Starting with polynomial:
P : 14023284727082855679/4294967296*t^35 - 120925426269772451145/4294967296*t^33 + 59560284580634192355/536870912*t^31 - 142028370923050766385/536870912*t^29 + 457646972974274691685/1073741824*t^27 - 526669139390066940267/1073741824*t^25 + 223164889572062262825/536870912*t^23 - 141505556545693615275/536870912*t^21 + 270146971587233265525/2147483648*t^19 - 96845140757687397075/2147483648*t^17 + 6456342717179159805/536870912*t^15 - 1257729100749186975/536870912*t^13 + 347882517228498525/1073741824*t^11 - 32706903329175075/1073741824*t^9 + 977947275623175/536870912*t^7 - 33393321606645/536870912*t^5 + 4281195077775/4294967296*t^3 - 20419054425/4294967296*t
Extension levels are: 35 36
-------------------------------------------------
Trying to find an order 36 Kronrod extension for:
P1 : 14023284727082855679/4294967296*t^35 - 120925426269772451145/4294967296*t^33 + 59560284580634192355/536870912*t^31 - 142028370923050766385/536870912*t^29 + 457646972974274691685/1073741824*t^27 - 526669139390066940267/1073741824*t^25 + 223164889572062262825/536870912*t^23 - 141505556545693615275/536870912*t^21 + 270146971587233265525/2147483648*t^19 - 96845140757687397075/2147483648*t^17 + 6456342717179159805/536870912*t^15 - 1257729100749186975/536870912*t^13 + 347882517228498525/1073741824*t^11 - 32706903329175075/1073741824*t^9 + 977947275623175/536870912*t^7 - 33393321606645/536870912*t^5 + 4281195077775/4294967296*t^3 - 20419054425/4294967296*t
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : 14023284727082855679/4294967296*t^71 - 18167063745930570815799/313532612608*t^69 + 281760631653411613035912033/572197018009600*t^67 - 1225852512385670966780525614131/459474205461708800*t^65 + 85713756889900086381070798495029163/8280586696555233280000*t^63 - 18511665591800795145862289138987333859/604482828848532029440000*t^61 + 506462708570242444153651311895925382644286591/7050430810487016965275648000000*t^59 - 1199982919062857292734989747893476639827473005303/8749584635814388053907079168000000*t^57 + 15884706251131149148529897620539071146521464156062548933/73165339162375285064979082064691200000000*t^55 - 2114408302423389776763662707154208533384049099991621756267309/7320470211484464296834404081084200386560000000*t^53 + 65365140074265324254073819965875345867322070682705018199899189069/200397872039387210125841811719679985582080000000000*t^51 - 7827836817571215942479022102530539607229959986860581790887504771/24850697814956066442806730227499359272960000000000*t^49 + 18215716826505430003723157720328074117368081452295087467013891421679114668807/69644237325906419360999275716290329265961457549312000000000000*t^47 - 831996622120459984450835181922230391363049097712215520435334835322946810619968887/4438357600542690199457122842123466393790457728160104448000000000000*t^45 + 1778717575340271516181752088542047882559412719956516547790666002531412580944047916661/15300004950759662604239692908542282763038772335129693388800000000000000*t^43 - 542668075209572383200195216412322738466372447365338192282312900344494281390371108766639981/8686134110650226413341562697730533312515134868872164660382924800000000000000*t^41 + 76843443486020752239978623207513432900470220822477787430158336971424522566595467177770582490010457/2640487025081470747990371987113371782826796050413584218809377888993280000000000000000*t^39 - 12826753032128570833650992148767742390277314461189294194683094858409262096498900664134774353740716667/1092281466042035066085350545335898127496017966187752671847479320080220160000000000000000*t^37 + 51434577834805381910543931620794064536146483108981425005832209354296477720445517002595603032228625758425395471/12550565426811038809299546393305190768304594043073467204499559030835215721275392000000000000000000*t^35 - 2264129981863074845784647631695049916985936620854890880354386801079187324208953833533166268408378823506608083/1835124692659765338502622749945464868642856607978809490405817875096913895379763200000000000000000*t^33 + 4438590165428096095721604967794119248875329930321913125747618212805956327119163469827221120279558250515073/13902459792877010140171384469283824762445883393778859775801650568916014358937600000000000000000*t^31 - 31697928448916060823544128559751309758526923962437641363279465368102336952018616662476161520589856967551/448466444931516456134560789331736282659544625605769670187150018352129495449600000000000000000*t^29 + 5556326997940102311764271863903357226425768403856567731251077441437278181230273856304689017561884342939/417537724591411872952866941791616539027851892805371761898381051569224013004800000000000000000*t^27 - 163536974705962204408049145805323365562886962405605731850637221341924693012473090295640669472594175477/77321800850261457954234618850299359079231832000994770721922416957263706112000000000000000000*t^25 + 1739410083150268138036679589252304104607663021803423777905695120603359050685376385242179810031764587/6185744068020916636338769508023948726338546560079581657753793356581096488960000000000000000*t^23 - 21482570033699257789954046287616661563484832754187108173573634140006436977344866840026086239961637/694655750954220584829487484858304402423045335623910239640800323466326343680000000000000000*t^21 + 17164290925600720780720988605816973206139755135028025015997271693301411296024319162184984226201941/6185744068020916636338769508023948726338546560079581657753793356581096488960000000000000000*t^19 - 1235063890594792486660623581072719918704088750765019466838574781271202965767506425450143247155493/6185744068020916636338769508023948726338546560079581657753793356581096488960000000000000000*t^17 + 523054567844083531575735337421491378246123346511991002822976128558419941330645084867486415880971/46393080510156874772540771310179615447539099200596862433153450174358223667200000000000000000*t^15 - 16530056179627732429473352734882366165921861484192992669195009100374384319623751341825428258903/34021592374115041499863232294131717994862006080437699117645863461196030689280000000000000000*t^13 + 524019835147226732172090989244000119148862851625849938141328108625764484345037946201293704381/34021592374115041499863232294131717994862006080437699117645863461196030689280000000000000000*t^11 - 161611189963000744589607188882962846122856214681140165631621732768076235524412510027256895119/473209421203600122679915867363832077564898811846087996818165191778453881405440000000000000000*t^9 + 3500169259637926159803571665848976806659444896015769177536975901434795355690027705943183749/710720663263644628699337241404682660557242659937419520125366878073386672455680000000000000000*t^7 - 35703991366515943438900721938999930518654315907179333241146785166474440852307328355282963/866004169522928329087427731123352821687396518411141432085531069921353508454400000000000000000*t^5 + 1447186051922408985130744937241131241492999815982272626800742200523891616168268547262099/8833242529133868956691762857458198781211444487793642607272416913197805786234880000000000000000*t^3 - 574188451136698433010708526189445796070077008181790591239762496347435004098846602881/2944414176377956318897254285819399593737148162597880869090805637732601928744960000000000000000*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:
| (-0.99770656909960029726 - 3.1366406171928371291e-860j)  +/-  (7.71e-230, 7.71e-230j)
| (-0.97043761603922983322 - 5.2734250986118799279e-868j)  +/-  (7.64e-230, 7.64e-230j)
| (-0.95883869699584307892 + 1.0506664183206848492e-877j)  +/-  (4.69e-230, 4.69e-230j)
| (-0.99961929856058782042 + 8.0687836959060406227e-890j)  +/-  (2.98e-230, 2.98e-230j)
| (0.91285426135931761446 - 4.8823408216325952243e-907j)  +/-  (5.7e-231, 5.7e-231j)
| (0.93000375305070609923 - 1.4939977235809366293e-906j)  +/-  (1.33e-230, 1.33e-230j)
| (0.97043761603922983322 - 1.2090304607292221678e-904j)  +/-  (6.97e-230, 6.97e-230j)
| (-0.89391630583904940482 - 5.2455949347516506729e-907j)  +/-  (2.55e-231, 2.55e-231j)
| (0.98013165785134098802 - 1.5492969717780374952e-905j)  +/-  (9.5e-230, 9.5e-230j)
| (-0.99382029303890921226 - 5.6547466096794078929e-910j)  +/-  (1.08e-229, 1.08e-229j)
| (0.89391630583904940482 - 1.0836640603927159688e-920j)  +/-  (2.39e-231, 2.39e-231j)
| (0.98793576444385149804 + 2.7916340435848410128e-917j)  +/-  (1.22e-229, 1.22e-229j)
| (-0.85081354468109158704 + 2.2767132210418307369e-922j)  +/-  (2.85e-232, 2.85e-232j)
| (-0.87321912502522233152 - 1.382597535806088305e-921j)  +/-  (9.43e-232, 9.43e-232j)
| (0.99382029303890921226 + 3.3549998864849902084e-917j)  +/-  (1.06e-229, 1.06e-229j)
| (0.82674989909222540683 - 2.0689373586621901341e-924j)  +/-  (8.13e-233, 8.13e-233j)
| (0.85081354468109158704 - 9.3200415879545079445e-925j)  +/-  (2.67e-232, 2.67e-232j)
| (-0.93000375305070609923 - 2.4241650317628134899e-920j)  +/-  (1.34e-230, 1.34e-230j)
| (-0.77381025228691255527 - 3.5113617409905971573e-926j)  +/-  (4.88e-234, 4.88e-234j)
| (-0.91285426135931761446 - 3.5974581637372624044e-923j)  +/-  (6.14e-231, 6.14e-231j)
| (0.99770656909960029726 + 4.6904023429328894071e-922j)  +/-  (8.41e-230, 8.41e-230j)
| (0.8010672131257057147 + 8.9976165120440195101e-927j)  +/-  (2.2e-233, 2.2e-233j)
| (-0.94534514820782732954 - 4.1539494831223751401e-922j)  +/-  (2.76e-230, 2.76e-230j)
| (-0.8010672131257057147 + 3.7987337961349922966e-938j)  +/-  (2.25e-233, 2.25e-233j)
| (-0.82674989909222540683 - 1.0096259877517907605e-936j)  +/-  (8.01e-233, 8.01e-233j)
| (0.94534514820782732954 + 2.6872582453662125981e-935j)  +/-  (2.63e-230, 2.63e-230j)
| (0.71481450155662878326 - 1.8802242715711931151e-940j)  +/-  (1.88e-235, 1.88e-235j)
| (0.74503897566640677164 + 3.6443735382256760877e-939j)  +/-  (9.64e-235, 9.64e-235j)
| (0.99961929856058782042 - 1.7989757663910432383e-932j)  +/-  (3.22e-230, 3.22e-230j)
| (-0.61598571048722183054 - 2.1189062183830602984e-948j)  +/-  (6.27e-238, 6.27e-238j)
| (-0.13233927061341662561 + 3.0793138935697209652e-962j)  +/-  (1.13e-251, 1.13e-251j)
| (0.65022436466589038868 + 2.6044689315467689186e-948j)  +/-  (4.32e-237, 4.32e-237j)
| (0.68319041848815657678 - 1.2190402254269044165e-947j)  +/-  (2.99e-236, 2.99e-236j)
| (-0.98793576444385149804 - 2.7376394034164287199e-938j)  +/-  (1.14e-229, 1.14e-229j)
| (-0.65022436466589038868 - 1.0421725201553405725e-965j)  +/-  (4.36e-237, 4.36e-237j)
| (-0.74503897566640677164 + 2.2058743492202215145e-962j)  +/-  (1.03e-234, 1.03e-234j)
| (0.77381025228691255527 - 1.0321273602051289558e-961j)  +/-  (4.98e-234, 4.98e-234j)
| (0.58054534474976450993 - 1.5700126441715039744e-966j)  +/-  (7.87e-239, 7.87e-239j)
| (0.95883869699584307892 + 1.258564555035599017e-959j)  +/-  (4.62e-230, 4.62e-230j)
| (-0.71481450155662878326 - 5.5423240149780726686e-963j)  +/-  (1.78e-235, 1.78e-235j)
| (-0.54396835169625813821 + 7.300550693037517349e-968j)  +/-  (7.68e-240, 7.68e-240j)
| (-0.98013165785134098802 - 1.5091212743322689926e-965j)  +/-  (9.33e-230, 9.33e-230j)
| (0.54396835169625813821 + 3.0960951706350354163e-983j)  +/-  (7.83e-240, 7.83e-240j)
| (0.61598571048722183054 + 7.9255114882250763148e-981j)  +/-  (6.03e-238, 6.03e-238j)
| (-0.088371343275659263601 + 5.4247076045769963682e-999j)  +/-  (4.37e-253, 4.37e-253j)
| (-0.58054534474976450993 - 1.1601978238916822444e-983j)  +/-  (7.15e-239, 7.15e-239j)
| (-0.68319041848815657678 + 3.7017606349220975218e-981j)  +/-  (2.99e-236, 2.99e-236j)
| (0.87321912502522233152 + 5.3045974510713346109e-993j)  +/-  (8.76e-232, 8.76e-232j)
| (0.46768618346152964902 + 9.1416941260024102469e-1002j)  +/-  (6.78e-242, 6.78e-242j)
| (0.17605106116598956997 - 1.8663636939515739447e-1012j)  +/-  (1.96e-250, 1.96e-250j)
| (-0.38775069602784231261 + 3.1639080699891323921e-1005j)  +/-  (3.83e-244, 3.83e-244j)
| (-0.50632277324148861502 - 2.0571554054345819452e-1002j)  +/-  (7.95e-241, 7.95e-241j)
| (0.13233927061341662561 - 1.4887006693079118686e-1015j)  +/-  (9.62e-252, 9.62e-252j)
| (0.38775069602784231261 + 1.5829279646815125015e-1005j)  +/-  (3.58e-244, 3.58e-244j)
| (0.50632277324148861502 + 1.1485225285689148278e-1004j)  +/-  (8.13e-241, 8.13e-241j)
| (-4.4991051593157339467e-1044 - 5.7764348676734183394e-1044j)  +/-  (5.2e-1042, 5.2e-1042j)
| (-0.46768618346152964902 - 3.3995832781298450316e-1005j)  +/-  (6.71e-242, 6.71e-242j)
| (-0.30477400147105037962 + 5.1655057374128678159e-1011j)  +/-  (1.39e-246, 1.39e-246j)
| (0.044230407960476319025 - 1.3671523467533663525e-1018j)  +/-  (2.03e-254, 2.03e-254j)
| (0.42813754151781425419 + 1.593995610110305012e-1006j)  +/-  (5.82e-243, 5.82e-243j)
| (0.088371343275659263601 + 1.7708687661190533061e-1017j)  +/-  (4.53e-253, 4.53e-253j)
| (-0.26235294120929605797 - 2.3908935940449721705e-1012j)  +/-  (7.97e-248, 7.97e-248j)
| (-0.42813754151781425419 + 2.9552936946192319099e-1006j)  +/-  (5.49e-243, 5.49e-243j)
| (-0.044230407960476319025 + 7.3164991717708279751e-1019j)  +/-  (2.23e-254, 2.23e-254j)
| (0.30477400147105037962 - 9.9111954336149718022e-1011j)  +/-  (1.39e-246, 1.39e-246j)
| (0.26235294120929605797 + 1.0351382775798278909e-1011j)  +/-  (7.89e-248, 7.89e-248j)
| (-0.17605106116598956997 + 1.3465896251730477153e-1016j)  +/-  (2.06e-250, 2.06e-250j)
| (-0.34660155443081394588 + 4.1523891071670241249e-1009j)  +/-  (2.58e-245, 2.58e-245j)
| (-0.21941825841501800319 + 2.6467956335172598531e-1014j)  +/-  (4.26e-249, 4.26e-249j)
| (0.21941825841501800319 + 3.4862996374738467237e-1013j)  +/-  (4.01e-249, 4.01e-249j)
| (0.34660155443081394588 - 2.5344273385861579421e-1009j)  +/-  (2.32e-245, 2.32e-245j)
-------------------------------------------------
The weights are:
| (0.0028722600144707018818 - 9.2840990364512323089e-861j)  +/-  (7.79e-24, 2.51e-131j)
| (0.010644126760803645485 - 1.1716796845781885294e-860j)  +/-  (2.86e-24, 9.21e-132j)
| (0.012552138631619428563 + 9.6622826081543821563e-861j)  +/-  (2.06e-24, 6.64e-132j)
| (0.0010255091107466680101 - 1.6041269103744561611e-860j)  +/-  (2.66e-24, 8.56e-132j)
| (0.018046651129558703662 - 2.8287394133907383031e-862j)  +/-  (5.41e-26, 1.74e-133j)
| (0.016249771999849792514 + 2.5220764957051959756e-862j)  +/-  (4.41e-26, 1.42e-133j)
| (0.010644126760803645485 - 1.6233810004394500759e-862j)  +/-  (5.8e-27, 1.87e-134j)
| (0.019824630731925684309 + 5.7148028351472964846e-861j)  +/-  (3.07e-27, 9.89e-135j)
| (0.0087480347678970122676 + 1.3233431989137067413e-862j)  +/-  (2.03e-27, 6.54e-135j)
| (0.0048980908903161470913 + 3.7709080200855149387e-860j)  +/-  (9.97e-26, 3.21e-133j)
| (0.019824630731925684309 + 3.1356191291583490824e-862j)  +/-  (1.31e-27, 4.21e-135j)
| (0.0068554872187842001349 - 1.023912856014653865e-862j)  +/-  (4.66e-28, 1.5e-135j)
| (0.023241810895466635025 + 4.733926907022402201e-861j)  +/-  (7.54e-29, 2.43e-136j)
| (0.021560729002820740844 - 5.1787863358283247136e-861j)  +/-  (2.22e-28, 7.14e-136j)
| (0.0048980908903161470913 + 7.3585700238115626499e-863j)  +/-  (6.77e-29, 2.18e-136j)
| (0.024879389864978961423 - 4.0817256196132603129e-862j)  +/-  (1.34e-30, 4.31e-138j)
| (0.023241810895466635025 + 3.7618245696257812611e-862j)  +/-  (4.29e-30, 1.38e-137j)
| (0.016249771999849792514 + 7.1811384431783803301e-861j)  +/-  (7.41e-30, 2.39e-137j)
| (0.028024859270480325029 - 3.7437881797030493347e-861j)  +/-  (5.55e-33, 1.79e-140j)
| (0.018046651129558703662 - 6.3692772893455762666e-861j)  +/-  (4.46e-30, 1.44e-137j)
| (0.0028722600144707018818 - 4.5149785838970647209e-863j)  +/-  (6.77e-32, 2.18e-139j)
| (0.026478729839244521543 + 4.4042641211812316333e-862j)  +/-  (5.89e-34, 1.9e-141j)
| (0.014426148625293634297 - 8.2299588384884818605e-861j)  +/-  (5.18e-30, 1.67e-137j)
| (0.026478729839244521543 + 4.0288348241406376178e-861j)  +/-  (5.72e-33, 1.84e-140j)
| (0.024879389864978961423 - 4.3560340351797512731e-861j)  +/-  (2.96e-32, 9.53e-140j)
| (0.014426148625293634297 - 2.2178119434805412561e-862j)  +/-  (3.27e-33, 1.05e-140j)
| (0.030932985690892541246 - 5.4056357041408578106e-862j)  +/-  (1.52e-37, 4.9e-145j)
| (0.029507312940483805032 + 5.0658046386459490493e-862j)  +/-  (4.83e-37, 1.56e-144j)
| (0.0010255091107466680101 + 1.5361844060764449446e-863j)  +/-  (5.4e-34, 1.74e-141j)
| (0.034850776289816578629 + 2.7316139417021173108e-861j)  +/-  (9.57e-41, 3.08e-148j)
| (0.043854154924597308573 + 1.5162227998673794863e-861j)  +/-  (4.4e-43, 1.42e-150j)
| (0.033614549627794942441 - 6.1017302228494936458e-862j)  +/-  (1.35e-39, 4.36e-147j)
| (0.032305749674860325618 + 5.7503129442985896125e-862j)  +/-  (1.03e-38, 3.33e-146j)
| (0.0068554872187842001349 - 2.0808159903244067595e-860j)  +/-  (5.15e-36, 1.66e-143j)
| (0.033614549627794942441 - 2.8937395548596676205e-861j)  +/-  (4.81e-41, 1.55e-148j)
| (0.029507312940483805032 + 3.4940802502589362653e-861j)  +/-  (2.32e-39, 7.48e-147j)
| (0.028024859270480325029 - 4.7316535323345873668e-862j)  +/-  (1.65e-38, 5.3e-146j)
| (0.036019321064432511603 - 6.829456315381272841e-862j)  +/-  (7.19e-43, 2.31e-150j)
| (0.012552138631619428563 + 1.9194667035512574432e-862j)  +/-  (8.05e-37, 2.59e-144j)
| (0.030932985690892541246 - 3.2723664324536728779e-861j)  +/-  (1.05e-40, 3.38e-148j)
| (0.03712347803674947652 + 2.4479134215594614741e-861j)  +/-  (2.17e-44, 6.97e-152j)
| (0.0087480347678970122676 + 1.489258522689661774e-860j)  +/-  (2.26e-37, 7.28e-145j)
| (0.03712347803674947652 + 7.2045789704251761929e-862j)  +/-  (2.06e-44, 6.62e-152j)
| (0.034850776289816578629 + 6.4616657792812838067e-862j)  +/-  (1.57e-42, 5.06e-150j)
| (0.044067983466935987077 - 1.4500964524830131909e-861j)  +/-  (1.37e-48, 4.42e-156j)
| (0.036019321064432511603 - 2.5837977935304400794e-861j)  +/-  (2.72e-44, 8.77e-152j)
| (0.032305749674860325618 + 3.0731915357248140705e-861j)  +/-  (2.41e-42, 7.76e-150j)
| (0.021560729002820740844 - 3.4458550297841272162e-862j)  +/-  (6.13e-41, 1.97e-148j)
| (0.039105315164666643093 + 7.9842569860840835545e-862j)  +/-  (1.78e-47, 5.73e-155j)
| (0.043554545416973102985 - 1.1100984730691569686e-861j)  +/-  (1.2e-50, 3.87e-158j)
| (0.040781344758592937971 + 2.0003955567380320069e-861j)  +/-  (1.38e-49, 4.44e-157j)
| (0.038154553938451798028 - 2.3228115765472999485e-861j)  +/-  (2.36e-47, 7.61e-155j)
| (0.043854154924597308573 + 1.1610941626736109942e-861j)  +/-  (3.68e-51, 1.18e-158j)
| (0.040781344758592937971 + 8.8068614488371434149e-862j)  +/-  (2.86e-50, 9.21e-158j)
| (0.038154553938451798028 - 7.588894289538675059e-862j)  +/-  (6.3e-48, 2.03e-155j)
| (0.044245665721056228432 - 1.3267103811174468123e-861j)  +/-  (3.94e-52, 1.27e-159j)
| (0.039105315164666643093 + 2.2074759096594475966e-861j)  +/-  (5.2e-50, 1.67e-157j)
| (0.042138022897423816145 + 1.8194324547511233951e-861j)  +/-  (2.3e-52, 7.4e-160j)
| (0.044200097525898969472 + 1.2692130611722685002e-861j)  +/-  (1.25e-52, 4.03e-160j)
| (0.039979834860934887793 - 8.3903287254847111989e-862j)  +/-  (1.91e-51, 6.16e-159j)
| (0.044067983466935987077 - 1.2141152765750948749e-861j)  +/-  (9.98e-53, 3.21e-160j)
| (0.042690934844493889368 - 1.7371640914883139779e-861j)  +/-  (1e-53, 3.23e-161j)
| (0.039979834860934887793 - 2.1004128080207228806e-861j)  +/-  (2.71e-52, 8.74e-160j)
| (0.044200097525898969472 + 1.3869670518901126997e-861j)  +/-  (2.19e-53, 7.05e-161j)
| (0.042138022897423816145 + 9.6795609128460501223e-862j)  +/-  (8.13e-55, 2.62e-162j)
| (0.042690934844493889368 - 1.0137853856090416215e-861j)  +/-  (6.25e-55, 2.01e-162j)
| (0.043554545416973102985 - 1.5858063881654258033e-861j)  +/-  (5.19e-55, 1.67e-162j)
| (0.041502791141104966361 - 1.9068951590274392032e-861j)  +/-  (5.72e-55, 1.84e-162j)
| (0.04316504612011059575 + 1.6593746745287733092e-861j)  +/-  (3.32e-55, 1.07e-162j)
| (0.04316504612011059575 + 1.0610841901607930639e-861j)  +/-  (4.23e-56, 1.37e-163j)
| (0.041502791141104966361 - 9.2358959843812229543e-862j)  +/-  (3.75e-56, 1.2e-163j)
