Starting with polynomial:
P : 4*t^2 - 2
Extension levels are: 2 81
-------------------------------------------------
Trying to find an order 81 Kronrod extension for:
P1 : 4*t^2 - 2
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : 4*t^83 - 2292206499417318610029406910034475422563558127935399624882/342864931300254940565947220714331861629247314127176641*t^81 + 1823208163888132696599251399068638637851551819096200375205580/342864931300254940565947220714331861629247314127176641*t^79 - 11633238911113542573985440806560789192273040104670725852668810/4340062421522214437543635705244707109230978659837679*t^77 + 8350529509712013846585409310276825024970791661285613188445737525/8680124843044428875087271410489414218461957319675358*t^75 - 4546196339549181571666760112157710179465589239732547680693653496925/17360249686088857750174542820978828436923914639350716*t^73 + 976268887464594805406817354507480360945853214531896029154183064177025/17360249686088857750174542820978828436923914639350716*t^71 - 339706875681611190549608056780609878369003546874639261263941884447253625/34720499372177715500349085641957656873847829278701432*t^69 + 390419321575490607135900652530078340150414854638604221944968520243981138875/277763994977421724002792685135661254990782634229611456*t^67 - 93933715422881533025663615711480484307276520153543369048314858597697664211875/555527989954843448005585370271322509981565268459222912*t^65 + 1195407427656661356344232624534932399662147949894638578437938526054278172321625/69440998744355431000698171283915313747695658557402864*t^63 - 207670755595943637808363553830424357909355120191831426419174721621005867673906625/138881997488710862001396342567830627495391317114805728*t^61 + 61946218604879692987939283628049721247910863446654452949766157268620705870541154375/555527989954843448005585370271322509981565268459222912*t^59 - 7969687531105934022788051245462310985658804497441796073855489678591541416463483729375/1111055979909686896011170740542645019963130536918445824*t^57 + 443819081478530184902856725490949208969334268142067149893999360287376369058662748015625/1111055979909686896011170740542645019963130536918445824*t^55 - 42903231394718190920172658469064122483855551313065240434245345080608452860511785422230625/2222111959819373792022341481085290039926261073836891648*t^53 + 28847309495189644645589163267907224289745689945165358956970495156516218531924795606940004375/35553791357109980672357463697364640638820177181390266368*t^51 - 2110071941956384181038452363797195114108617877672157544105946066436990978221772829347233109375/71107582714219961344714927394729281277640354362780532736*t^49 + 33591062638967901889742718880855357305943047154462915051838714936876004253636704473508109546875/35553791357109980672357463697364640638820177181390266368*t^47 - 1861460203208036806516587568478144201528547780375964106534702594517136639713308424868070314921875/71107582714219961344714927394729281277640354362780532736*t^45 + 179364807995206767040896126352869421190825146650047908571095985618101838914816832542279797323109375/284430330856879845378859709578917125110561417451122130944*t^43 - 7501137402531169280175953587335310356503934710843640935596025818297307471414693633972687239164984375/568860661713759690757719419157834250221122834902244261888*t^41 + 135851413869093795764240147000630299851771778520520042685469042934393486658719455551691395877675859375/568860661713759690757719419157834250221122834902244261888*t^39 - 4249760757954426043650255520632825409007325419726539365758110814181937265079824221087162373646303984375/1137721323427519381515438838315668500442245669804488523776*t^37 + 457624512520368068846682102495754945447101001653583303071234763774616217579619501490820959891448305859375/9101770587420155052123510706525348003537965358435908190208*t^35 - 10555908825605517354986823044390137237766455384876993529730997606765890089902008643695012132134133492984375/18203541174840310104247021413050696007075930716871816380416*t^33 + 25943976181266697242842015202275624887571763746396711286930619890612705280499954924075386063239177778078125/4550885293710077526061755353262674001768982679217954095104*t^31 - 432143165534466398443553174300130054066143492344725851126122610261210892910820890013024092128100800248203125/9101770587420155052123510706525348003537965358435908190208*t^29 + 12106728830466406208995544294493217150321313884877075228120318460894219540400134133675523970734279290788984375/36407082349680620208494042826101392014151861433743632760832*t^27 - 141384081276278747895101528742524642040906473745060081776815914127547463393849942151642951506328483324393359375/72814164699361240416988085652202784028303722867487265521664*t^25 + 681174981815596344579043555120570692863757638555453678962946765452393416924629235150893495455055172715151953125/72814164699361240416988085652202784028303722867487265521664*t^23 - 5349150902716101105473955001023067690558537929727695422825126837018178315182006973049154033701689870597073828125/145628329398722480833976171304405568056607445734974531043328*t^21 + 539598676927435525899779194028458393858398717880699039385190157572435797136519024605371195246272915948675451171875/4660106540759119386687237481740978177811438263519184993386496*t^19 - 2681780092451980439664837039829199706533145848089039398573026713063989423381714279210284487851863503875046779296875/9320213081518238773374474963481956355622876527038369986772992*t^17 + 2567457949916340426939909165147296826709134703523547411240977155070811534328739067283645509427585534197866220703125/4660106540759119386687237481740978177811438263519184993386496*t^15 - 7359407422142101242644943871396181840655370676874166271726782791232900935827291566071019593009922693562056986328125/9320213081518238773374474963481956355622876527038369986772992*t^13 + 30404577642985785219370694405185383871794461387103324675499414508097924830896252364594778183527384732965566345703125/37280852326072955093497899853927825422491506108153479947091968*t^11 - 42986795633817177782893642213179339293906146160171786113785199026493612838551800095274754878936416540376271611328125/74561704652145910186995799707855650844983012216306959894183936*t^9 + 19315704066634817524635379777255583148226507761107060935147556714276349017328383987167242601032145054157384853515625/74561704652145910186995799707855650844983012216306959894183936*t^7 - 9837284035604774336966443568095897740535076341553261876845273470965227650933549532729461435228973046000644775390625/149123409304291820373991599415711301689966024432613919788367872*t^5 + 9273804343021570006821528794592635324332802350202721711688016403473959677151815380061176854517560293608851552734375/1192987274434334562991932795325690413519728195460911358306942976*t^3 - 637340828080856025122679074713856554253453294550159625355909219706050612441713260540943337107766893259784755859375/2385974548868669125983865590651380827039456390921822716613885952*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
Positive weights:   83 out of 83
Indefinite weights: 0 out of 83
Negative weights:   0 out of 83
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (10.107485447333575086 + 2.6475211592586671158e-1805j)  +/-  (1.02e-492, 1.02e-492j)
| (-9.3602184433073741322 + 2.3209497967579007934e-1805j)  +/-  (1.18e-491, 1.18e-491j)
| (-10.107485447333575086 - 3.1959053710611513852e-1806j)  +/-  (1.1e-492, 1.1e-492j)
| (11.457656519499945522 - 3.5348199173748092351e-1810j)  +/-  (1.67e-495, 1.67e-495j)
| (-8.0338361088014496889 + 6.6093699420778745961e-1805j)  +/-  (1.37e-490, 1.37e-490j)
| (-11.457656519499945522 - 4.2712839723201275137e-1820j)  +/-  (1.71e-495, 1.71e-495j)
| (-10.515986098973328479 - 3.6842092094600094623e-1817j)  +/-  (1.79e-493, 1.79e-493j)
| (8.0338361088014496889 - 1.7009242060022673907e-1814j)  +/-  (1.45e-490, 1.45e-490j)
| (7.7253246155382245044 - 6.4291197204227664705e-1815j)  +/-  (1.83e-490, 1.83e-490j)
| (-9.0115956275852436352 - 6.5239819996834847738e-1814j)  +/-  (2.87e-491, 2.87e-491j)
| (5.1840159615664690009 + 8.0663960915592771093e-1828j)  +/-  (3.88e-492, 3.88e-492j)
| (-9.7242105066697327256 + 1.9025700389319285628e-1825j)  +/-  (3.78e-492, 3.78e-492j)
| (-4.3984068795841708847 + 1.0502314606658909209e-1831j)  +/-  (1.56e-493, 1.56e-493j)
| (12.060518161095563123 + 4.6181147440164403966e-1841j)  +/-  (5.07e-497, 5.07e-497j)
| (-2.1459904370909566786 + 6.9111138438837786816e-1845j)  +/-  (4.32e-500, 4.32e-500j)
| (9.3602184433073741322 - 9.3528464279477302591e-1834j)  +/-  (1.2e-491, 1.2e-491j)
| (4.9196665580634231962 - 1.3114570116048541397e-1837j)  +/-  (1.49e-492, 1.49e-492j)
| (-12.060518161095563123 + 9.0344654881629498205e-1841j)  +/-  (4.93e-497, 4.93e-497j)
| (8.6755933872088408993 + 1.8194698718028343628e-1834j)  +/-  (5.63e-491, 5.63e-491j)
| (-7.7253246155382245044 - 3.6748398702469321999e-1845j)  +/-  (1.71e-490, 1.71e-490j)
| (9.0115956275852436352 - 3.3179171373440606406e-1864j)  +/-  (2.77e-491, 2.77e-491j)
| (7.1281039996721662248 + 1.4414501333863807612e-1863j)  +/-  (1.7e-490, 1.7e-490j)
| (-5.1840159615664690009 + 1.3689057489817302365e-1896j)  +/-  (3.88e-492, 3.88e-492j)
| (-2.3901278588405119785 - 1.4758511136522066277e-1930j)  +/-  (3.5e-499, 3.5e-499j)
| (3.3808887832108631543 + 1.7514560453878717785e-1929j)  +/-  (5.17e-496, 5.17e-496j)
| (-7.423679776966411002 + 6.8593519502037263082e-1927j)  +/-  (1.84e-490, 1.84e-490j)
| (10.515986098973328479 + 9.340156526522865263e-1949j)  +/-  (1.88e-493, 1.88e-493j)
| (5.4511278156498518093 + 3.6734618140201924858e-1946j)  +/-  (9.81e-492, 9.81e-492j)
| (2.1459904370909566786 - 1.469280151719682268e-1955j)  +/-  (4.62e-500, 4.62e-500j)
| (-0.7071067811865475244 + 8.3637614698768443628e-1962j)  +/-  (2.16e-506, 2.16e-506j)
| (-3.6324995889941246886 + 6.636636211530488786e-1952j)  +/-  (2.58e-495, 2.58e-495j)
| (6.8379336012353923097 - 3.350679802370580824e-1945j)  +/-  (1.3e-490, 1.3e-490j)
| (5.99465053057706844 - 6.9692869661575134851e-1953j)  +/-  (4.01e-491, 4.01e-491j)
| (-7.1281039996721662248 - 7.0517460544501646952e-1960j)  +/-  (1.68e-490, 1.68e-490j)
| (-4.9196665580634231962 - 1.2154147901621703224e-1976j)  +/-  (1.54e-492, 1.54e-492j)
| (10.959625883802042432 + 2.8581162798399651726e-1990j)  +/-  (2.44e-494, 2.44e-494j)
| (2.6356252780501775471 + 3.8523993513816941354e-1993j)  +/-  (2.67e-498, 2.67e-498j)
| (2.3901278588405119785 + 1.0217187840692407107e-1994j)  +/-  (3.31e-499, 3.31e-499j)
| (-5.7212471524961104734 + 3.5082242437393508521e-1985j)  +/-  (2.14e-491, 2.14e-491j)
| (-6.8379336012353923097 + 1.8377283599893397727e-1999j)  +/-  (1.35e-490, 1.35e-490j)
| (-8.6755933872088408993 - 3.2613213126564236652e-2012j)  +/-  (5.57e-491, 5.57e-491j)
| (-1.4213015644008714513 + 1.2287326742113681488e-2026j)  +/-  (4.79e-503, 4.79e-503j)
| (1.1821671731087545702 - 6.621029342449931593e-2029j)  +/-  (4.06e-504, 4.06e-504j)
| (-8.3501882587853283073 + 1.1844097977727426156e-2013j)  +/-  (9.41e-491, 9.41e-491j)
| (6.5526087537040395093 - 8.5185448793943237627e-2014j)  +/-  (9.66e-491, 9.66e-491j)
| (9.7242105066697327256 + 1.3765773734806968401e-2015j)  +/-  (4.12e-492, 4.12e-492j)
| (-0.94414010664899010062 - 3.5832878068313060923e-2029j)  +/-  (2.9e-505, 2.9e-505j)
| (-5.99465053057706844 - 4.236258960038404382e-2012j)  +/-  (3.84e-491, 3.84e-491j)
| (4.1411286855958908231 + 2.2713432917292505243e-2022j)  +/-  (4.42e-494, 4.42e-494j)
| (3.8858722029745538005 - 1.6431980711062730596e-2023j)  +/-  (1.14e-494, 1.14e-494j)
| (-10.959625883802042432 - 1.0683902878706693572e-2022j)  +/-  (2.29e-494, 2.29e-494j)
| (-3.8858722029745538005 - 8.8418339539829265724e-2023j)  +/-  (1.11e-494, 1.11e-494j)
| (3.6324995889941246886 - 3.0275296878471103557e-2024j)  +/-  (2.62e-495, 2.62e-495j)
| (1.9031671764825026521 + 2.6087352497613234362e-2030j)  +/-  (5.13e-501, 5.13e-501j)
| (1.6616178499935120124 - 2.8380429018814638462e-2031j)  +/-  (4.87e-502, 4.87e-502j)
| (-5.4511278156498518093 - 5.6592460044572492682e-2018j)  +/-  (9.19e-492, 9.19e-492j)
| (4.6578616546863125583 + 2.4451779493978893968e-2026j)  +/-  (4.9e-493, 4.9e-493j)
| (1.4213015644008714513 - 1.075355520081962266e-2035j)  +/-  (4.7e-503, 4.7e-503j)
| (6.271651685100706267 - 1.6020920095583632792e-2023j)  +/-  (6.36e-491, 6.36e-491j)
| (0.7071067811865475244 + 4.1438578862773483127e-2039j)  +/-  (2.18e-506, 2.18e-506j)
| (4.3984068795841708847 - 1.4637203011132786157e-2026j)  +/-  (1.51e-493, 1.51e-493j)
| (8.3501882587853283073 - 2.9971246754281076323e-2023j)  +/-  (1.02e-490, 1.02e-490j)
| (-1.1821671731087545702 + 3.6619969643506543748e-2037j)  +/-  (3.88e-504, 3.88e-504j)
| (-1.9031671764825026521 + 3.5451288443831760966e-2034j)  +/-  (4.79e-501, 4.79e-501j)
| (2.8825379257520338965 - 5.9338327042208187851e-2031j)  +/-  (1.74e-497, 1.74e-497j)
| (0.94414010664899010062 + 2.12795987805800061e-2038j)  +/-  (2.97e-505, 2.97e-505j)
| (-2.6356252780501775471 - 5.1467686561251886773e-2030j)  +/-  (2.4e-498, 2.4e-498j)
| (-6.5526087537040395093 - 2.2959799345170786677e-2024j)  +/-  (1.03e-490, 1.03e-490j)
| (-4.6578616546863125583 - 2.4444332572983725747e-2040j)  +/-  (5.15e-493, 5.15e-493j)
| (7.423679776966411002 + 2.8489999548499351817e-2036j)  +/-  (1.79e-490, 1.79e-490j)
| (3.1309325811666791936 + 2.6585524117642737793e-2043j)  +/-  (1.01e-496, 1.01e-496j)
| (-3.1309325811666791936 - 1.1481167656791267986e-2042j)  +/-  (1e-496, 1e-496j)
| (-1.6616178499935120124 + 6.7263862900107383397e-2049j)  +/-  (4.84e-502, 4.84e-502j)
| (-2.8825379257520338965 + 1.7898634876202477981e-2043j)  +/-  (1.7e-497, 1.7e-497j)
| (2.624876029567357518e-2095 + 3.335356124915412222e-2095j)  +/-  (3.52e-2093, 3.52e-2093j)
| (0.47090011857226262891 + 2.2904189094390214822e-2054j)  +/-  (1.25e-507, 1.25e-507j)
| (-0.47090011857226262891 + 3.0271675729439438861e-2054j)  +/-  (1.28e-507, 1.28e-507j)
| (-3.3808887832108631543 + 1.7329542257046673966e-2042j)  +/-  (5.13e-496, 5.13e-496j)
| (-0.23529214494637743473 - 1.7333510160207060433e-2055j)  +/-  (7.7e-509, 7.7e-509j)
| (5.7212471524961104734 - 1.4861161419173436445e-2041j)  +/-  (1.98e-491, 1.98e-491j)
| (-4.1411286855958908231 - 1.0566698643998302249e-2049j)  +/-  (4.25e-494, 4.25e-494j)
| (0.23529214494637743473 + 1.194485152838454328e-2065j)  +/-  (7.7e-509, 7.7e-509j)
| (-6.271651685100706267 - 1.4876053007542126855e-2061j)  +/-  (6.42e-491, 6.42e-491j)
-------------------------------------------------
The weights are:
| (9.5406094198198085647e-46 + 3.6653816616887390782e-1843j)  +/-  (4.78e-166, 1e-410j)
| (1.78835812142040105e-39 - 7.3876438001994658316e-1839j)  +/-  (1.26e-163, 2.64e-408j)
| (9.5406094198198085647e-46 - 3.2066865066664208834e-1842j)  +/-  (1.49e-166, 3.13e-411j)
| (2.9373444608704740867e-58 - 1.6770436731723818901e-1849j)  +/-  (1.59e-172, 3.33e-417j)
| (1.6423624837901205749e-29 + 8.8477711880382628626e-1833j)  +/-  (1.34e-159, 2.8e-404j)
| (2.9373444608704740867e-58 + 9.54728196155903377e-1849j)  +/-  (3.85e-172, 8.06e-417j)
| (2.248204980272953696e-49 + 3.9584413062843431879e-1844j)  +/-  (2.34e-168, 4.9e-413j)
| (1.6423624837901205749e-29 + 6.7558163976563660328e-1835j)  +/-  (5.61e-163, 1.18e-407j)
| (2.0732685318275242357e-27 - 8.0286802811797285513e-1834j)  +/-  (8.69e-162, 1.82e-406j)
| (1.0394375127603700765e-36 + 2.5052630003665078732e-1837j)  +/-  (1.98e-164, 4.13e-409j)
| (3.1956896247297299569e-13 + 1.7054257012977517557e-1826j)  +/-  (3.63e-151, 7.59e-396j)
| (1.8028421201569045484e-42 + 1.7746805291188025697e-1840j)  +/-  (2.42e-166, 5.08e-411j)
| (5.7777885099810825739e-10 - 3.0304765119359206029e-1824j)  +/-  (2.84e-146, 5.95e-391j)
| (2.6549730289646308492e-64 + 1.4714284737892616874e-1852j)  +/-  (3.5e-178, 7.32e-423j)
| (0.0013735072587881795249 + 4.7354220384174434151e-1821j)  +/-  (1.27e-126, 2.65e-371j)
| (1.78835812142040105e-39 + 5.6337634785828529761e-1840j)  +/-  (2.26e-169, 4.73e-414j)
| (4.5726777509012153436e-12 - 6.8864294389831403153e-1826j)  +/-  (9.81e-152, 2.05e-396j)
| (2.6549730289646308492e-64 - 7.3428874368096323055e-1852j)  +/-  (5.73e-178, 1.2e-422j)
| (3.8274325471743781829e-34 + 2.916527473517162885e-1837j)  +/-  (2.39e-167, 5.01e-412j)
| (2.0732685318275242357e-27 - 4.1011401703563072011e-1832j)  +/-  (1.91e-164, 4e-409j)
| (1.0394375127603700765e-36 - 1.4370908204034005845e-1838j)  +/-  (1.88e-168, 3.93e-413j)
| (1.4174568758087041235e-23 - 7.4365479416976552811e-1832j)  +/-  (3.47e-163, 7.27e-408j)
| (3.1956896247297299569e-13 + 7.9099880568051809536e-1826j)  +/-  (1.04e-156, 2.18e-401j)
| (0.00045630335609640073475 - 2.6819207429953938578e-1821j)  +/-  (4.41e-137, 9.24e-382j)
| (1.5364966787903640831e-06 - 6.1157611246113170466e-1823j)  +/-  (4.7e-147, 9.84e-392j)
| (1.9585827432190549718e-25 + 2.0918117597216483192e-1831j)  +/-  (1.52e-164, 3.18e-409j)
| (2.248204980272953696e-49 - 5.2967603485483680136e-1845j)  +/-  (5.88e-175, 1.23e-419j)
| (1.8858841435689984522e-14 - 3.8865287025926441799e-1827j)  +/-  (1.09e-157, 2.28e-402j)
| (0.0013735072587881795249 + 2.7388916709513273378e-1821j)  +/-  (6.63e-139, 1.39e-383j)
| (0.0809597109031338987 + 4.020098967126108978e-1820j)  +/-  (1.89e-138, 3.96e-383j)
| (2.6491133932322511499e-07 + 6.2407916019161725995e-1823j)  +/-  (8.02e-151, 1.68e-395j)
| (8.0140903317612962938e-22 + 5.9235970662255894885e-1831j)  +/-  (3.32e-163, 6.96e-408j)
| (3.8393198708769938492e-17 - 1.5491551910014154074e-1828j)  +/-  (1.48e-160, 3.09e-405j)
| (1.4174568758087041235e-23 - 1.2448742040561292067e-1830j)  +/-  (2.67e-166, 5.6e-411j)
| (4.5726777509012153436e-12 - 2.864433165686039363e-1825j)  +/-  (1.36e-158, 2.84e-403j)
| (1.8010536156284150072e-53 + 4.4489910390340121167e-1847j)  +/-  (6.1e-178, 1.28e-422j)
| (0.00013361911148116173726 + 7.2351278814694779761e-1822j)  +/-  (9.89e-147, 2.07e-391j)
| (0.00045630335609640073475 - 1.4520371677792310812e-1821j)  +/-  (9.62e-145, 2.01e-389j)
| (9.3307589663733500809e-16 + 4.8300109157586210235e-1827j)  +/-  (3.55e-163, 7.42e-408j)
| (8.0140903317612962938e-22 + 7.3663369704105788959e-1830j)  +/-  (1.84e-166, 3.86e-411j)
| (3.8274325471743781829e-34 - 7.5937007217058648146e-1836j)  +/-  (3.66e-172, 7.66e-417j)
| (0.017939215505460339591 - 1.8175777557293431342e-1820j)  +/-  (1.03e-141, 2.16e-386j)
| (0.033273460493658925294 + 1.8740432352127347666e-1820j)  +/-  (5.11e-139, 1.07e-383j)
| (9.4623193277666592277e-32 + 2.5113890568952858674e-1834j)  +/-  (4.65e-171, 9.74e-416j)
| (3.598743590024468125e-20 - 4.2083036735976273785e-1830j)  +/-  (1.84e-167, 3.85e-412j)
| (1.8028421201569045484e-42 - 1.6892774835015025003e-1841j)  +/-  (3.39e-177, 7.1e-422j)
| (0.054950487108061836951 - 3.2856521028727045115e-1820j)  +/-  (1.31e-141, 2.74e-386j)
| (3.8393198708769938492e-17 - 1.0657330664150677302e-1827j)  +/-  (3.42e-166, 7.17e-411j)
| (5.1568452712964440421e-09 + 2.8397510932756474163e-1824j)  +/-  (3.69e-161, 7.72e-406j)
| (3.9711058031054270798e-08 - 8.467769190996959731e-1824j)  +/-  (2.37e-160, 4.97e-405j)
| (1.8010536156284150072e-53 - 2.8881793057547589963e-1846j)  +/-  (1.57e-183, 3.29e-428j)
| (3.9711058031054270798e-08 - 2.4333210505435216439e-1823j)  +/-  (6.09e-162, 1.27e-406j)
| (2.6491133932322511499e-07 + 2.3544529794616020244e-1823j)  +/-  (1.39e-159, 2.91e-404j)
| (0.0036519824295882621973 - 4.8578941925821174657e-1821j)  +/-  (1.69e-152, 3.54e-397j)
| (0.008594728108793904757 + 8.1035677607850388526e-1821j)  +/-  (1.59e-151, 3.32e-396j)
| (1.8858841435689984522e-14 - 2.0292514195828749477e-1826j)  +/-  (1.51e-166, 3.16e-411j)
| (5.5601463642356209113e-11 + 2.5672400006550766236e-1825j)  +/-  (1.08e-163, 2.25e-408j)
| (0.017939215505460339591 - 1.2711393872148903211e-1820j)  +/-  (1.03e-151, 2.15e-396j)
| (1.3017437766971409006e-18 + 2.6856426894039697512e-1829j)  +/-  (6.54e-169, 1.37e-413j)
| (0.0809597109031338987 + 3.3696799100287862855e-1820j)  +/-  (6.54e-152, 1.37e-396j)
| (5.7777885099810825739e-10 - 8.8617080305759764799e-1825j)  +/-  (4.16e-163, 8.71e-408j)
| (9.4623193277666592277e-32 - 4.8491595208463750419e-1836j)  +/-  (1.26e-175, 2.63e-420j)
| (0.033273460493658925294 + 2.5207268688274782786e-1820j)  +/-  (1.18e-154, 2.48e-399j)
| (0.0036519824295882621973 - 7.8740018366749521206e-1821j)  +/-  (4.79e-159, 1e-403j)
| (3.4410010728542513512e-05 - 3.3857322691014210161e-1822j)  +/-  (8.04e-160, 1.68e-404j)
| (0.054950487108061836951 - 2.5946022610020481453e-1820j)  +/-  (1.55e-154, 3.24e-399j)
| (0.00013361911148116173726 + 1.4300087943638023757e-1821j)  +/-  (5.64e-163, 1.18e-407j)
| (3.598743590024468125e-20 - 4.1441369362781582987e-1829j)  +/-  (7.76e-173, 1.63e-417j)
| (5.5601463642356209113e-11 + 9.6513196752218027266e-1825j)  +/-  (3.39e-168, 7.09e-413j)
| (1.9585827432190549718e-25 + 8.2570536333715597668e-1833j)  +/-  (1.28e-173, 2.68e-418j)
| (7.7737373886789351121e-06 + 1.4864968482027869033e-1822j)  +/-  (5.33e-162, 1.12e-406j)
| (7.7737373886789351121e-06 + 3.3850117541204664333e-1822j)  +/-  (5.14e-166, 1.08e-410j)
| (0.008594728108793904757 + 1.2329733209133396239e-1820j)  +/-  (5.09e-162, 1.06e-406j)
| (3.4410010728542513512e-05 - 7.1748719709158683375e-1822j)  +/-  (2.37e-165, 4.96e-410j)
| (0.13271900789840808296 - 4.9724336109766229659e-1820j)  +/-  (5.83e-162, 1.21e-406j)
| (0.10660652084710392138 - 4.1002132927374784449e-1820j)  +/-  (8.97e-162, 1.87e-406j)
| (0.10660652084710392138 - 4.610805974564476494e-1820j)  +/-  (4.99e-162, 1.05e-406j)
| (1.5364966787903640831e-06 - 1.5003328328623094612e-1822j)  +/-  (6.8e-167, 1.43e-411j)
| (0.12565693026629809726 + 4.9509595913590364467e-1820j)  +/-  (1.6e-162, 3.35e-407j)
| (9.3307589663733500809e-16 + 8.1205199441765313663e-1828j)  +/-  (1.92e-171, 4.11e-416j)
| (5.1568452712964440421e-09 + 8.8816968033726680942e-1824j)  +/-  (9.49e-169, 1.94e-413j)
| (0.12565693026629809726 + 4.6692076844352754888e-1820j)  +/-  (8.97e-164, 1.15e-408j)
| (1.3017437766971409006e-18 + 2.1802129770527205123e-1828j)  +/-  (5.43e-174, 1.22e-418j)
