-2336j)  +/-  (3.75e-1004, 3.75e-1004j)
| (182.12548684027866092 - 6.3765296361028533976e-2325j)  +/-  (5.16e-1000, 5.16e-1000j)
| (66.475370123920088896 + 2.346064353896462046e-2347j)  +/-  (2.59e-993, 2.59e-993j)
| (62.469308928215233369 - 3.1150894622795019832e-2402j)  +/-  (1.88e-993, 1.88e-993j)
| (75.037680839484917438 + 2.0118122903067784641e-2462j)  +/-  (3.56e-993, 3.56e-993j)
| (41.775117865914021344 - 2.4356843022266014408e-2528j)  +/-  (5.94e-995, 5.94e-995j)
| (112.23508077203293451 - 3.9419402721354816028e-2588j)  +/-  (3.23e-994, 3.23e-994j)
| (30.741214934988166949 + 1.997600441002381999e-2614j)  +/-  (1.31e-996, 1.31e-996j)
| (133.09381287165063198 + 7.3266695894173223822e-2624j)  +/-  (1.38e-995, 1.38e-995j)
| (84.408293070641734941 - 8.875281208058651032e-2640j)  +/-  (3.39e-993, 3.39e-993j)
| (17.716603161328345685 - 7.8027341743169540207e-2653j)  +/-  (2.87e-1000, 2.87e-1000j)
| (2.021350424282356617 - 1.7340563610258650321e-2664j)  +/-  (2.65e-1012, 2.65e-1012j)
| (23.729731884253807885 - 6.8217184890841230665e-2651j)  +/-  (2.65e-998, 2.65e-998j)
| (58.634336981294013556 + 9.2445946130506519892e-2645j)  +/-  (1.32e-993, 1.32e-993j)
| (28.288908761498286887 - 2.3755780748084548929e-2655j)  +/-  (3.77e-997, 3.77e-997j)
| (4.2302275859995514288 + 1.0450913370403454802e-2666j)  +/-  (5.63e-1009, 5.63e-1009j)
| (2.6668658771330747336 - 4.8992832614404133707e-2669j)  +/-  (3.43e-1011, 3.43e-1011j)
| (19.613928271264536062 + 5.7427618625949832962e-2657j)  +/-  (1.37e-999, 1.37e-999j)
| (54.96251137969315713 - 3.9279547722190672339e-2650j)  +/-  (9.09e-994, 9.09e-994j)
| (118.756758493911469 + 1.8663144045914331721e-2666j)  +/-  (1.31e-994, 1.31e-994j)
| (94.702026426485816113 + 2.9950065337799124504e-2681j)  +/-  (1.8e-993, 1.8e-993j)
| (25.952662852595640109 - 2.1608348089734900217e-2699j)  +/-  (1.01e-997, 1.01e-997j)
| (11.153751279154553292 + 2.0388440763952295412e-2704j)  +/-  (2.5e-1003, 2.5e-1003j)
| (7.2665040480274892828 + 5.2699505618558298841e-2707j)  +/-  (5.5e-1006, 5.5e-1006j)
| (79.615556595383508042 - 3.969873051743169202e-2693j)  +/-  (3.53e-993, 3.53e-993j)
| (15.923655741083526349 + 1.1027517443147251303e-2709j)  +/-  (5.1e-1001, 5.1e-1001j)
| (44.858501190944027195 + 3.0048486010251707334e-2702j)  +/-  (1.41e-994, 1.41e-994j)
| (125.68895241823087793 + 1.2642434401095833698e-2715j)  +/-  (4.57e-995, 4.57e-995j)
| (89.431168933339535151 + 1.1941988486344897707e-2739j)  +/-  (2.76e-993, 2.76e-993j)
| (51.44673653027316886 + 1.4803869926306107634e-2755j)  +/-  (4.7e-994, 4.7e-994j)
| (1.4658791585512131586 + 2.1031238172329150494e-2804j)  +/-  (1.59e-1013, 1.59e-1013j)
| (6.1611784269786851115 - 1.0887915483473086795e-2797j)  +/-  (6.16e-1007, 6.16e-1007j)
| (1 - 1.2306650368180067149e-2805j)  +/-  (8.93e-1015, 8.93e-1015j)
| (0.13650711356530005767 + 2.2650457719549325577e-2809j)  +/-  (5.73e-1019, 5.73e-1019j)
| (38.825791247866583235 - 1.8720401601372722137e-2784j)  +/-  (2.61e-995, 2.61e-995j)
| (70.6614569454914157 + 5.450764025739005791e-2845j)  +/-  (2.99e-993, 2.99e-993j)
| (149.69011443809613553 + 8.9743534095924793148e-2918j)  +/-  (6.07e-997, 6.07e-997j)
| (36.006242951932734292 + 2.7766193592894391312e-2963j)  +/-  (1.02e-995, 1.02e-995j)
| (8.46631570219168068 - 8.562301106309649254e-2998j)  +/-  (4.52e-1005, 4.52e-1005j)
| (14.233281255452582001 - 8.4244940041619323693e-2994j)  +/-  (9.14e-1002, 9.14e-1002j)
| (12.643820856981589785 - 1.8627693411453477706e-2994j)  +/-  (1.68e-1002, 1.68e-1002j)
| (5.1493758234347739766 + 2.3374229292598855219e-3000j)  +/-  (6.24e-1008, 6.24e-1008j)
| (21.617593431576950584 + 4.6703237876743965246e-2986j)  +/-  (6.24e-999, 6.24e-999j)
| (0.62333612743065917984 + 1.598427938096450878e-3030j)  +/-  (4.56e-1016, 4.56e-1016j)
| (33.312572203922198891 + 1.3742505875357476641e-3021j)  +/-  (3.59e-996, 3.59e-996j)
| (100.24193264876052053 - 1.9020383633366205952e-3110j)  +/-  (1.18e-993, 1.18e-993j)
| (106.07608473404894425 - 1.2848989866486621851e-3197j)  +/-  (6.51e-994, 6.51e-994j)
| (0.025903596288193070424 - 2.2406344987046629256e-3271j)  +/-  (2.04e-1020, 2.04e-1020j)
| (0.33558367316587386254 - 2.4769767196966976547e-3269j)  +/-  (2.07e-1017, 2.07e-1017j)
| (3.4029550803966408946 + 1.0559218220254090769e-3250j)  +/-  (4.54e-1010, 4.54e-1010j)
| (48.080645260847711528 - 1.1918164091812477954e-3248j)  +/-  (2.82e-994, 2.82e-994j)
-------------------------------------------------
The weights are:
| (1.9723955896236005891e-105 + 5.3265697785281346132e-2381j)  +/-  (1.73e-186, 3.52e-936j)
| (4.553738610478949431e-61 - 4.9974759948304789333e-2358j)  +/-  (1.07e-172, 2.18e-922j)
| (7.4218813004560982256e-69 + 8.2654540138302905572e-2363j)  +/-  (1.22e-175, 2.48e-925j)
| (2.8579874869676688264e-85 - 2.3419467772824773845e-2371j)  +/-  (2.22e-181, 4.54e-931j)
| (2.0438090984039372071e-73 - 2.988850733269844465e-2365j)  +/-  (9.96e-178, 2.03e-927j)
| (7.7410588588438266575e-05 + 1.8212539214125543409e-2332j)  +/-  (1.2e-119, 2.45e-869j)
| (1.0820133717308837374e-78 + 5.3741197372199637455e-2368j)  +/-  (1.8e-179, 3.66e-929j)
| (5.5247642533733647462e-29 + 8.0463722289466875452e-2344j)  +/-  (5.61e-161, 1.14e-910j)
| (2.9047709414268185969e-27 - 5.3123576921553065585e-2343j)  +/-  (6.59e-160, 1.34e-909j)
| (1.1543628951292778341e-32 + 1.4282671822601788478e-2345j)  +/-  (6.31e-164, 1.29e-913j)
| (2.1710595769824411945e-18 - 8.9401721595262912063e-2339j)  +/-  (6.22e-154, 1.27e-903j)
| (1.1443383410325344166e-48 - 4.4628636396580591074e-2353j)  +/-  (9.42e-173, 1.92e-922j)
| (1.1198518737304818527e-13 - 1.5290561268446103082e-2336j)  +/-  (1.35e-149, 2.75e-899j)
| (1.2097737929802960029e-57 + 6.1789777270307003699e-2357j)  +/-  (1.38e-175, 2.82e-925j)
| (1.0779257629785158285e-36 + 1.7513596680839733314e-2347j)  +/-  (3.58e-167, 7.31e-917j)
| (3.7301960286912845182e-08 - 5.8274236687104573674e-2334j)  +/-  (6.06e-142, 1.24e-891j)
| (0.079540398630378632751 + 2.4704845975644068803e-2331j)  +/-  (5.23e-107, 1.07e-856j)
| (1.0719973728543464319e-10 + 3.8491982683374494843e-2335j)  +/-  (1e-146, 2.04e-896j)
| (1.2873931181480745681e-25 + 3.2353595073119587169e-2342j)  +/-  (8.97e-161, 1.83e-910j)
| (1.2398543700659849362e-12 + 4.7489570842295872194e-2336j)  +/-  (9.41e-150, 1.92e-899j)
| (0.01270262485756603429 - 1.457578805169586208e-2331j)  +/-  (3.19e-123, 6.51e-873j)
| (0.047983180572666844906 - 2.2170811509143437971e-2331j)  +/-  (2.13e-116, 4.35e-866j)
| (5.9135484533651126334e-09 + 2.4893155507053442214e-2334j)  +/-  (1.36e-144, 2.78e-894j)
| (4.8473386539821029165e-24 - 1.8234205088854505483e-2341j)  +/-  (2.57e-160, 5.24e-910j)
| (1.7857958709802635874e-51 + 2.3981057007422839831e-2354j)  +/-  (2e-175, 4.08e-925j)
| (4.017462561849575602e-41 + 1.426931333880879509e-2349j)  +/-  (1.93e-171, 3.94e-921j)
| (1.2208847581703617368e-11 - 1.3913347878811866947e-2335j)  +/-  (9.08e-151, 1.85e-900j)
| (2.0635077513029859977e-05 - 1.0187587383887292536e-2332j)  +/-  (5.82e-142, 1.19e-891j)
| (0.00080500884457226539863 + 4.9479427314811326911e-2332j)  +/-  (1.71e-137, 3.49e-887j)
| (1.2414301270253671725e-34 - 1.6602251396551540318e-2346j)  +/-  (9.49e-168, 1.94e-917j)
| (2.1151243637154262241e-07 + 1.2918997238200452471e-2333j)  +/-  (1.13e-146, 2.31e-896j)
| (1.0393902075543550648e-19 + 2.1070820268470614659e-2339j)  +/-  (4.78e-160, 9.75e-910j)
| (1.85649313834856051e-54 - 1.18414234995849553e-2355j)  +/-  (1.39e-177, 2.83e-927j)
| (7.4440315242306740388e-39 - 1.6681362679483969083e-2348j)  +/-  (1.91e-170, 3.9e-920j)
| (1.5614047166821458861e-22 + 9.5374133853651821367e-2341j)  +/-  (2.93e-162, 5.97e-912j)
| (0.11788617081104333573 - 2.5482727888375253061e-2331j)  +/-  (5.32e-133, 1.08e-882j)
| (0.0022330004444057671266 - 7.5094825382628523928e-2332j)  +/-  (1.12e-143, 2.28e-893j)
| (0.15495629349185933597 + 2.4028640982436598615e-2331j)  +/-  (1.75e-133, 3.56e-883j)
| (0.13505021366185774904 - 8.2234219278001293385e-2332j)  +/-  (1.18e-133, 2.4e-883j)
| (3.96398331117586902e-17 + 3.5524148414315539686e-2338j)  +/-  (1.33e-159, 2.72e-909j)
| (8.7800736649109283122e-31 - 1.1203030185697739768e-2344j)  +/-  (1.64e-166, 3.35e-916j)
| (8.8271034979449801948e-65 - 1.7523200038941546401e-2360j)  +/-  (4.08e-183, 8.32e-933j)
| (6.3527944839612025034e-16 - 1.3242783348117678148e-2337j)  +/-  (2.73e-159, 5.58e-909j)
| (0.00026250140332305753068 - 3.0848062063570630167e-2332j)  +/-  (1.31e-149, 2.66e-899j)
| (1.0797328894242230784e-06 - 2.7133920311007987616e-2333j)  +/-  (4.26e-153, 8.69e-903j)
| (4.9687168945656488137e-06 + 5.4006191348846000464e-2333j)  +/-  (1.72e-152, 3.5e-902j)
| (0.0056018828703692936211 + 1.0771160685135135498e-2331j)  +/-  (1.98e-149, 4.03e-899j)
| (8.4128842199828732248e-10 - 1.0064833883792966867e-2334j)  +/-  (5.88e-156, 1.2e-905j)
| (0.17809035998270411778 - 2.026850418103665428e-2331j)  +/-  (8.75e-148, 1.78e-897j)
| (8.9703775901187255238e-15 + 4.6387863523394941159e-2337j)  +/-  (1.36e-159, 2.77e-909j)
| (1.6596474980028804055e-43 - 1.0903001019984165248e-2350j)  +/-  (7.21e-176, 1.47e-925j)
| (5.1196117844963016523e-46 + 7.4064191564312390021e-2352j)  +/-  (4e-177, 8.15e-927j)
| (0.064779624058668447587 + 2.4785217811083202561e-2332j)  +/-  (5.28e-154, 1.07e-903j)
| (0.17399772733288814481 + 1.4661589823957113553e-2331j)  +/-  (1.11e-153, 2.25e-903j)
| (0.026006663231807909627 + 1.8563062542852878415e-2331j)  +/-  (9.3e-155, 1.86e-904j)
| (4.3297267343354238788e-21 - 4.6418018675846852166e-2340j)  +/-  (1.24e-164, 2.53e-914j)
Starting with polynomial:
P : -t+1
Extension levels are: 1 55
-------------------------------------------------
Trying to find an order 55 Kronrod extension for:
P1 : -t+1
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : -t^56 + 597276069811287695721846922601388439779168176031581684230573493729494512319/183428572316511012796859819873141210830887394104965325793513673517125844*t^55 - 936721706967470243660521443246916639118918644776863061493690762305289596504175/183428572316511012796859819873141210830887394104965325793513673517125844*t^54 + 17461140450216621255751489489066198735293217619507258860595504076204937376265525/3396825413268722459201107775428540941312729520462320848028030991057886*t^53 - 12683541025406936938712145684030826346936633017296007540895387394109821400353905775/3396825413268722459201107775428540941312729520462320848028030991057886*t^52 + 3543590964273157632794887249228272916496478511133638704691922186510557782832133725710/1698412706634361229600553887714270470656364760231160424014015495528943*t^51 - 1585548980692267170776431467431913603536689845478254426636204657986930908880215671494310/1698412706634361229600553887714270470656364760231160424014015495528943*t^50 + 583911170847185895620099754401203892061484377278598740995878945757691078179536204604762500/1698412706634361229600553887714270470656364760231160424014015495528943*t^49 - 180541648933070946478366129663964396830817054649278497927708150413079912881668489525712337500/1698412706634361229600553887714270470656364760231160424014015495528943*t^48 + 47574261175201337864639954057796473742510364305361292470791201851041994476724140964971604400000/1698412706634361229600553887714270470656364760231160424014015495528943*t^47 - 10808606123379215816867735723785429872899642182870060244384485988670518854393219728249611853360000/1698412706634361229600553887714270470656364760231160424014015495528943*t^46 + 2136786420807187373309785985596987014627511289881016003441004513959222013518728212171371287246560000/1698412706634361229600553887714270470656364760231160424014015495528943*t^45 - 370303323249186330509503067087102901812635993748631377364648993060826018659619959383771431942212000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^44 + 56594334149472412067114522635902059856901433030044058833211132801618500956421536601351998841291824000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^43 - 7665684310913524181854361395917958811244239997583171942445841347301753328130984221350808863430092144000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^42 + 923968389650915172310549880548127479531194950182129736689359854663754473321650750984151539475349578630400000/1698412706634361229600553887714270470656364760231160424014015495528943*t^41 - 99436645224553139581480009577120334237985818252880767462753513570836690723988708151278125941476841238342400000/1698412706634361229600553887714270470656364760231160424014015495528943*t^40 + 9581069318720659187960740925096755308962396899035438067254697168100016667729080873156125248642331046760320000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^39 - 828386924607345257387947728410371106686663744890549047426968819363189841206022118030867365415396950701088640000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^38 + 64385185375492405817884176497405045622216376337757871940989595329666548823159204573283203196359286524270698240000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^37 - 4504897418712578858484762089758318174476059786969438414196898408540164341968526843662292309217608308235455266048000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^36 + 284047954877172499533381741836045820240018360154794201917468785034618610877208607144343846195198704582591299232768000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^35 - 16152147481563711916151693341481063890802493749288920481114227438599053290742748096489687481881165369306739318502400000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^34 + 828700633598206850422762540527803058695430913534837118608827110571894924342142352969854038500756343448637252673484800000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^33 - 38368205632767612415262968088229563020253459495533147189571706851766619089007038650308957370863042181053784991289804800000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^32 + 1602933555856039485136612798464412149850183323214768542608092510672220405186124514697657866025134705792026814157628899328000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^31 - 60406442232429030026155242365291487840520935869934303871323312317574344956905631459761271748164236726846733148623781756928000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^30 + 2052199806293148225825368850860073450898798066188706707515942740715207856891316893952739643146648535294733788875583691161600000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^29 - 62800219414380291932323277839510910783899099230080227268418529806439719464259779060947634348778288099635910010320657855283200000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^28 + 1729156655281284252694728067320693051289272094143245889941201209590888465720089770647130260071278483831335021922087819227955200000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^27 - 42781167236075869244374914045023949067616605870116770053345996198239786900978917927728959208241895616141376934771367430596853760000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^26 + 949536372845160485684810476535768339499968912913729081523795575171373717465571819155589467529166628220082821861326986363650703360000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^25 - 18870454929947494016671375788042746647737680842018817098294753169490344340854148354650813106121981800109352411477336675568844800000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^24 + 335044844993680534643979001418116676327853274537158337275541073653785526035645331486586520865133286856061885820665553141340569600000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^23 - 5301116416341034732356548990545765207449560538238720626131405147764600689815417721271978995363165093468827597465175336884345241600000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^22 + 74526724001524492221187338461977565686808147424467984205509556209418409209363478949582946419468254893081842764532710187765795389440000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^21 - 927895617109178775757890393319997733184844056721826338968324095099427668774673472281308945462452078046885752720450697532053903114240000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^20 + 10192852596753324560067415032224543640067981702636971582909795963605187294428587323570019430123438201659664125139196705556506083328000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^19 - 98366811635208319401281331703726021428794154632725700937998783811800581801068586318939180178904301599691297827976827929308620128256000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^18 + 829951119148929691695969217303264527223829859520247581426329741899231038842083388531386383333590888510038841419244539448437438939136000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^17 - 6088514970244106996635999564769294378316027711612511056078122385186350512854734356227129985816617066797821281956520607857650509126041600000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^16 + 38591270116759083524799197874091723223039280004315993514777052941429115442422111096600934100592639775910162323724484172177735941724569600000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^15 - 209820250504148970979275044045459313167288919797183184388813459571796393944399100356332489531299106166078971563310770013982902903111680000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^14 + 970434990116961835414806034837761427381070059441023606741836524735898028178168155540729188154580880288308986346677057318480818586255360000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^13 - 3781298186395609302960509699455724258035514833273753330174838803200506442139122712698626129706092453205646381342229601016718045227253760000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^12 + 12272780150767059525485282448328876616707233838731440255710213963729294556082354940443335753891779426427102753856565978374394882830630912000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^11 - 32736829102461923544807152105789819750691287946291548966047265100505504090775251765877809022165470072046360599512557940281094228978696192000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^10 + 70618958334120386842670620605220598817854911959866708322637025885072235664447651002179223118331079372367518128515765361820485117647257600000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^9 - 120799837334242484356008942035129476692618735504194845099102600964027224828823083079336148822443497676254770467405726129709357460566835200000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^8 + 159908809769347677929810562349647925394425870466761952527353757710360884210796088284074917397816553680508544121392454806656844127482675200000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^7 - 158797475360091068766737256400344203606522724669484025226762035878352485272266786695236567606992768188190640279649881975019436940340494336000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^6 + 113565400338509232820418937669200075524593950316382120218859333553330332247967110733232740821735515601987934579060111698481294095822094336000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^5 - 55306954388807157542234072509860637006728552452578726943440975969259091435624443568638981240245879870172570484509197229867951243604787200000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^4 + 16910236562979469166222758196200315591204184018337501286771426194308779118175700219492804228982198063560226217198570214480316847253094400000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^3 - 2854005677531161040703984932828500819371027253781495299694074091473538124391928069710734429019430556020826576323588953009516873934438400000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t^2 + 210155534150235919057273466639293263530280521539884149206757126101499131812453777176194047506072346771996275135569663292531947151032320000000000000/1698412706634361229600553887714270470656364760231160424014015495528943*t - 3799053911169255497884461558119563542482710504630284160378892047165828572013702341083898542074751922349442844031917905889755419115520000000000000/1698412706634361229600553887714270470656364760231160424014015495528943
-------------------------------------------------
Computing nodes and weights
  current precision for roots: 53
  current precision for roots: 106
  current precision for roots: 212
 current precision for weights: 53
Linear system for weights solvable: 0
  current precision for roots: 106
  current precision for roots: 212
  current precision for roots: 424
 current precision for weights: 106
Linear system for weights solvable: 0
  current precision for roots: 212
  current precision for roots: 424
  current precision for roots: 848
 current precision for weights: 212
Linear system for weights solvable: 0
  current precision for roots: 424
  current precision for roots: 848
  current precision for roots: 1696
 current precision for weights: 424
Linear system for weights solvable: 1
  current precision for roots: 848
  current precision for roots: 1696
  current precision for roots: 3392
 current precision for weights: 848
Linear system for weights solvable: 1
Sufficient bits for target precision reached
Positive weights:   56 out of 56
Indefinite weights: 0 out of 56
Negative weights:   0 out of 56
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (255.63419135473964204 - 1.5334009972303799392e-2277j)  +/-  (9.08e-1006, 9.08e-1006j)
| (141.05495070423572827 + 2.2297386986141314068e-2297j)  +/-  (3.21e-996, 3.21e-996j)
| (159.17589610203481119 + 1.2864616491399216828e-2312j)  +/-  (9.12e-998, 9.12e-998j)
| (197.5698143521723683 - 4.4124143796427138455e-2325j)  +/-  (1.27e-1001, 1.27e-1001j)
| (169.80273094113319805 + 1.6105086206148404651e-2319j)  +/-  (8.7e-999, 8.7e-999j)
| (9.7616757075104679544 - 8.7698367018537117354e-2336j)  +/-  (3.75e-1004, 3.75e-1004j)
| (182.12548684027866092 - 6.3765296361028533976e-2325j)  +/-  (5.16e-1000, 5.16e-1000j)
| (66.475370123920088896 + 2.346064353896462046e-2347j)  +/-  (2.59e-993, 2.59e-993j)
| (62.469308928215233369 - 3.1150894622795019832e-2402j)  +/-  (1.88e-993, 1.88e-993j)
| (75.037680839484917438 + 2.0118122903067784641e-2462j)  +/-  (3.56e-993, 3.56e-993j)
| (41.775117865914021344 - 2.4356843022266014408e-2528j)  +/-  (5.94e-995, 5.94e-995j)
| (112.23508077203293451 - 3.9419402721354816028e-2588j)  +/-  (3.23e-994, 3.23e-994j)
| (30.741214934988166949 + 1.997600441002381999e-2614j)  +/-  (1.31e-996, 1.31e-996j)
| (133.09381287165063198 + 7.3266695894173223822e-2624j)  +/-  (1.38e-995, 1.38e-995j)
| (84.408293070641734941 - 8.875281208058651032e-2640j)  +/-  (3.39e-993, 3.39e-993j)
| (17.716603161328345685 - 7.8027341743169540207e-2653j)  +/-  (2.87e-1000, 2.87e-1000j)
| (2.021350424282356617 - 1.7340563610258650321e-2664j)  +/-  (2.65e-1012, 2.65e-1012j)
| (23.729731884253807885 - 6.8217184890841230665e-2651j)  +/-  (2.65e-998, 2.65e-998j)
| (58.634336981294013556 + 9.2445946130506519892e-2645j)  +/-  (1.32e-993, 1.32e-993j)
| (28.288908761498286887 - 2.3755780748084548929e-2655j)  +/-  (3.77e-997, 3.77e-997j)
| (4.2302275859995514288 + 1.0450913370403454802e-2666j)  +/-  (5.63e-1009, 5.63e-1009j)
| (2.6668658771330747336 - 4.8992832614404133707e-2669j)  +/-  (3.43e-1011, 3.43e-1011j)
| (19.613928271264536062 + 5.7427618625949832962e-2657j)  +/-  (1.37e-999, 1.37e-999j)
| (54.96251137969315713 - 3.9279547722190672339e-2650j)  +/-  (9.09e-994, 9.09e-994j)
| (118.756758493911469 + 1.8663144045914331721e-2666j)  +/-  (1.31e-994, 1.31e-994j)
| (94.702026426485816113 + 2.9950065337799124504e-2681j)  +/-  (1.8e-993, 1.8e-993j)
| (25.952662852595640109 - 2.1608348089734900217e-2699j)  +/-  (1.01e-997, 1.01e-997j)
| (11.153751279154553292 + 2.0388440763952295412e-2704j)  +/-  (2.5e-1003, 2.5e-1003j)
| (7.2665040480274892828 + 5.2699505618558298841e-2707j)  +/-  (5.5e-1006, 5.5e-1006j)
| (79.615556595383508042 - 3.969873051743169202e-2693j)  +/-  (3.53e-993, 3.53e-993j)
| (15.923655741083526349 + 1.1027517443147251303e-2709j)  +/-  (5.1e-1001, 5.1e-1001j)
| (44.858501190944027195 + 3.0048486010251707334e-2702j)  +/-  (1.41e-994, 1.41e-994j)
| (125.68895241823087793 + 1.2642434401095833698e-2715j)  +/-  (4.57e-995, 4.57e-995j)
| (89.431168933339535151 + 1.1941988486344897707e-2739j)  +/-  (2.76e-993, 2.76e-993j)
| (51.44673653027316886 + 1.4803869926306107634e-2755j)  +/-  (4.7e-994, 4.7e-994j)
| (1.4658791585512131586 + 2.1031238172329150494e-2804j)  +/-  (1.59e-1013, 1.59e-1013j)
| (6.1611784269786851115 - 1.0887915483473086795e-2797j)  +/-  (6.16e-1007, 6.16e-1007j)
| (1 - 1.2306650368180067149e-2805j)  +/-  (8.93e-1015, 8.93e-1015j)
| (0.13650711356530005767 + 2.2650457719549325577e-2809j)  +/-  (5.73e-1019, 5.73e-1019j)
| (38.825791247866583235 - 1.8720401601372722137e-2784j)  +/-  (2.61e-995, 2.61e-995j)
| (70.6614569454914157 + 5.450764025739005791e-2845j)  +/-  (2.99e-993, 2.99e-993j)
| (149.69011443809613553 + 8.9743534095924793148e-2918j)  +/-  (6.07e-997, 6.07e-997j)
| (36.006242951932734292 + 2.7766193592894391312e-2963j)  +/-  (1.02e-995, 1.02e-995j)
| (8.46631570219168068 - 8.562301106309649254e-2998j)  +/-  (4.52e-1005, 4.52e-1005j)
| (14.233281255452582001 - 8.4244940041619323693e-2994j)  +/-  (9.14e-1002, 9.14e-1002j)
| (12.643820856981589785 - 1.8627693411453477706e-2994j)  +/-  (1.68e-1002, 1.68e-1002j)
| (5.1493758234347739766 + 2.3374229292598855219e-3000j)  +/-  (6.24e-1008, 6.24e-1008j)
| (21.617593431576950584 + 4.6703237876743965246e-2986j)  +/-  (6.24e-999, 6.24e-999j)
| (0.62333612743065917984 + 1.598427938096450878e-3030j)  +/-  (4.56e-1016, 4.56e-1016j)
| (33.312572203922198891 + 1.3742505875357476641e-3021j)  +/-  (3.59e-996, 3.59e-996j)
| (100.24193264876052053 - 1.9020383633366205952e-3110j)  +/-  (1.18e-993, 1.18e-993j)
| (106.07608473404894425 - 1.2848989866486621851e-3197j)  +/-  (6.51e-994, 6.51e-994j)
| (0.025903596288193070424 - 2.2406344987046629256e-3271j)  +/-  (2.04e-1020, 2.04e-1020j)
| (0.33558367316587386254 - 2.4769767196966976547e-3269j)  +/-  (2.07e-1017, 2.07e-1017j)
| (3.4029550803966408946 + 1.0559218220254090769e-3250j)  +/-  (4.54e-1010, 4.54e-1010j)
| (48.080645260847711528 - 1.1918164091812477954e-3248j)  +/-  (2.82e-994, 2.82e-994j)
-------------------------------------------------
The weights are:
| (1.9723955896236005891e-105 + 5.3265697785281346132e-2381j)  +/-  (1.73e-186, 3.52e-936j)
| (4.553738610478949431e-61 - 4.9974759948304789333e-2358j)  +/-  (1.07e-172, 2.18e-922j)
| (7.4218813004560982256e-69 + 8.2654540138302905572e-2363j)  +/-  (1.22e-175, 2.48e-925j)
| (2.8579874869676688264e-85 - 2.3419467772824773845e-2371j)  +/-  (2.22e-181, 4.54e-931j)
| (2.0438090984039372071e-73 - 2.988850733269844465e-2365j)  +/-  (9.96e-178, 2.03e-927j)
| (7.7410588588438266575e-05 + 1.8212539214125543409e-2332j)  +/-  (1.2e-119, 2.45e-869j)
| (1.0820133717308837374e-78 + 5.3741197372199637455e-2368j)  +/-  (1.8e-179, 3.66e-929j)
| (5.5247642533733647462e-29 + 8.0463722289466875452e-2344j)  +/-  (5.61e-161, 1.14e-910j)
| (2.9047709414268185969e-27 - 5.3123576921553065585e-2343j)  +/-  (6.59e-160, 1.34e-909j)
| (1.1543628951292778341e-32 + 1.4282671822601788478e-2345j)  +/-  (6.31e-164, 1.29e-913j)
| (2.1710595769824411945e-18 - 8.9401721595262912063e-2339j)  +/-  (6.22e-154, 1.27e-903j)
| (1.1443383410325344166e-48 - 4.4628636396580591074e-2353j)  +/-  (9.42e-173, 1.92e-922j)
| (1.1198518737304818527e-13 - 1.5290561268446103082e-2336j)  +/-  (1.35e-149, 2.75e-899j)
| (1.2097737929802960029e-57 + 6.1789777270307003699e-2357j)  +/-  (1.38e-175, 2.82e-925j)
| (1.0779257629785158285e-36 + 1.7513596680839733314e-2347j)  +/-  (3.58e-167, 7.31e-917j)
| (3.7301960286912845182e-08 - 5.8274236687104573674e-2334j)  +/-  (6.06e-142, 1.24e-891j)
| (0.079540398630378632751 + 2.4704845975644068803e-2331j)  +/-  (5.23e-107, 1.07e-856j)
| (1.0719973728543464319e-10 + 3.8491982683374494843e-2335j)  +/-  (1e-146, 2.04e-896j)
| (1.2873931181480745681e-25 + 3.2353595073119587169e-2342j)  +/-  (8.97e-161, 1.83e-910j)
| (1.2398543700659849362e-12 + 4.7489570842295872194e-2336j)  +/-  (9.41e-150, 1.92e-899j)
| (0.01270262485756603429 - 1.457578805169586208e-2331j)  +/-  (3.19e-123, 6.51e-873j)
| (0.047983180572666844906 - 2.2170811509143437971e-2331j)  +/-  (2.13e-116, 4.35e-866j)
| (5.9135484533651126334e-09 + 2.4893155507053442214e-2334j)  +/-  (1.36e-144, 2.78e-894j)
| (4.8473386539821029165e-24 - 1.8234205088854505483e-2341j)  +/-  (2.57e-160, 5.24e-910j)
| (1.7857958709802635874e-51 + 2.3981057007422839831e-2354j)  +/-  (2e-175, 4.08e-925j)
| (4.017462561849575602e-41 + 1.426931333880879509e-2349j)  +/-  (1.93e-171, 3.94e-921j)
| (1.2208847581703617368e-11 - 1.3913347878811866947e-2335j)  +/-  (9.08e-151, 1.85e-900j)
| (2.0635077513029859977e-05 - 1.0187587383887292536e-2332j)  +/-  (5.82e-142, 1.19e-891j)
| (0.00080500884457226539863 + 4.9479427314811326911e-2332j)  +/-  (1.71e-137, 3.49e-887j)
| (1.2414301270253671725e-34 - 1.6602251396551540318e-2346j)  +/-  (9.49e-168, 1.94e-917j)
| (2.1151243637154262241e-07 + 1.2918997238200452471e-2333j)  +/-  (1.13e-146, 2.31e-896j)
| (1.0393902075543550648e-19 + 2.1070820268470614659e-2339j)  +/-  (4.78e-160, 9.75e-910j)
| (1.85649313834856051e-54 - 1.18414234995849553e-2355j)  +/-  (1.39e-177, 2.83e-927j)
| (7.4440315242306740388e-39 - 1.6681362679483969083e-2348j)  +/-  (1.91e-170, 3.9e-920j)
| (1.5614047166821458861e-22 + 9.5374133853651821367e-2341j)  +/-  (2.93e-162, 5.97e-912j)
| (0.11788617081104333573 - 2.5482727888375253061e-2331j)  +/-  (5.32e-133, 1.08e-882j)
| (0.0022330004444057671266 - 7.5094825382628523928e-2332j)  +/-  (1.12e-143, 2.28e-893j)
| (0.15495629349185933597 + 2.4028640982436598615e-2331j)  +/-  (1.75e-133, 3.56e-883j)
| (0.13505021366185774904 - 8.2234219278001293385e-2332j)  +/-  (1.18e-133, 2.4e-883j)
| (3.96398331117586902e-17 + 3.5524148414315539686e-2338j)  +/-  (1.33e-159, 2.72e-909j)
| (8.7800736649109283122e-31 - 1.1203030185697739768e-2344j)  +/-  (1.64e-166, 3.35e-916j)
| (8.8271034979449801948e-65 - 1.7523200038941546401e-2360j)  +/-  (4.08e-183, 8.32e-933j)
| (6.3527944839612025034e-16 - 1.3242783348117678148e-2337j)  +/-  (2.73e-159, 5.58e-909j)
| (0.00026250140332305753068 - 3.0848062063570630167e-2332j)  +/-  (1.31e-149, 2.66e-899j)
| (1.0797328894242230784e-06 - 2.7133920311007987616e-2333j)  +/-  (4.26e-153, 8.69e-903j)
| (4.9687168945656488137e-06 + 5.4006191348846000464e-2333j)  +/-  (1.72e-152, 3.5e-902j)
| (0.0056018828703692936211 + 1.0771160685135135498e-2331j)  +/-  (1.98e-149, 4.03e-899j)
| (8.4128842199828732248e-10 - 1.0064833883792966867e-2334j)  +/-  (5.88e-156, 1.2e-905j)
| (0.17809035998270411778 - 2.026850418103665428e-2331j)  +/-  (8.75e-148, 1.78e-897j)
| (8.9703775901187255238e-15 + 4.6387863523394941159e-2337j)  +/-  (1.36e-159, 2.77e-909j)
| (1.6596474980028804055e-43 - 1.0903001019984165248e-2350j)  +/-  (7.21e-176, 1.47e-925j)
| (5.1196117844963016523e-46 + 7.4064191564312390021e-2352j)  +/-  (4e-177, 8.15e-927j)
| (0.064779624058668447587 + 2.4785217811083202561e-2332j)  +/-  (5.28e-154, 1.07e-903j)
| (0.17399772733288814481 + 1.4661589823957113553e-2331j)  +/-  (1.11e-153, 2.25e-903j)
| (0.026006663231807909627 + 1.8563062542852878415e-2331j)  +/-  (9.3e-155, 1.86e-904j)
| (4.3297267343354238788e-21 - 4.6418018675846852166e-2340j)  +/-  (1.24e-164, 2.53e-914j)
