Starting with polynomial:
P : 861577581086657669325/34359738368*t^38 - 8075853860052271220473/34359738368*t^36 + 34847862546800896362315/34359738368*t^34 - 91782398538757290419055/34359738368*t^32 + 41235570357992405840445/8589934592*t^30 - 53544695837990138927145/8589934592*t^28 + 51897166735282750037079/8589934592*t^26 - 38246211312850099233675/8589934592*t^24 + 43262107878469784379075/17179869184*t^22 - 18820239020577250831575/17179869184*t^20 + 6273413006859083610525/17179869184*t^18 - 1586499487685024450265/17179869184*t^16 + 149669762989153250025/8589934592*t^14 - 20542908645570053925/8589934592*t^12 + 1976431444034436675/8589934592*t^10 - 126155198555389575/8589934592*t^8 + 19624141997505045/34359738368*t^6 - 402684172315425/34359738368*t^4 + 3273855059475/34359738368*t^2 - 4418157975/34359738368
Extension levels are: 38 39
-------------------------------------------------
Trying to find an order 39 Kronrod extension for:
P1 : 861577581086657669325/34359738368*t^38 - 8075853860052271220473/34359738368*t^36 + 34847862546800896362315/34359738368*t^34 - 91782398538757290419055/34359738368*t^32 + 41235570357992405840445/8589934592*t^30 - 53544695837990138927145/8589934592*t^28 + 51897166735282750037079/8589934592*t^26 - 38246211312850099233675/8589934592*t^24 + 43262107878469784379075/17179869184*t^22 - 18820239020577250831575/17179869184*t^20 + 6273413006859083610525/17179869184*t^18 - 1586499487685024450265/17179869184*t^16 + 149669762989153250025/8589934592*t^14 - 20542908645570053925/8589934592*t^12 + 1976431444034436675/8589934592*t^10 - 126155198555389575/8589934592*t^8 + 19624141997505045/34359738368*t^6 - 402684172315425/34359738368*t^4 + 3273855059475/34359738368*t^2 - 4418157975/34359738368
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : 861577581086657669325/34359738368*t^77 - 1310022968191722408490867/2714419331072*t^75 + 2871413174540012747207337775/643317381464064*t^73 - 334265244054195585981254173193425/12654696210779602944*t^71 + 5729658586525873736804646404209959575/50985771033231020261376*t^69 - 42763777185168287033906063145649164843125/116808401437132267418812416*t^67 + 582759850009339564000934995192049737456877287025/613496063266844298249587562381312*t^65 - 293090640088611428639928521593667653028744177177125/145398566994242098685152252284370944*t^63 + 16186793050980678084783184528050917320227789923996045125/4540033904753460970919207789516411633664*t^61 - 111648331049093497582038426908947508581649766682304685147625/20948557183551867708889913483011967057657856*t^59 + 2565700869992185815702003844310712951354372740875354541570993133475/377082136395563653332821783090733332669092721590272*t^57 - 2004788806117696333471643175106725331240972419159032696738672062635085/268105398977245757519636287777511399527724925050683392*t^55 + 1911889150784629356040317122782945782020393278390067497991950176418207133429275/268640226619446925423812516549457778145470211367896422308380672*t^53 - 6101527476046709333121716704028703594147531524014839325139446963243505671234909225/1035438406106418773134845369708760077206695788900271510258402197504*t^51 + 19855410383757841878197034636596747379129809175407701977020255054230769051263756248175/4662579142697203735426208699798546627661751137417922610693585095360512*t^49 - 24714197552185738214880563265801780585101543620939951965537291127733827256332155104700649025/9180635327823798180345240515760856930374663014668745369657443516478260248576*t^47 + 129779557123801550167245827183034823557306696689457591657263737503130467615072372103238465814930305/87068262663944547829306312797899181943250718116892768331641604103520112096919420928*t^45 - 49144864912254987119707813751827350282511921091256117611754636892115422271070596655485528746665534248425/67951641981711546852451648066305235454972533697865909009514705148155339805031889788469248*t^43 + 244614162049446321955698255132912350246438413704368647328284848827537759476336213785543890520413234675178882925/795689106884272223222022605417706432526575530067814163067525703120376703562073884737599107497984*t^41 - 6922516453635949486960722279893229534204536274710512302434214919619750621313616090528933979986186167722145886108225/60533640184434777926061813752362852267324286600969098083688152916288898476891894929182327301124128768*t^39 + 19198621395885316500742071751441375542936582509888362591744131530969304668777113219174006862259156512862476776075/516645577676541490122860430318886363590249956765027864156655643666761580172619302382779464874459136*t^37 - 603936405720516315948836616113987429330432773783287791645444317050615164907927702564294030255082541026507704191/57405064186282387791428936702098484843361106307225318239628404851862397796957700264753273874939904*t^35 + 2911048218196383807023058195524620724175745805078179195584267451583521962426953418901947283163077746766395355/1125589493848674270420175229452911467516884437396574867443694212781615643077601965975554389704704*t^33 - 179613639530503708382774392417779857673922234840232687844428502711200740948530859644228742900964943603736465/326784046601228013992954098873425909924256772147392703451395094033372283474142506250967403462656*t^31 + 23581025772089274644401119678014666609922912336929298024741142494912556311319886973937766858019481165045/234758654167548860627122197466541601957081014473701654778301073299836410541769041846959341568*t^29 - 613607838737504645999736705982994131843218245962976595810224698344477334578989338743588022283404981795/39126442361258143437853699577756933659513502412283609129716845549972735090294840307826556928*t^27 + 974389317913698458282228028355277289530404618550016869732656596374061304173491180472564101985619846405/469517308335097721254244394933083203914162028947403309556602146599672821083538083693918683136*t^25 - 36082408907629345287320352715824634354027072478721419384974693491145963299540799081605767618958599125/156505769445032573751414798311027734638054009649134436518867382199890940361179361231306227712*t^23 + 39915351605425487162537518524274624664817061560128549554541489945226433859845090025518954603310081375/1878069233340390885016977579732332815656648115789613238226408586398691284334152334775674732544*t^21 - 9031045993458986108531227443316071156319405323959027167060677955151638575632558917199666401281084625/5634207700021172655050932739196998446969944347368839714679225759196073853002457004327024197632*t^19 + 60837214901557134096161549640146277736514255550960621479094314665233880392010554816784671742476175/626023077780130295005659193244110938552216038596537746075469528799563761444717444925224910848*t^17 - 966861427574019569902717855776472822134957458502459269540586505671629873307178895568770789660105/208674359260043431668553064414703646184072012865512582025156509599854587148239148308408303616*t^15 + 5928933123087214517091401920093141293236140580396771456887928908693911693563868849998002236775/35104097819446558598448179060417435806666319921301182022923524979414790361386024949078032384*t^13 - 96541215677610218173449842281813371710147929737566920169470812566682775907607547006244569795775/21284784644524430030192412570299771910775345312282283366565963979185167889120393127457646968832*t^11 + 1815619564858092240018393765575920107963015235570542572486987383909975147018885380103706941775/21284784644524430030192412570299771910775345312282283366565963979185167889120393127457646968832*t^9 - 66684980050365883810147674197788906203772180387055612719848163476651832814391529364050423925/63854353933573290090577237710899315732326035936846850099697891937555503667361179382372940906496*t^7 + 79050824208132421219672725742561321886902201751180430807629459618323455751866801100091875/10642392322262215015096206285149885955387672656141141683282981989592583944560196563728823484416*t^5 - 524829361424702591550050228328281783864809994453114388469452186873434400750851165517125/20917805598929181236568405457018741360589563496553278480935516324371630511721765659742859952128*t^3 + 23103463941641923273601844043004586086089342697227805904271555645686298050490894876375/909924543553419383790725637380315249185646012100067613920694960110165927259896806198814407917568*t
-------------------------------------------------
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 weights: 106
Linear system for weights solvable: 0
  current precision for roots: 212
  current precision for roots: 424
 current precision for weights: 212
Linear system for weights solvable: 0
  current precision for roots: 424
  current precision for roots: 848
 current precision for weights: 424
Linear system for weights solvable: 1
  current precision for roots: 848
  current precision for roots: 1696
 current precision for weights: 848
Linear system for weights solvable: 1
Sufficient bits for target precision reached
-------------------------------------------------
The nodes are:
| (0.98973945426638557194 + 1.6445908980488204637e-1763j)  +/-  (1e-482, 1e-482j)
| (-0.96496657375125642756 - 7.5239150956519967663e-1767j)  +/-  (4.66e-483, 4.66e-483j)
| (-0.92574133204858439683 + 4.0930424404096451024e-1801j)  +/-  (7.59e-484, 7.59e-484j)
| (-0.99804993053568761981 + 3.3366129113382078371e-1835j)  +/-  (6.82e-483, 6.82e-483j)
| (0.94038148981426822441 - 3.6213336532649597371e-1859j)  +/-  (1.61e-483, 1.61e-483j)
| (0.92574133204858439683 - 2.1269467051196213014e-1860j)  +/-  (7.67e-484, 7.67e-484j)
| (0.82998243479939741284 + 4.9052759266347222287e-1862j)  +/-  (4.48e-486, 4.48e-486j)
| (-0.9095590420749423079 - 1.4181609996923259534e-1857j)  +/-  (3.51e-484, 3.51e-484j)
| (-0.87266889563657184997 - 4.3098902393917361254e-1863j)  +/-  (4.74e-485, 4.74e-485j)
| (-0.99967639118287708767 + 1.5846987134852255249e-1863j)  +/-  (2.44e-483, 2.44e-483j)
| (0.89185573900463221679 + 4.4491912915086216602e-1890j)  +/-  (1.33e-484, 1.33e-484j)
| (-0.99474477924413911023 + 4.7932402448377526278e-1885j)  +/-  (9.73e-483, 9.73e-483j)
| (-0.94038148981426822441 + 1.3675544157742071188e-1899j)  +/-  (1.6e-483, 1.6e-483j)
| (-0.85203502193236218886 + 3.0479733564762316555e-1908j)  +/-  (1.53e-485, 1.53e-485j)
| (0.99967639118287708767 - 6.6968347538854188962e-1905j)  +/-  (2.54e-483, 2.54e-483j)
| (0.9095590420749423079 - 4.0921560414334151783e-1908j)  +/-  (3.33e-484, 3.33e-484j)
| (0.85203502193236218886 - 2.1997095277197797049e-1909j)  +/-  (1.53e-485, 1.53e-485j)
| (-0.98973945426638557194 - 1.0934105559680732628e-1904j)  +/-  (9.73e-483, 9.73e-483j)
| (-0.78176391590166792885 - 3.5697962775970956711e-1934j)  +/-  (2.74e-487, 2.74e-487j)
| (-0.95346633093352959567 + 4.1058405699602667371e-1927j)  +/-  (2.8e-483, 2.8e-483j)
| (0.96496657375125642756 + 5.4745651828310163704e-1938j)  +/-  (4.72e-483, 4.72e-483j)
| (0.75568590375397068074 - 2.3075757353320299002e-1945j)  +/-  (6.13e-488, 6.13e-488j)
| (0.97484632859015350764 + 2.5451698563036245468e-1938j)  +/-  (6.85e-483, 6.85e-483j)
| (-0.82998243479939741284 - 8.9943403993725579539e-1944j)  +/-  (4.36e-486, 4.36e-486j)
| (-0.80654416760531681555 + 8.7202421658663688059e-1947j)  +/-  (1.19e-486, 1.19e-486j)
| (0.87266889563657184997 + 2.4600647651760936627e-1941j)  +/-  (4.71e-485, 4.71e-485j)
| (0.72834980613326251038 - 5.613341086843126724e-1946j)  +/-  (1.16e-488, 1.16e-488j)
| (0.95346633093352959567 + 4.4498490037335249602e-1939j)  +/-  (2.9e-483, 2.9e-483j)
| (0.99474477924413911023 + 6.4221634110890399427e-1938j)  +/-  (9.28e-483, 9.28e-483j)
| (-0.63925441582968170718 + 2.3708014035931655579e-1960j)  +/-  (4.68e-491, 4.68e-491j)
| (-0.97484632859015350764 + 6.4396837617094499426e-1950j)  +/-  (6.92e-483, 6.92e-483j)
| (0.78176391590166792885 - 1.1826655216885700819e-1982j)  +/-  (2.83e-487, 2.83e-487j)
| (0.69979868037918435591 + 2.6116094846966865714e-1985j)  +/-  (2.21e-489, 2.21e-489j)
| (-0.98309907299478842233 - 1.0216817601501187827e-1978j)  +/-  (9.15e-483, 9.15e-483j)
| (-0.67008306198343352269 + 2.9782395471647754701e-1998j)  +/-  (3.67e-490, 3.67e-490j)
| (-0.75568590375397068074 - 2.9305535196310189252e-1996j)  +/-  (6.13e-488, 6.13e-488j)
| (0.98309907299478842233 + 2.7696081888931889041e-1990j)  +/-  (8.66e-483, 8.66e-483j)
| (0.60736159071439034472 + 2.1897172179755202432e-2001j)  +/-  (6e-492, 6e-492j)
| (0.80654416760531681555 + 2.8760639411482498798e-1995j)  +/-  (1.17e-486, 1.17e-486j)
| (0.54059449544793642942 + 8.8408941762389592954e-2003j)  +/-  (7.44e-494, 7.44e-494j)
| (-0.57445602104780708113 + 1.3441761999665734403e-2003j)  +/-  (7.72e-493, 7.72e-493j)
| (-0.12208402533786741987 + 1.0434064176674588462e-2017j)  +/-  (5.67e-507, 5.67e-507j)
| (0.67008306198343352269 + 4.9720765583523317311e-1999j)  +/-  (3.43e-490, 3.43e-490j)
| (0.63925441582968170718 - 2.9966519704238812003e-2000j)  +/-  (4.71e-491, 4.71e-491j)
| (-0.50583471792793110324 + 7.8965563318907200978e-2006j)  +/-  (7.15e-495, 7.15e-495j)
| (-0.60736159071439034472 - 6.2017321055356896453e-2002j)  +/-  (6.1e-492, 6.1e-492j)
| (-0.89185573900463221679 + 3.2724114141139405211e-1998j)  +/-  (1.31e-484, 1.31e-484j)
| (0.57445602104780708113 - 3.1975868142879446732e-2007j)  +/-  (6.95e-493, 6.95e-493j)
| (0.50583471792793110324 - 4.5099057925342245611e-2009j)  +/-  (7.18e-495, 7.18e-495j)
| (-0.08150232417110448152 + 5.6231672549730364556e-2024j)  +/-  (2.62e-508, 2.62e-508j)
| (-0.16246262060548627848 - 5.3945565729729356312e-2021j)  +/-  (1.18e-505, 1.18e-505j)
| (-0.54059449544793642942 + 6.1925564536928465796e-2010j)  +/-  (7.28e-494, 7.28e-494j)
| (-0.69979868037918435591 + 1.0891722734029005475e-2005j)  +/-  (2.13e-489, 2.13e-489j)
| (0.43384716943237648437 + 1.1349823227472166443e-2011j)  +/-  (4.98e-497, 4.98e-497j)
| (0.47023288495775092527 + 1.0135843426347499301e-2010j)  +/-  (6.26e-496, 6.26e-496j)
| (-0.72834980613326251038 - 7.8435149592689438843e-2005j)  +/-  (1.24e-488, 1.24e-488j)
| (-0.43384716943237648437 + 6.9209412271757476179e-2013j)  +/-  (4.89e-497, 4.89e-497j)
| (-0.47023288495775092527 - 7.4588872444716364432e-2012j)  +/-  (6.25e-496, 6.25e-496j)
| (0.040785147904578239913 + 2.3413350351960242206e-2025j)  +/-  (9.77e-510, 9.77e-510j)
| (0.39673948362429142521 - 9.2764816288732903923e-2013j)  +/-  (3.57e-498, 3.57e-498j)
| (0.08150232417110448152 - 9.6093206941056772904e-2024j)  +/-  (2.31e-508, 2.31e-508j)
| (-0.32060781155541089678 + 5.1145635228147192383e-2016j)  +/-  (1.43e-500, 1.43e-500j)
| (-0.39673948362429142521 + 3.5589718513768911818e-2014j)  +/-  (3.26e-498, 3.26e-498j)
| (-0.040785147904578239913 - 1.7916279247619185717e-2025j)  +/-  (9.64e-510, 9.64e-510j)
| (0.35897244047943501326 - 5.1911992637147472007e-2015j)  +/-  (2.1e-499, 2.1e-499j)
| (0.12208402533786741987 + 8.1672070632283838077e-2022j)  +/-  (5.8e-507, 5.8e-507j)
| (0.99804993053568761981 + 1.8980766658789911127e-2019j)  +/-  (6.78e-483, 6.78e-483j)
| (-0.35897244047943501326 - 2.7108812371393528416e-2043j)  +/-  (2.16e-499, 2.16e-499j)
| (-0.2025704538921167032 - 3.275151992164756933e-2047j)  +/-  (2.35e-504, 2.35e-504j)
| (0.2025704538921167032 - 3.2886599640038712609e-2047j)  +/-  (2.41e-504, 2.41e-504j)
| (0.32060781155541089678 + 3.4358627892306168793e-2043j)  +/-  (1.49e-500, 1.49e-500j)
| (0.24234103356855099802 + 7.6717838632313733792e-2046j)  +/-  (4.36e-503, 4.36e-503j)
| (-0.24234103356855099802 + 1.9898776044305882092e-2046j)  +/-  (4.48e-503, 4.48e-503j)
| (-0.28170880979016526136 + 9.7371267645230375548e-2045j)  +/-  (8.84e-502, 8.84e-502j)
| (1.0797721763270242062e-2082 + 1.9777203103376634277e-2082j)  +/-  (1.74e-2080, 1.74e-2080j)
| (0.28170880979016526136 - 3.060500572992255077e-2044j)  +/-  (8.16e-502, 8.16e-502j)
| (0.16246262060548627848 + 6.0039537663269150178e-2049j)  +/-  (1.21e-505, 1.21e-505j)
-------------------------------------------------
The weights are:
| (0.0058319394799738680416 - 2.3868377774088688623e-1764j)  +/-  (4.1e-143, 8.77e-377j)
| (0.01069452773589040363 + 9.0217284350836271441e-1766j)  +/-  (1.87e-143, 4.01e-377j)
| (0.015413199458963910202 - 1.3064334458267971703e-1765j)  +/-  (1.39e-143, 2.98e-377j)
| (0.0024426292715896598882 - 2.1949194841982035979e-1766j)  +/-  (3.07e-144, 6.58e-378j)
| (0.01386549489507064865 + 4.6601833020327367385e-1764j)  +/-  (1.89e-144, 4.04e-378j)
| (0.015413199458963910202 - 3.9986912504664187908e-1764j)  +/-  (1.2e-144, 2.58e-378j)
| (0.022751986791131181795 + 2.3624999807903578817e-1764j)  +/-  (3.14e-145, 6.71e-379j)
| (0.016948024561635124501 + 1.4573066444385311178e-1765j)  +/-  (1.21e-144, 2.58e-378j)
| (0.019915534260625888322 + 1.7577383242913470182e-1765j)  +/-  (2.28e-145, 4.88e-379j)
| (0.00087183003957849977703 + 7.4590136278195378449e-1767j)  +/-  (2.28e-145, 4.88e-379j)
| (0.018451918475540470346 - 3.1255107572842604535e-1764j)  +/-  (2.12e-148, 4.54e-382j)
| (0.0041658559617840732208 + 3.5877200961693466116e-1766j)  +/-  (1.46e-145, 3.12e-379j)
| (0.01386549489507064865 + 1.1493047133466205427e-1765j)  +/-  (3.43e-146, 7.34e-380j)
| (0.021347808141570979403 - 1.9093078361028268285e-1765j)  +/-  (4.32e-148, 9.25e-382j)
| (0.00087183003957849977703 - 1.4554934651541175087e-1764j)  +/-  (6.52e-151, 1.39e-384j)
| (0.016948024561635124501 + 3.5064878831745398719e-1764j)  +/-  (1.17e-148, 2.5e-382j)
| (0.021347808141570979403 - 2.5726092176654957788e-1764j)  +/-  (1e-149, 2.15e-383j)
| (0.0058319394799738680416 - 5.0208860859109713878e-1766j)  +/-  (2.42e-146, 5.18e-380j)
| (0.025436004973955049833 + 2.3715270178654448534e-1765j)  +/-  (1.94e-150, 4.15e-384j)
| (0.012299139361588852981 - 9.6806451635214905672e-1766j)  +/-  (1.57e-146, 3.37e-380j)
| (0.01069452773589040363 + 7.1616409263038033281e-1764j)  +/-  (1.28e-150, 2.73e-384j)
| (0.026713601397090579813 - 1.893645536079301734e-1764j)  +/-  (4.32e-153, 9.25e-387j)
| (0.0090639740405270897571 - 1.0128167200764340256e-1763j)  +/-  (4.74e-151, 1.02e-384j)
| (0.022751986791131181795 + 2.0614878627587664243e-1765j)  +/-  (2.46e-150, 5.27e-384j)
| (0.024117018390702347595 - 2.2152969650682814487e-1765j)  +/-  (5.29e-151, 1.13e-384j)
| (0.019915534260625888322 + 2.8220304122367888415e-1764j)  +/-  (9.49e-151, 2.03e-384j)
| (0.027951507407741282548 + 1.7738480347712157871e-1764j)  +/-  (3.34e-154, 7.14e-388j)
| (0.012299139361588852981 - 5.6164369767041610043e-1764j)  +/-  (1.16e-150, 2.48e-384j)
| (0.0041658559617840732208 - 1.3807099050358300493e-1763j)  +/-  (6.22e-152, 1.33e-385j)
| (0.031368859143320995176 - 3.1876272073571808356e-1765j)  +/-  (1.62e-157, 3.47e-391j)
| (0.0090639740405270897571 - 8.3704306264654998747e-1766j)  +/-  (3.15e-151, 6.74e-385j)
| (0.025436004973955049833 + 2.0288183238809543851e-1764j)  +/-  (1.4e-154, 2.99e-388j)
| (0.029142161723889012202 - 1.6670539131922645171e-1764j)  +/-  (1.46e-156, 3.13e-390j)
| (0.0074452865082065615702 + 6.5695913725357273949e-1766j)  +/-  (2.75e-151, 5.89e-385j)
| (0.030280420057295174727 + 3.0187010488197637843e-1765j)  +/-  (2.82e-158, 6.04e-392j)
| (0.026713601397090579813 - 2.5298430225430870879e-1765j)  +/-  (1.9e-156, 4.06e-390j)
| (0.0074452865082065615702 + 1.8600203465158894578e-1763j)  +/-  (2.59e-153, 5.55e-387j)
| (0.03240828020927192097 + 1.4058704622389810489e-1764j)  +/-  (3.47e-160, 7.43e-394j)
| (0.024117018390702347595 - 2.1832894107654241967e-1764j)  +/-  (2.83e-155, 6.05e-389j)
| (0.034320095002226458105 + 1.2674567678042542518e-1764j)  +/-  (5.79e-162, 1.24e-395j)
| (0.03339328592634776613 - 3.5348758231537216141e-1765j)  +/-  (4.96e-163, 1.06e-396j)
| (0.040491457121290217062 - 6.0380002617843651223e-1765j)  +/-  (1.69e-166, 3.62e-400j)
| (0.030280420057295174727 + 1.5713392535894764322e-1764j)  +/-  (4.59e-159, 9.82e-393j)
| (0.031368859143320995176 - 1.4847751246111152976e-1764j)  +/-  (7.13e-160, 1.53e-393j)
| (0.035190180625392271125 - 3.8978749986418743387e-1765j)  +/-  (6.05e-165, 1.29e-398j)
| (0.03240828020927192097 + 3.3594871325326542253e-1765j)  +/-  (1e-162, 2.14e-396j)
| (0.018451918475540470346 - 1.6070025885567619968e-1765j)  +/-  (6.46e-159, 1.38e-392j)
| (0.03339328592634776613 - 1.3336968410200352966e-1764j)  +/-  (7.19e-162, 1.54e-395j)
| (0.035190180625392271125 - 1.2062942645082609835e-1764j)  +/-  (5.96e-164, 1.28e-397j)
| (0.040660673891877793028 + 6.2932956945290983416e-1765j)  +/-  (1.11e-168, 2.38e-402j)
| (0.040254427783061138971 + 5.7920470326284511235e-1765j)  +/-  (1.29e-168, 2.77e-402j)
| (0.034320095002226458105 + 3.7143374851836990928e-1765j)  +/-  (2.39e-165, 5.11e-399j)
| (0.029142161723889012202 - 2.8527809459889513233e-1765j)  +/-  (1.89e-163, 4.04e-397j)
| (0.036757208926018523581 - 1.0966882230608204832e-1764j)  +/-  (5.03e-168, 1.08e-401j)
| (0.036003829070602030841 + 1.1495194162199254457e-1764j)  +/-  (6.4e-167, 1.37e-400j)
| (0.027951507407741282548 + 2.6900286960007646089e-1765j)  +/-  (9.49e-164, 2.03e-397j)
| (0.036757208926018523581 - 4.2779917537776489353e-1765j)  +/-  (1.84e-169, 3.95e-403j)
| (0.036003829070602030841 + 4.0855674091328186867e-1765j)  +/-  (1.79e-168, 3.84e-402j)
| (0.040762445099255621665 - 7.12295974025649043e-1765j)  +/-  (1.52e-173, 3.26e-407j)
| (0.03744769417522964805 + 1.0474048771217580997e-1764j)  +/-  (1.33e-171, 2.85e-405j)
| (0.040660673891877793028 + 7.4239374257121318989e-1765j)  +/-  (7.23e-174, 1.55e-407j)
| (0.038642588536294260642 + 4.8877505846918927334e-1765j)  +/-  (5.27e-173, 1.13e-406j)
| (0.03744769417522964805 + 4.47569928998325178e-1765j)  +/-  (1.04e-171, 2.22e-405j)
| (0.040762445099255621665 - 6.5586374182370591337e-1765j)  +/-  (5.64e-174, 1.21e-407j)
| (0.038076154436013578341 - 1.0012341914197777825e-1764j)  +/-  (3.86e-174, 8.27e-408j)
| (0.040491457121290217062 - 7.7389908038023913458e-1765j)  +/-  (2.71e-175, 5.79e-409j)
| (0.0024426292715896598882 + 5.1107838436470501553e-1764j)  +/-  (2.67e-171, 5.72e-405j)
| (0.038076154436013578341 - 4.678867114565558797e-1765j)  +/-  (2.61e-173, 5.58e-407j)
| (0.03995016073437208299 - 5.5546785852477325386e-1765j)  +/-  (1.07e-174, 2.3e-408j)
| (0.03995016073437208299 - 8.4169633046001579708e-1765j)  +/-  (1.43e-176, 3.07e-410j)
| (0.038642588536294260642 + 9.5781597746562041141e-1765j)  +/-  (3.1e-176, 6.63e-410j)
| (0.039580109055266317111 + 8.7827965965336096686e-1765j)  +/-  (8.18e-177, 1.75e-410j)
| (0.039580109055266317111 + 5.3251507994606028056e-1765j)  +/-  (2.03e-176, 4.33e-410j)
| (0.039144432476134429363 - 5.1029729730279607502e-1765j)  +/-  (2.35e-176, 5.02e-410j)
| (0.040796509707348576091 + 6.8348662577839546321e-1765j)  +/-  (2.9e-177, 6.21e-411j)
| (0.039144432476134429363 - 9.1690578640594683307e-1765j)  +/-  (6.96e-178, 1.5e-411j)
| (0.040254427783061138971 + 8.0695293865235255281e-1765j)  +/-  (7.2e-178, 1.53e-411j)
