Starting with polynomial:
P : t
Extension levels are: 1 36 38
-------------------------------------------------
Trying to find an order 36 Kronrod extension for:
P1 : t
Solvable: 1
-------------------------------------------------
Trying to find an order 38 Kronrod extension for:
P2 : t^37 - 666/73*t^35 + 198135/5183*t^33 - 11623920/119209*t^31 + 1351280700/7987003*t^29 - 21944798568/103831039*t^27 + 1567485612/7987003*t^25 - 67177954800/487207183*t^23 + 92369687850/1249792339*t^21 - 718430905500/23746054441*t^19 + 11756142090/1249792339*t^17 - 145348665840/66238993967*t^15 + 24937271100/66238993967*t^13 - 3053543400/66238993967*t^11 + 83972443500/21792629015143*t^9 - 4478530320/21792629015143*t^7 + 839724435/133869006807307*t^5 - 493955550/5488629279099587*t^3 + 27441975/71352180628294631*t
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : t^75 - 105375/5621*t^73 + 5609913150/33255761*t^71 - 21729288269350/22397052447*t^69 + 43991577958956689225/10980256560365169*t^67 - 35285086762861168748225/2788821281906478819*t^65 + 97410197573829814460174963600/3065336558927644071606921*t^63 - 9280268391606244782077874175111600/142379093082022203798450667377*t^61 + 7734953206134889725036274204483228172300/69528731765545203258396091493066607*t^59 - 2080531569802996916196262074565876763903548900/12987470965056838976624800318794357763167*t^57 + 4633172817262065350272428096449444645777089949480/23562234385394610094942933785383216327137941*t^55 - 1934030880597711434103739977743559386611441349111252600/9327275417099154168353824939480443865611843910437*t^53 + 39435437832406198251214461068942443952372612366105606558785300/208717015899845417360003408629680829092634830433339162869*t^51 - 80843562371934781225838921728429333320991665316265079433408897300/541064077551032603602915502971009269284473692093359556544071*t^49 + 8579889006257283618449496159183651905447932946895953052524119599971988400/83414717916638718800902434716771847935448162921580233812098091924421*t^47 - 197575631207329676829027315941858494800117828366856432726392196916440365093040/3199030747696082429097766643828473159589569479340594050737662255470752799*t^45 + 26735912379559475404994260487716459097058364351826067953979057816506189563396820487650/825703350803711043385262148474248916146261720497433718414551739629935306511973879*t^43 - 97956051323730361773528260848064536072078687711832753297932627963774026816004543184052050/6607796678025986471451923574370214355391594405244963003367131227425021584412903893589*t^41 + 610148527086597357914429773944829772914968179017364879674878705402113620925874606201358584803284300/103015286029263449657283338455964521109401322631616740561867709338861707193833612379015426383919*t^39 - 47392488745506600118157507402464992334492399646434228367148320430619082729492393857933605818436121100/22982974454887725012000572510393520465971818159428134862277203563011172161372981059225980127345621*t^37 + 4456181714934498341468514586574359688503667463058974520755397341667328418651152558534114092074850/7139787031651980432432610285925293714188200732969287002882014154399245778618509182735626010359*t^35 - 62381349622156258142209734213937155507824588185629341755756917211643630022007383805024098368828950/381048633932955695179659730469844877132850948362083544162215730206635377647110519492050090687311*t^33 + 30382769679595342400252818830697923911797297320046816752524591627340761385846513662175702188681200/819831909370904677507752753435120796255527797991149443500524752868821570089237784361683528448457*t^31 - 4381351464414202727062261570660595347091494935773365503511688612395243210464443171088411628142800/608262384371961534925106881580896074641198043670852812919744171483319229421047388397378101752081*t^29 + 239786258661643649198509404438040396251785950927169178698989601687277623293593765688380406248100/200756550507002082955577148107980477837242704068705115594201278272819647148818596170563215849209*t^27 - 8726668740712674415223498171285461297456512083406031320167671394922917814381116967749295563548/52047994575889428914408890250217160920766626980775400339237368441101390001545561970146018923869*t^25 + 64719281686023449756460518488243157084625705227334497480092535898298842396795991985150935365400/3279023658281034021607760085763681138008297499788850221371954211789387570097370404119199192203747*t^23 - 13705467509589466066902341047051824518160774213976891858389109157503689939560257240194765032200/7115351732791650900642926035906169742160297736695963523846651629535074213373345264274467812331451*t^21 + 58362838011501727283712070777153441407530851369507542310066985916536811444362847067341148751500/379824252021878126648605718392896013379128274420770243344385546509943723485310478154841829410645551*t^19 - 721750906605077551047144804082823484743655013863008195332197376604359506258944162056747211500/73299417056853673563766015830208002581937035414534608364705982659813701023480969468478247781001773*t^17 + 1199497215291273012778571351318499462986085466324319566616051710690786237863929109041292948560/2418880762876171227604278522396864085203922168679642076035297427773852133774871992459782176773058509*t^15 - 12726821813237736173177866717852180033079743163234740313593990148959622127335581410813026000/666910302369620638583172429744473531294718837222998555577558994692350588303676191598555390074684799*t^13 + 12672953039052977233239996690596389909105750483625031978347535538979650598111066951343431725/23434532982273443828725322028812629470631547032046854951696806262626244865926448012970577863145437813*t^11 - 104149311974528459649061055339645838844754845386782143360244476193520237779523866593164535025/9708287890929098502500117498663559317969814529548865274080213285344345259456983963191538483850341828531*t^9 + 7021729448330745956221997963147844703837932728557039299278941092989360861248781620326327350/50698836763740847735278391381909698660509031432088518653530002712353803021608694030000256526774007326773*t^7 - 22565787633586876401080215777787104483769081039719127121216145352269137780678029181767530/21728072898746077600833596306532727997361013470895079422941429733865915580689440298571538511474574568617*t^5 + 31094497570482583483378041185614978780396608406337876317591243273250616400568576510078075/8408764211814732031522601770628165734978712213236395736678333307006109329726813395547185403940660358054779*t^3 - 10541243894504181961436832277209433822306978505965889752220149193583569571013148646425/2672552966545767544902532345703525543675404656920094769021795857265507616424801156724299236911372671939891*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
Sufficient bits for target precision reached
-------------------------------------------------
The nodes are:
| (0.98218818925659885222 + 1.1216454193422984685e-811j)  +/-  (2.87e-228, 2.87e-228j)
| (-0.97349303005648574433 - 5.2615599343276380487e-813j)  +/-  (2.18e-228, 2.18e-228j)
| (-0.9371934202301551659 + 1.1431345194301447698e-820j)  +/-  (5.08e-229, 5.08e-229j)
| (-0.99965882675963289507 + 5.9257749373637463737e-820j)  +/-  (8.56e-229, 8.56e-229j)
| (0.92178143741246374267 + 9.5548083989625479005e-828j)  +/-  (2.29e-229, 2.29e-229j)
| (0.88612496215548607895 - 2.5954695025587556687e-828j)  +/-  (3.71e-230, 3.71e-230j)
| (0.9630853700673327047 - 3.4751501582547876398e-826j)  +/-  (1.52e-228, 1.52e-228j)
| (-0.92178143741246374267 + 3.5570954850185589082e-830j)  +/-  (2.3e-229, 2.3e-229j)
| (-0.99446123428873634688 - 1.012481967879819449e-827j)  +/-  (3.26e-228, 3.26e-228j)
| (-0.99794458247791364894 - 4.0354823751196802143e-833j)  +/-  (2.24e-228, 2.24e-228j)
| (0.84425298734055596799 - 1.1144782164019284925e-837j)  +/-  (4.23e-231, 4.23e-231j)
| (0.98918596321431918668 + 2.671494902565875658e-833j)  +/-  (3.44e-228, 3.44e-228j)
| (-0.88612496215548607895 - 3.0472082850162261601e-854j)  +/-  (3.72e-230, 3.72e-230j)
| (-0.86594524851877270252 + 4.7149343401814808664e-855j)  +/-  (1.32e-230, 1.32e-230j)
| (0.99446123428873634688 + 1.1876028113496273121e-850j)  +/-  (3.07e-228, 3.07e-228j)
| (0.79645920050990229339 - 3.5491123026607042146e-862j)  +/-  (2.81e-232, 2.81e-232j)
| (0.9047509817758006591 + 1.7278396120930490622e-859j)  +/-  (9.79e-230, 9.79e-230j)
| (-0.95097234326209482133 + 1.7843302201657278135e-856j)  +/-  (9.36e-229, 9.36e-229j)
| (-0.79645920050990229339 + 1.8763651258840237615e-861j)  +/-  (3.02e-232, 3.02e-232j)
| (-0.9630853700673327047 - 3.1696121399081573211e-857j)  +/-  (1.56e-228, 1.56e-228j)
| (0.86594524851877270252 - 2.2156786011621784162e-865j)  +/-  (1.33e-230, 1.33e-230j)
| (0.77044250697223719051 + 1.6443768864051935697e-867j)  +/-  (6.13e-233, 6.13e-233j)
| (-0.98218818925659885222 - 1.8384250593388129958e-860j)  +/-  (2.85e-228, 2.85e-228j)
| (-0.84425298734055596799 + 8.9882608838244724609e-873j)  +/-  (4.03e-231, 4.03e-231j)
| (-0.82107904417675282698 - 9.2162618761789952526e-873j)  +/-  (1.13e-231, 1.13e-231j)
| (0.97349303005648574433 + 2.6560139649073049097e-867j)  +/-  (2.28e-228, 2.28e-228j)
| (0.62109260840892448315 - 3.8833365076276342561e-890j)  +/-  (8.63e-237, 8.63e-237j)
| (0.82107904417675282698 - 1.9673920593547346932e-884j)  +/-  (1.16e-231, 1.16e-231j)
| (-0.98918596321431918668 - 3.5839082889606948066e-880j)  +/-  (3.36e-228, 3.36e-228j)
| (-0.62109260840892448315 + 1.2338902666834727611e-900j)  +/-  (7.98e-237, 7.98e-237j)
| (-0.9047509817758006591 + 1.8320690331058697947e-892j)  +/-  (9.45e-230, 9.45e-230j)
| (0.68448630913095935745 + 1.8572466218300086524e-898j)  +/-  (4.07e-235, 4.07e-235j)
| (0.74307883398196526255 + 1.3215372735719607591e-894j)  +/-  (1.3e-233, 1.3e-233j)
| (0.99965882675963289507 - 2.377371527756440444e-891j)  +/-  (9.3e-229, 9.3e-229j)
| (-0.71441125252574930792 + 2.1794733057034111683e-921j)  +/-  (2.34e-234, 2.34e-234j)
| (-0.74307883398196526255 - 6.7101044013345008113e-921j)  +/-  (1.26e-233, 1.26e-233j)
| (0.99794458247791364894 + 9.9592370247764785379e-914j)  +/-  (2.36e-228, 2.36e-228j)
| (0.48171087780320555415 + 1.1083707145090519068e-932j)  +/-  (1.07e-240, 1.07e-240j)
| (0.9371934202301551659 + 2.775216074948521612e-919j)  +/-  (4.78e-229, 4.78e-229j)
| (-0.68448630913095935745 + 2.0500313281071888248e-928j)  +/-  (4.31e-235, 4.31e-235j)
| (-0.51797948853527153673 + 1.6403618333363893842e-933j)  +/-  (1.2e-239, 1.2e-239j)
| (-0.65336076705060400354 - 5.4951446935470234272e-930j)  +/-  (6.37e-236, 6.37e-236j)
| (0.58773467434426690175 + 3.7238316987524206786e-931j)  +/-  (1.12e-237, 1.12e-237j)
| (0.28900739085697872281 + 7.5133714065837978335e-940j)  +/-  (1.62e-246, 1.62e-246j)
| (-1.0588559363557118955e-963 - 2.8973526582399336341e-964j)  +/-  (8.23e-962, 8.23e-962j)
| (-0.55334239186158178124 + 2.4030204889612946308e-932j)  +/-  (1.14e-238, 1.14e-238j)
| (-0.77044250697223719051 - 2.3833939216443442612e-926j)  +/-  (6.28e-233, 6.28e-233j)
| (0.95097234326209482133 - 2.1766982833269576013e-931j)  +/-  (8.92e-229, 8.92e-229j)
| (0.51797948853527153673 + 8.0382529213746855356e-943j)  +/-  (1.2e-239, 1.2e-239j)
| (0.65336076705060400354 + 8.3956834762791462915e-938j)  +/-  (6.45e-236, 6.45e-236j)
| (-0.4067005093183261101 - 4.0795137472814882606e-948j)  +/-  (5.9e-243, 5.9e-243j)
| (-0.44459708351663245758 + 3.0374962255023729323e-946j)  +/-  (7.98e-242, 7.98e-242j)
| (-0.20789198706614900298 + 1.3254993941871067507e-953j)  +/-  (4.62e-249, 4.62e-249j)
| (0.55334239186158178124 + 4.4190273396296542015e-944j)  +/-  (1.19e-238, 1.19e-238j)
| (0.4067005093183261101 + 1.4151407130890257507e-946j)  +/-  (6.12e-243, 6.12e-243j)
| (0.041870739435728385976 + 3.9374691143439398543e-959j)  +/-  (2.3e-254, 2.3e-254j)
| (-0.48171087780320555415 - 1.2151187519235497117e-945j)  +/-  (1.08e-240, 1.08e-240j)
| (-0.58773467434426690175 - 3.990461159334612593e-942j)  +/-  (1.05e-237, 1.05e-237j)
| (0.20789198706614900298 - 4.7519327950738068834e-953j)  +/-  (4.38e-249, 4.38e-249j)
| (0.44459708351663245758 - 2.0927084784530783314e-945j)  +/-  (8.39e-242, 8.39e-242j)
| (0.16675393023985197697 + 5.1865371930288192243e-954j)  +/-  (2.28e-250, 2.28e-250j)
| (-0.16675393023985197697 - 3.0903566684790113938e-954j)  +/-  (2.13e-250, 2.13e-250j)
| (-0.36809052012030650274 - 7.518831825265128486e-949j)  +/-  (4.23e-244, 4.23e-244j)
| (0.71441125252574930792 - 3.3033803925216067267e-950j)  +/-  (2.5e-234, 2.5e-234j)
| (0.36809052012030650274 - 4.275695882457365793e-960j)  +/-  (4.02e-244, 4.02e-244j)
| (0.083670408954769901943 + 2.8453467139301113325e-970j)  +/-  (4.78e-253, 4.78e-253j)
| (-0.083670408954769901943 + 1.6202502645503494204e-969j)  +/-  (4.98e-253, 4.98e-253j)
| (-0.3288374298837069995 - 7.0134143113492205058e-962j)  +/-  (2.58e-245, 2.58e-245j)
| (-0.12532330473556030584 - 1.0687743144835244262e-967j)  +/-  (1.03e-251, 1.03e-251j)
| (0.24866779279136575881 + 5.156738303242569321e-964j)  +/-  (9e-248, 9e-248j)
| (0.3288374298837069995 + 2.9807649536834510755e-961j)  +/-  (2.68e-245, 2.68e-245j)
| (0.12532330473556030584 + 1.1246775023561952967e-967j)  +/-  (1e-251, 1e-251j)
| (-0.24866779279136575881 - 5.2451338058599216504e-964j)  +/-  (9.11e-248, 9.11e-248j)
| (-0.28900739085697872281 + 7.6859852750806329418e-963j)  +/-  (1.55e-246, 1.55e-246j)
| (-0.041870739435728385976 + 2.6901020631982655402e-971j)  +/-  (2.13e-254, 2.13e-254j)
-------------------------------------------------
The weights are:
| (0.0078452693215423331953 - 1.2980243107409741256e-812j)  +/-  (2.45e-19, 1.19e-126j)
| (0.0095489899091199026807 + 8.3951969085995077729e-815j)  +/-  (1.14e-19, 5.53e-127j)
| (0.014598847925947967675 + 1.2560885862074007545e-813j)  +/-  (7.64e-20, 3.71e-127j)
| (0.00091904646782134070702 - 2.362212657204049776e-814j)  +/-  (1.44e-20, 7.01e-128j)
| (0.016223322901758750087 + 3.0106718585621857548e-812j)  +/-  (7.93e-21, 3.86e-128j)
| (0.019410601053138668109 + 2.2595790742436263485e-812j)  +/-  (5.49e-21, 2.67e-128j)
| (0.01126526020889249745 - 6.6114846953222158576e-812j)  +/-  (2.93e-21, 1.42e-128j)
| (0.016223322901758750087 - 6.9024805464475677012e-814j)  +/-  (6.41e-21, 3.12e-128j)
| (0.0043905342414767859311 - 1.3472854684183339048e-813j)  +/-  (5.75e-21, 2.79e-128j)
| (0.0025743011478996927288 + 7.3171352768687595701e-814j)  +/-  (1.14e-20, 5.53e-128j)
| (0.022437982794032496898 + 1.8188736274733411688e-812j)  +/-  (7.09e-23, 3.45e-130j)
| (0.0061463178263428321253 - 9.766993994344537095e-812j)  +/-  (2.96e-23, 1.44e-130j)
| (0.019410601053138668109 + 1.4646486768625162108e-817j)  +/-  (2.55e-23, 1.24e-130j)
| (0.020941764040145194136 - 2.4975883937469189492e-814j)  +/-  (8.33e-24, 4.05e-131j)
| (0.0043905342414767859311 + 4.0137216328067759341e-812j)  +/-  (6.03e-24, 2.93e-131j)
| (0.025327086976217780853 + 1.5215631109135101307e-812j)  +/-  (3.2e-25, 1.56e-132j)
| (0.017833986318552604472 - 2.578198329812362607e-812j)  +/-  (1.99e-23, 9.67e-131j)
| (0.012953308720993167499 - 2.2613314269865192611e-813j)  +/-  (3.02e-23, 1.47e-130j)
| (0.025327086976217780853 + 8.4660934822602550621e-814j)  +/-  (7.8e-27, 3.79e-134j)
| (0.01126526020889249745 + 5.0270946578853013091e-813j)  +/-  (2.08e-23, 1.01e-130j)
| (0.020941764040145194136 - 2.0147311567467576568e-812j)  +/-  (5.58e-26, 2.71e-133j)
| (0.026697817870668848508 - 1.4061906209250031173e-812j)  +/-  (5.17e-28, 2.51e-135j)
| (0.0078452693215423331953 - 5.1798454496780613289e-813j)  +/-  (9.91e-24, 4.82e-131j)
| (0.022437982794032496898 + 4.6762396059211261984e-814j)  +/-  (1.47e-26, 7.14e-134j)
| (0.023904123957172006583 - 6.6432345571722346295e-814j)  +/-  (3.15e-27, 1.53e-134j)
| (0.0095489899091199026807 + 1.235535805171532546e-811j)  +/-  (2.91e-28, 1.42e-135j)
| (0.032821672992737947711 + 1.0088865852956830514e-812j)  +/-  (9.99e-33, 4.86e-140j)
| (0.023904123957172006583 - 1.6572245820935405047e-812j)  +/-  (1.55e-28, 7.53e-136j)
| (0.0061463178263428321253 + 2.3827101891487537434e-813j)  +/-  (4.29e-25, 2.09e-132j)
| (0.032821672992737947711 + 1.808021035675438067e-813j)  +/-  (6.57e-34, 3.19e-141j)
| (0.017833986318552604472 + 3.0050025745804517991e-814j)  +/-  (1.14e-26, 5.56e-134j)
| (0.030535249531992040197 + 1.1405881070515917906e-812j)  +/-  (1.03e-32, 5e-140j)
| (0.02802259967818917566 + 1.3062756004922411851e-812j)  +/-  (2.69e-31, 1.31e-138j)
| (0.00091904646782134070702 + 5.9028814864231596292e-813j)  +/-  (2.19e-31, 1.06e-138j)
| (0.029304959184236624764 - 1.3441817406875835605e-813j)  +/-  (1.05e-33, 5.08e-141j)
| (0.02802259967818917566 + 1.1842886891738921686e-813j)  +/-  (5.16e-33, 2.51e-140j)
| (0.0025743011478996927288 - 1.921872991954730007e-812j)  +/-  (5.53e-31, 2.69e-138j)
| (0.036701110045497410066 + 8.0940098638767901767e-813j)  +/-  (4.93e-39, 2.4e-146j)
| (0.014598847925947967675 - 3.6352450026582850962e-812j)  +/-  (1.23e-31, 5.96e-139j)
| (0.030535249531992040197 + 1.5005676518935225625e-813j)  +/-  (3.08e-35, 1.5e-142j)
| (0.035826176500440641552 - 2.2661713964401670631e-813j)  +/-  (1.65e-39, 8.02e-147j)
| (0.031706025482725888414 - 1.6549547075168935531e-813j)  +/-  (3.93e-36, 1.91e-143j)
| (0.033885090202891239468 - 9.5215428463862113911e-813j)  +/-  (5.26e-39, 2.56e-146j)
| (0.040096567051896268688 - 6.3215174251916666298e-813j)  +/-  (5.08e-43, 2.47e-150j)
| (0.041882307588824774915 + 4.5576770102107015514e-813j)  +/-  (6.62e-44, 3.22e-151j)
| (0.034888682091698189525 + 2.1126897295963408788e-813j)  +/-  (2.5e-39, 1.21e-146j)
| (0.026697817870668848508 - 1.019036365558446203e-813j)  +/-  (7.5e-35, 3.65e-142j)
| (0.012953308720993167499 + 4.6434537577719027373e-812j)  +/-  (1.3e-34, 6.33e-142j)
| (0.035826176500440641552 - 8.5305323306858365544e-813j)  +/-  (4.55e-41, 2.21e-148j)
| (0.031706025482725888414 - 1.0712859794001646006e-812j)  +/-  (1.02e-38, 4.94e-146j)
| (0.0382652457003135571 + 2.7358706465303884328e-813j)  +/-  (1.16e-43, 5.63e-151j)
| (0.037516197664549214913 - 2.5772702177414730888e-813j)  +/-  (5.36e-43, 2.61e-150j)
| (0.040968894661674587619 - 3.5806566043541691389e-813j)  +/-  (2.44e-46, 1.19e-153j)
| (0.034888682091698189525 + 9.0040220639534447894e-813j)  +/-  (5.26e-42, 2.56e-149j)
| (0.0382652457003135571 + 7.3118088712007530068e-813j)  +/-  (4e-45, 1.95e-152j)
| (0.041847437930615806745 - 4.7755691036505903211e-813j)  +/-  (1.09e-47, 5.32e-155j)
| (0.036701110045497410066 + 2.4209638838983211218e-813j)  +/-  (9.25e-44, 4.5e-151j)
| (0.033885090202891239468 - 1.9602726983026227452e-813j)  +/-  (1.87e-42, 9.11e-150j)
| (0.040968894661674587619 - 5.7528813589078971665e-813j)  +/-  (5.55e-48, 2.7e-155j)
| (0.037516197664549214913 - 7.6887409711310241065e-813j)  +/-  (1.78e-45, 8.66e-153j)
| (0.041295723531538245123 + 5.4908770525011531681e-813j)  +/-  (2.54e-48, 1.23e-155j)
| (0.041295723531538245123 + 3.7633522709364267253e-813j)  +/-  (3.06e-49, 1.49e-156j)
| (0.038942894302692218348 - 2.8975408329634903376e-813j)  +/-  (1.31e-47, 6.38e-155j)
| (0.029304959184236624764 - 1.2184003958504965857e-812j)  +/-  (1.17e-44, 5.66e-152j)
| (0.038942894302692218348 - 6.9606594403679739481e-813j)  +/-  (1.14e-47, 5.56e-155j)
| (0.041739169358845579989 + 5.0029039238578042967e-813j)  +/-  (1.58e-49, 7.69e-157j)
| (0.041739169358845579989 + 4.1459996120453404973e-813j)  +/-  (1.53e-50, 7.46e-158j)
| (0.039552391767456253316 + 3.0624403558575580853e-813j)  +/-  (3.65e-50, 1.77e-157j)
| (0.041553920872430942782 - 3.9514817711088513218e-813j)  +/-  (1.66e-50, 8.08e-158j)
| (0.040570275971442910922 + 6.0290304605118152485e-813j)  +/-  (2.8e-50, 1.36e-157j)
| (0.039552391767456253316 + 6.6315959716550465305e-813j)  +/-  (4.57e-50, 2.22e-157j)
| (0.041553920872430942782 - 5.2411221216297900574e-813j)  +/-  (8.45e-51, 4.12e-158j)
| (0.040570275971442910922 + 3.4031811961440353682e-813j)  +/-  (3.72e-52, 1.82e-159j)
| (0.040096567051896268688 - 3.2307213591761137551e-813j)  +/-  (3.67e-52, 1.8e-159j)
| (0.041847437930615806745 - 4.3479469495304992384e-813j)  +/-  (3.72e-52, 1.75e-159j)
