Starting with polynomial:
P : 218266320541953276229/17179869184*t^37 - 995653215622882753209/8589934592*t^35 + 8343854412614299129005/17179869184*t^33 - 1330179688967496962595/1073741824*t^31 + 9231844109998299815025/4294967296*t^29 - 5766351859475861115231/2147483648*t^27 + 10708939167598027785429/4294967296*t^25 - 1880961212107381929525/1073741824*t^23 + 8065816723104536070675/8589934592*t^21 - 1650898159699758844875/4294967296*t^19 + 1026558492031486408995/8589934592*t^17 - 29933952597830650005/1073741824*t^15 + 20542908645570053925/4294967296*t^13 - 1257729100749186975/2147483648*t^11 + 210258664258982625/4294967296*t^9 - 2803448856786435/1073741824*t^7 + 1369126185872445/17179869184*t^5 - 9821565178425/8589934592*t^3 + 83945001525/17179869184*t
Extension levels are: 37 38
-------------------------------------------------
Trying to find an order 38 Kronrod extension for:
P1 : 218266320541953276229/17179869184*t^37 - 995653215622882753209/8589934592*t^35 + 8343854412614299129005/17179869184*t^33 - 1330179688967496962595/1073741824*t^31 + 9231844109998299815025/4294967296*t^29 - 5766351859475861115231/2147483648*t^27 + 10708939167598027785429/4294967296*t^25 - 1880961212107381929525/1073741824*t^23 + 8065816723104536070675/8589934592*t^21 - 1650898159699758844875/4294967296*t^19 + 1026558492031486408995/8589934592*t^17 - 29933952597830650005/1073741824*t^15 + 20542908645570053925/4294967296*t^13 - 1257729100749186975/2147483648*t^11 + 210258664258982625/4294967296*t^9 - 2803448856786435/1073741824*t^7 + 1369126185872445/17179869184*t^5 - 9821565178425/8589934592*t^3 + 83945001525/17179869184*t
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : 218266320541953276229/17179869184*t^75 - 45009419818215903097125/188978561024*t^73 + 1231846178883721137829627275/574778293354496*t^71 - 14729104964429975961796925168575/1194964071883997184*t^69 + 20473091377262190613783464008963183225/402216143526292969488384*t^67 - 84632374260805366447595688867962259103775/526500931875917497060294656*t^65 + 189833619711647657337110990345330112210543038075/470197152565264575638571709366272*t^63 - 296482733530106234882724864316083807483220502298325/358029009614417570761236880476340224*t^61 + 1021961123406323871327052364231549325590516418801535536475/723059634540854691536280509387275757420544*t^59 - 853590170135853688763355457906781020498521914339174160366746425/419404233478711896133395682945504817609969762304*t^57 + 18058313986764047629532073577426218097054919496936817881255608837695/7228501864711179315175096828179599782310763848269824*t^55 - 142228370661245366311230944963283198860236565210325017978151989211588425/53989680427527798305042798209673430774079095182727315456*t^53 + 307408139808580084652878904174053610275234153934246728019153720336962993485879775/128061822486935439859526471216143333695861707311671030371196076032*t^51 - 630193817800932480987946831617574083706185790816804462492513296774636247483328295775/331978931160298971929179122215982235384238832587621867732263961100288*t^49 + 355756231773201600535252578045574912273373961280383907677313588359152345440604105244601775/272236691076769416031319371121056314267655759005673948984038536443305394176*t^47 - 385036661181944341286482451304445798060583447321998045697926320816239034485357728816731396476305/490704730009039335010540947210106159073249632017414253326086573669302869864480768*t^45 + 9693603357838048546266352035336316994691744901578260447317371849006276467998623348305323769574264008425/23563912876408998317433475455704952777485983004605785199456296958209164678170522542931968*t^43 - 37248269855835117905798656390714615509214207726796082253523244622833000700685964641836040404706480559518675/197771920771700722878219159499731668661439855357656355179036700370249519143885195702828007424*t^41 + 365865038437593186468641890590303341165742127137886100097861653562105348907217694503031957399676575768546312814062925/4862058071250244123584333482132601695617366141120203915597126113064228728178497780586945197784919179264*t^39 - 369435147850273453134825587767401873339145978748358113493646574846915851446091723119177341420135527315438027117842690425/14101589092649458039769095209345255784522234264628964756536864769923951387960369729629003388642193926258688*t^37 + 69473884756077448137067942069523939057863678198432057136128876404852370530120883043395393962984107136717337270981475/8761471943242906517408571114846384457609340953481804757090316725643958613209300857178629008165389205504*t^35 - 13322649366408232615444648436986475630977651163768474677980381325924940000904555139310618871471765056015287928182025/6405445874471704764828115016736432334554728260108546335015609706983398313858900626676812804288982024192*t^33 + 11423912216171853111151446798236664313030796792087431828358623009797800696325981412322679535936719451259581910675/24263052554817063503136799305819819449070940379199039147786400405240145128253411464684896985943113728*t^31 - 71625514188375245923115248827381131196384406429476046955510663660272082849743821683006852461065383080475895775/782679114671518177520541913090961917711965818683839972509238722749682100911400369828545064062681088*t^29 + 234028710655647292313980071540360575351885960951983814693627011654418220366722416153507163424060504632194225/15422248564956023202375210110166737294817060466676649704615541334969105436677839799577242641629184*t^27 - 8517131236405643449575966189106445157091036413572263008820904758654902529485229693344799661007035726540863/3998360739062672682097276695228413372730349009879131404900325531288286594694254762853359203385344*t^25 + 31582648088504716790192635259512385567515541136416646716485639285740393143309762448733684622317676310998075/125948363280474189486064215899695021241005993811192639254360254235581027732869025029880814906638336*t^23 - 2521777167141751070068405908458631112287151298516157060806262954075668533467084931949874562463844440035675/103048660865842518670416176645205017379004904027339432117203844374566295417801929569902484923613184*t^21 + 19159035362526161040937234366115381776328700420583732612694533965229473437324655350827923680845965912625/9814158177699287492420588251924287369429038478794231630209889940434885277885898054276427135582208*t^19 - 4501716857176829381982896918311247700848023105259540924313152856475371358489577354120789115619229234875/35985246651564054138875490257055720354573141088912182644102929781594579352248292865680232830468096*t^17 + 1870381036170977085797800439180701649241358121746416673417302659882417428395307925185408765104729172805/296878284875403446645722794620709692925228413983525506813849170698155279656048416141861920851361792*t^15 - 28802593040659026808060441285323370438005375089670181130218686059331012490856758008122640650480125/118798833483554800578520526058707360114137020401570831057962853420630364008022575486939544158208*t^13 + 5965581524409511448999999896993381904452036247469177094399375063380126657061470835080578054314643225/868289177269997177286415055234763833071635791435687503799644886342991785660700743984800456683552768*t^11 - 49026553588621088710186198093017375476139028694858395583108848855370744081069691110638629335029768525/359708525529034285172199400609528980664313118324766177710452886096819415205073935485339607373359087616*t^9 + 35163427263944882095687455732848721429646655274967034238488030123883760805002940471442612592821025/19983806973835238065122188922751610036906284351375898761691827005378856400281885304741089298519949312*t^7 - 113004985160157810021644106192325928514475529684327004376316894519311416581786105553499209385295/8564488703072244885052366681179261444388407579161099469296497288019509885835093702031895413651406848*t^5 + 7242561468614373827531896730994626472508758426612624489769669974448806822636833409303895307075/154160796655300407930942600261226705998991336424899790447336951184351177945031686636574117445725323264*t^3 - 2575046682281165082085673699173552122414615630372865446341594705456175125515804990794638275/51386932218433469310314200087075568666330445474966596815778983728117059315010562212191372481908441088*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 + 1.3154794210992572283e-810j)  +/-  (3.24e-228, 3.24e-228j)
| (-0.97349303005648574433 + 3.1280116419424708713e-811j)  +/-  (2.47e-228, 2.47e-228j)
| (-0.9371934202301551659 - 1.6130651355435004411e-819j)  +/-  (5.06e-229, 5.06e-229j)
| (-0.99965882675963289507 - 2.9200889760971980282e-820j)  +/-  (9.54e-229, 9.54e-229j)
| (0.92178143741246374267 - 3.9358796228613152083e-827j)  +/-  (2.53e-229, 2.53e-229j)
| (0.88612496215548607895 + 2.680817478781359408e-827j)  +/-  (4.01e-230, 4.01e-230j)
| (0.9630853700673327047 - 2.0515073294171159789e-825j)  +/-  (1.59e-228, 1.59e-228j)
| (-0.92178143741246374267 - 4.0016956335970751112e-829j)  +/-  (2.37e-229, 2.37e-229j)
| (-0.99446123428873634688 - 1.2946040555175214741e-827j)  +/-  (3.51e-228, 3.51e-228j)
| (-0.99794458247791364894 + 7.4027063146196193477e-832j)  +/-  (2.64e-228, 2.64e-228j)
| (0.84425298734055596799 - 4.6311748517928772555e-836j)  +/-  (4.06e-231, 4.06e-231j)
| (0.98918596321431918668 - 2.3815759772102271134e-831j)  +/-  (3.75e-228, 3.75e-228j)
| (-0.88612496215548607895 - 5.3296541751962500914e-851j)  +/-  (3.94e-230, 3.94e-230j)
| (-0.86594524851877270252 + 7.8001337393450731124e-852j)  +/-  (1.35e-230, 1.35e-230j)
| (0.99446123428873634688 + 3.8474717672149076912e-848j)  +/-  (3.46e-228, 3.46e-228j)
| (0.79645920050990229339 + 7.3430757097685266109e-862j)  +/-  (3.28e-232, 3.28e-232j)
| (0.9047509817758006591 - 1.9945598112734651092e-859j)  +/-  (1.07e-229, 1.07e-229j)
| (-0.95097234326209482133 - 1.1968224100301428293e-856j)  +/-  (9.77e-229, 9.77e-229j)
| (-0.79645920050990229339 - 7.0240676619955078995e-862j)  +/-  (3.08e-232, 3.08e-232j)
| (-0.9630853700673327047 + 1.1754734063751637914e-856j)  +/-  (1.69e-228, 1.69e-228j)
| (0.86594524851877270252 + 1.1692461776189681533e-863j)  +/-  (1.38e-230, 1.38e-230j)
| (0.77044250697223719051 + 5.42049107723170851e-866j)  +/-  (6.82e-233, 6.82e-233j)
| (-0.98218818925659885222 - 1.0896730994791952983e-858j)  +/-  (3.21e-228, 3.21e-228j)
| (-0.84425298734055596799 - 6.4428882493205924288e-870j)  +/-  (4.56e-231, 4.56e-231j)
| (-0.82107904417675282698 - 4.882758546940423218e-871j)  +/-  (1.23e-231, 1.23e-231j)
| (0.97349303005648574433 - 9.5436433891950481438e-865j)  +/-  (2.47e-228, 2.47e-228j)
| (0.62109260840892448315 - 3.4508763381565349106e-889j)  +/-  (8.3e-237, 8.3e-237j)
| (0.82107904417675282698 + 4.5216196529280890439e-884j)  +/-  (1.27e-231, 1.27e-231j)
| (-0.98918596321431918668 - 4.4502922951729002381e-879j)  +/-  (3.49e-228, 3.49e-228j)
| (-0.62109260840892448315 - 1.649591805551470981e-899j)  +/-  (8.64e-237, 8.64e-237j)
| (-0.9047509817758006591 + 5.2351746049649256052e-891j)  +/-  (1.08e-229, 1.08e-229j)
| (0.68448630913095935745 + 2.023993758550980443e-895j)  +/-  (4.24e-235, 4.24e-235j)
| (0.74307883398196526255 + 1.637477967782983734e-891j)  +/-  (1.42e-233, 1.42e-233j)
| (0.99965882675963289507 - 4.1386016325859485561e-888j)  +/-  (9.6e-229, 9.6e-229j)
| (-0.71441125252574930792 + 9.4810468017850355914e-918j)  +/-  (2.64e-234, 2.64e-234j)
| (-0.74307883398196526255 - 4.3357620910346645356e-917j)  +/-  (1.35e-233, 1.35e-233j)
| (0.99794458247791364894 + 2.9826435577480156652e-909j)  +/-  (2.62e-228, 2.62e-228j)
| (0.48171087780320555415 + 8.7133109291565431767e-927j)  +/-  (9.21e-241, 9.21e-241j)
| (0.9371934202301551659 - 1.3437579605391215568e-913j)  +/-  (5.27e-229, 5.27e-229j)
| (-0.68448630913095935745 + 1.5540391324921785368e-925j)  +/-  (4.29e-235, 4.29e-235j)
| (-0.51797948853527153673 - 1.7291887034124585591e-930j)  +/-  (9.77e-240, 9.77e-240j)
| (-0.65336076705060400354 - 2.4232750780361161912e-926j)  +/-  (6.45e-236, 6.45e-236j)
| (0.58773467434426690175 - 1.674801590875824603e-926j)  +/-  (9.89e-238, 9.89e-238j)
| (0.28900739085697872281 - 1.1401681802532033368e-936j)  +/-  (1.53e-246, 1.53e-246j)
| (1.4484370136081429945e-960 + 3.9633652582751465203e-961j)  +/-  (1.13e-958, 1.13e-958j)
| (-0.55334239186158178124 + 2.8155493800635898826e-929j)  +/-  (1.04e-238, 1.04e-238j)
| (-0.77044250697223719051 - 4.7863229478217666515e-923j)  +/-  (6.9e-233, 6.9e-233j)
| (0.95097234326209482133 - 1.3604367890220312994e-928j)  +/-  (9.92e-229, 9.92e-229j)
| (0.51797948853527153673 + 1.161253823113255928e-942j)  +/-  (9.88e-240, 9.88e-240j)
| (0.65336076705060400354 + 3.2037908555477127742e-938j)  +/-  (6.17e-236, 6.17e-236j)
| (-0.4067005093183261101 + 4.9897238424548784305e-946j)  +/-  (5.86e-243, 5.86e-243j)
| (-0.44459708351663245758 + 5.9130690544792930793e-945j)  +/-  (7.58e-242, 7.58e-242j)
| (-0.20789198706614900298 - 1.4121623374720182511e-951j)  +/-  (4.35e-249, 4.35e-249j)
| (0.55334239186158178124 - 6.5301388587020018911e-940j)  +/-  (1.07e-238, 1.07e-238j)
| (0.4067005093183261101 + 4.116371583809542164e-945j)  +/-  (5.36e-243, 5.36e-243j)
| (0.041870739435728385976 - 1.0637071342101165865e-957j)  +/-  (2.17e-254, 2.17e-254j)
| (-0.48171087780320555415 - 1.2334111840297845546e-945j)  +/-  (8.81e-241, 8.81e-241j)
| (-0.58773467434426690175 - 7.0289166807157813121e-941j)  +/-  (9.63e-238, 9.63e-238j)
| (0.20789198706614900298 - 4.6614633968995130446e-952j)  +/-  (4.2e-249, 4.2e-249j)
| (0.44459708351663245758 + 2.4896596299305217429e-944j)  +/-  (7.99e-242, 7.99e-242j)
| (0.16675393023985197697 - 7.3411146878527922044e-954j)  +/-  (2.26e-250, 2.26e-250j)
| (-0.16675393023985197697 - 1.5272130371990910039e-953j)  +/-  (2.1e-250, 2.1e-250j)
| (-0.36809052012030650274 - 5.5012519234068219588e-947j)  +/-  (3.9e-244, 3.9e-244j)
| (0.71441125252574930792 + 6.0420468494380160466e-950j)  +/-  (2.68e-234, 2.68e-234j)
| (0.36809052012030650274 - 2.8493639497926969551e-961j)  +/-  (3.8e-244, 3.8e-244j)
| (0.083670408954769901943 - 4.9688116701977522149e-971j)  +/-  (4.57e-253, 4.57e-253j)
| (-0.083670408954769901943 + 2.2238974303707171805e-970j)  +/-  (4.65e-253, 4.65e-253j)
| (-0.3288374298837069995 + 5.9990159111536912274e-962j)  +/-  (2.55e-245, 2.55e-245j)
| (-0.12532330473556030584 - 1.8072549282507551895e-968j)  +/-  (1.13e-251, 1.13e-251j)
| (0.24866779279136575881 + 8.1982739847473516226e-966j)  +/-  (7.01e-248, 7.01e-248j)
| (0.3288374298837069995 + 1.1963562032090467732e-962j)  +/-  (2.55e-245, 2.55e-245j)
| (0.12532330473556030584 + 2.2647809582347468794e-969j)  +/-  (1.09e-251, 1.09e-251j)
| (-0.24866779279136575881 - 3.2767342723473244213e-964j)  +/-  (7.03e-248, 7.03e-248j)
| (-0.28900739085697872281 + 1.6925011686766102329e-963j)  +/-  (1.53e-246, 1.53e-246j)
| (-0.041870739435728385976 - 8.1119810517852541505e-972j)  +/-  (2.17e-254, 2.17e-254j)
-------------------------------------------------
The weights are:
| (0.0078452693215423331953 - 1.5373135669257197009e-811j)  +/-  (2.45e-19, 1.35e-126j)
| (0.0095489899091199026807 + 3.4117748604672635606e-812j)  +/-  (1.14e-19, 6.26e-127j)
| (0.014598847925947967675 - 1.3539888920047846985e-811j)  +/-  (7.64e-20, 4.2e-127j)
| (0.00091904646782134070702 + 1.034115955579848558e-812j)  +/-  (1.44e-20, 7.93e-128j)
| (0.016223322901758750087 + 3.5629357944649616357e-811j)  +/-  (7.93e-21, 4.36e-128j)
| (0.019410601053138668109 + 2.6890029461054268068e-811j)  +/-  (5.49e-21, 3.02e-128j)
| (0.01126526020889249745 - 7.7757447709155014604e-811j)  +/-  (2.93e-21, 1.61e-128j)
| (0.016223322901758750087 + 1.0912564525725244743e-811j)  +/-  (6.41e-21, 3.53e-128j)
| (0.0043905342414767859311 + 6.2363136877406289616e-812j)  +/-  (5.75e-21, 3.16e-128j)
| (0.0025743011478996927288 - 3.2619514941306955334e-812j)  +/-  (1.14e-20, 6.25e-128j)
| (0.022437982794032496898 + 2.1792954361195466987e-811j)  +/-  (7.09e-23, 3.9e-130j)
| (0.0061463178263428321253 - 1.1443261960200946454e-810j)  +/-  (2.96e-23, 1.63e-130j)
| (0.019410601053138668109 + 8.2887264655178958715e-812j)  +/-  (2.55e-23, 1.4e-130j)
| (0.020941764040145194136 - 7.5617411201740505437e-812j)  +/-  (8.33e-24, 4.58e-131j)
| (0.0043905342414767859311 + 4.6990133948874219955e-811j)  +/-  (6.03e-24, 3.31e-131j)
| (0.025327086976217780853 + 1.8379077062965657073e-811j)  +/-  (3.2e-25, 1.76e-132j)
| (0.017833986318552604472 - 3.0591869079928866156e-811j)  +/-  (1.99e-23, 1.09e-130j)
| (0.012953308720993167499 + 1.8784718244717498222e-811j)  +/-  (3.02e-23, 1.66e-130j)
| (0.025327086976217780853 + 6.3317433849725583966e-812j)  +/-  (7.8e-27, 4.29e-134j)
| (0.01126526020889249745 - 3.4509643386204055963e-811j)  +/-  (2.08e-23, 1.15e-130j)
| (0.020941764040145194136 - 2.4054004071675891623e-811j)  +/-  (5.58e-26, 3.07e-133j)
| (0.026697817870668848508 - 1.7063450371175087137e-811j)  +/-  (5.17e-28, 2.84e-135j)
| (0.0078452693215423331953 + 2.7605819414819737543e-811j)  +/-  (9.91e-24, 5.45e-131j)
| (0.022437982794032496898 + 7.0321030270201023505e-812j)  +/-  (1.47e-26, 8.07e-134j)
| (0.023904123957172006583 - 6.6337663606849239277e-812j)  +/-  (3.15e-27, 1.73e-134j)
| (0.0095489899091199026807 + 1.4508882346547286815e-810j)  +/-  (2.91e-28, 1.6e-135j)
| (0.032821672992737947711 + 1.2600831230484201184e-811j)  +/-  (9.99e-33, 5.5e-140j)
| (0.023904123957172006583 - 1.9933369667826985678e-811j)  +/-  (1.55e-28, 8.52e-136j)
| (0.0061463178263428321253 - 1.1697946828246982938e-811j)  +/-  (4.29e-25, 2.36e-132j)
| (0.032821672992737947711 + 5.5978126521496708406e-812j)  +/-  (6.57e-34, 3.61e-141j)
| (0.017833986318552604472 - 9.332090188244779507e-812j)  +/-  (1.14e-26, 6.28e-134j)
| (0.030535249531992040197 + 1.4064324544777540841e-811j)  +/-  (1.03e-32, 5.66e-140j)
| (0.02802259967818917566 + 1.5929701704146236953e-811j)  +/-  (2.69e-31, 1.48e-138j)
| (0.00091904646782134070702 + 6.9055841867995804895e-812j)  +/-  (2.19e-31, 1.2e-138j)
| (0.029304959184236624764 - 5.7988439799774086252e-812j)  +/-  (1.05e-33, 5.75e-141j)
| (0.02802259967818917566 + 5.9300009973305952527e-812j)  +/-  (5.16e-33, 2.83e-140j)
| (0.0025743011478996927288 - 2.2488859337153824335e-811j)  +/-  (5.53e-31, 3.04e-138j)
| (0.036701110045497410066 + 1.0434342561232944815e-811j)  +/-  (4.93e-39, 2.71e-146j)
| (0.014598847925947967675 - 4.2919817427163742805e-811j)  +/-  (1.23e-31, 6.74e-139j)
| (0.030535249531992040197 + 5.7031911038287745131e-812j)  +/-  (3.08e-35, 1.7e-142j)
| (0.035826176500440641552 - 5.5937615342364821973e-812j)  +/-  (1.65e-39, 9.07e-147j)
| (0.031706025482725888414 - 5.6380793601301787099e-812j)  +/-  (3.93e-36, 2.16e-143j)
| (0.033885090202891239468 - 1.19771858512685918e-811j)  +/-  (5.26e-39, 2.89e-146j)
| (0.040096567051896268688 - 8.5995243942071333548e-812j)  +/-  (5.08e-43, 2.79e-150j)
| (0.041882307588824774915 + 6.9514589822846425964e-812j)  +/-  (6.62e-44, 3.64e-151j)
| (0.034888682091698189525 + 5.5771377018907819776e-812j)  +/-  (2.5e-39, 1.37e-146j)
| (0.026697817870668848508 - 6.1033559603065047414e-812j)  +/-  (7.5e-35, 4.12e-142j)
| (0.012953308720993167499 + 5.4709852186299183362e-811j)  +/-  (1.3e-34, 7.16e-142j)
| (0.035826176500440641552 - 1.0901392071312860332e-811j)  +/-  (4.55e-41, 2.5e-148j)
| (0.031706025482725888414 - 1.3291693406570622192e-811j)  +/-  (1.02e-38, 5.59e-146j)
| (0.0382652457003135571 + 5.7285660980009983143e-812j)  +/-  (1.16e-43, 6.36e-151j)
| (0.037516197664549214913 - 5.6705488083122141105e-812j)  +/-  (5.36e-43, 2.95e-150j)
| (0.040968894661674587619 - 6.1970163915527417434e-812j)  +/-  (2.44e-46, 1.34e-153j)
| (0.034888682091698189525 + 1.1412897832109034676e-811j)  +/-  (5.26e-42, 2.89e-149j)
| (0.0382652457003135571 + 9.610206305117321874e-812j)  +/-  (4e-45, 2.2e-152j)
| (0.041847437930615806745 - 7.1393522978440823763e-812j)  +/-  (1.09e-47, 6.02e-155j)
| (0.036701110045497410066 + 5.6255374593999709736e-812j)  +/-  (9.25e-44, 5.09e-151j)
| (0.033885090202891239468 - 5.578062298471139981e-812j)  +/-  (1.87e-42, 1.03e-149j)
| (0.040968894661674587619 - 8.0415878285194630896e-812j)  +/-  (5.55e-48, 3.05e-155j)
| (0.037516197664549214913 - 1.000501745797570868e-811j)  +/-  (1.78e-45, 9.79e-153j)
| (0.041295723531538245123 + 7.7918355789748619205e-812j)  +/-  (2.54e-48, 1.4e-155j)
| (0.041295723531538245123 + 6.3247215940512362674e-812j)  +/-  (3.06e-49, 1.68e-156j)
| (0.038942894302692218348 - 5.7995145417067553034e-812j)  +/-  (1.31e-47, 7.22e-155j)
| (0.029304959184236624764 - 1.4937653514710869513e-811j)  +/-  (1.17e-44, 6.41e-152j)
| (0.038942894302692218348 - 9.2471304460138482394e-812j)  +/-  (1.14e-47, 6.29e-155j)
| (0.041739169358845579989 + 7.3411856067603852511e-812j)  +/-  (1.58e-49, 8.69e-157j)
| (0.041739169358845579989 + 6.613346644532917838e-812j)  +/-  (1.53e-50, 8.44e-158j)
| (0.039552391767456253316 + 5.8822287528356238442e-812j)  +/-  (3.65e-50, 2.01e-157j)
| (0.041553920872430942782 - 6.4632099641607305865e-812j)  +/-  (1.66e-50, 9.14e-158j)
| (0.040570275971442910922 + 8.3099729612632522695e-812j)  +/-  (2.8e-50, 1.54e-157j)
| (0.039552391767456253316 + 8.9114480333709667193e-812j)  +/-  (4.57e-50, 2.52e-157j)
| (0.041553920872430942782 - 7.5585410254776175869e-812j)  +/-  (8.45e-51, 4.65e-158j)
| (0.040570275971442910922 + 6.0805152772943294388e-812j)  +/-  (3.72e-52, 2.06e-159j)
| (0.040096567051896268688 - 5.9757586391827075078e-812j)  +/-  (3.67e-52, 2.04e-159j)
| (0.041847437930615806745 - 6.7761248006908570544e-812j)  +/-  (3.72e-52, 1.98e-159j)
