Starting with polynomial:
P : 16*t^4 - 48*t^2 + 12
Extension levels are: 4 69
-------------------------------------------------
Trying to find an order 69 Kronrod extension for:
P1 : 16*t^4 - 48*t^2 + 12
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : 16*t^73 - 11239475515162231385079472708356306542995635977836634110572561959256/564032284581165233520782981146660289488340845610857060255025647*t^71 + 429601268002075908380884488219995080522556227198318731275520200367218832/36662098497775740178850893774532918816742154964705708916576667055*t^69 - 158769900454267181661905402899376704714259338504396501340387636878549407186/36662098497775740178850893774532918816742154964705708916576667055*t^67 + 3764937673682516660333826348404315493355468771391642827444500330861108888609/3332918045252340016259172161321174437885650451336882628779697005*t^65 - 11353218979203374808577986890830820908472434338796561984035468387984566407668/51275662234651384865525725558787299044394622328259732750456877*t^63 + 1738390569668615218946830200179879900599636527758997294795136390815574868950728/51275662234651384865525725558787299044394622328259732750456877*t^61 - 213422715117177444811077559422359985070249437564687049056438080922576984894100419/51275662234651384865525725558787299044394622328259732750456877*t^59 + 85591167853555232588642672399231751049170389436537946391851678837320102752991434553/205102648938605539462102902235149196177578489313038931001827508*t^57 - 14203956381835021570201122469743339560638517503385067668265876255822082892624630581659/410205297877211078924205804470298392355156978626077862003655016*t^55 + 492515308672834760699260541700165247340922123284763578278169345351875574609631051798345/205102648938605539462102902235149196177578489313038931001827508*t^53 - 230035672127815370190304642588884773233329314239771625468823599585221139037448901271665985/1640821191508844315696823217881193569420627914504311448014620064*t^51 + 22733078476645044829343637555633133208353894975158388782841799037688918963622716981335740025/3281642383017688631393646435762387138841255829008622896029240128*t^49 - 954248361223518566170339284147740887111460535424507848248727143988717753454121866868313079575/3281642383017688631393646435762387138841255829008622896029240128*t^47 + 17055468993213985308956435928151427686035078455713101588044898401694598659036726748178373871275/1640821191508844315696823217881193569420627914504311448014620064*t^45 - 4159004079870645284244631589934427226927778398421138535106159747165822728061806997916301414628625/13126569532070754525574585743049548555365023316034491584116960512*t^43 + 865089072644825363829692792334910609216032099606348395743850323827651661447792948881595927844140875/105012556256566036204596685944396388442920186528275932672935684096*t^41 - 38349641625747759336801269821025883286101948654080776769156905463556406515807560964470826393732688875/210025112513132072409193371888792776885840373056551865345871368192*t^39 + 361786375440376467495943800782574526772123873269380417992541334496624669372781275165600215902772913625/105012556256566036204596685944396388442920186528275932672935684096*t^37 - 46376428456899291998065420979545594372502183221670228704858871478367254500292441272973639251904699581625/840100450052528289636773487555171107543361492226207461383485472768*t^35 + 1258099055832246983875104736906273138100779491988347890513214270021631347548188880887778183328533287899375/1680200900105056579273546975110342215086722984452414922766970945536*t^33 - 7192787527333224136268742436480245905356070744964817019135825054612308929813802320098064938169655443691875/840100450052528289636773487555171107543361492226207461383485472768*t^31 + 34487153429729479497163623230287769739939410715290564661326723945083501449081900589457368241180071852644375/420050225026264144818386743777585553771680746113103730691742736384*t^29 - 2204847764686595310652900054857279932629606754614057593371358602961118771241573110510605006173519663823118125/3360401800210113158547093950220684430173445968904829845533941891072*t^27 + 58292718711206464769019371511033198269068790813530717315773492819650450177591783997709279651106448465897718125/13441607200840452634188375800882737720693783875619319382135767564288*t^25 - 631550792459235557432028276120373092898771106833841822352505327809891958972078229923990773083047646494042171875/26883214401680905268376751601765475441387567751238638764271535128576*t^23 + 1386673706753413753332601052157344591661497038338849291515801242548922373892950238402366673759449017000634140625/13441607200840452634188375800882737720693783875619319382135767564288*t^21 - 38970208259149440594582655993016063044093529209102566448994332328038540758022746948885617489133279918965692715625/107532857606723621073507006407061901765550271004954555057086140514304*t^19 + 215495937583443461933997977559589119719467268269835939687752800464323864882422213549332343903232728067804281403125/215065715213447242147014012814123803531100542009909110114172281028608*t^17 - 459506318620166167821646345798573507496184152729594925108967936977117756631827410681404723871377195098827878565625/215065715213447242147014012814123803531100542009909110114172281028608*t^15 + 368092864568411018836574541413515941271365428163184259415849132041458072070069385935083533555012158874116090203125/107532857606723621073507006407061901765550271004954555057086140514304*t^13 - 3424076448939295295562620076176607065406300043094659461272696726150747828904022862133113982611549102933776294359375/860262860853788968588056051256495214124402168039636440456689124114432*t^11 + 44066272116326541910790033708396174983536592998575203791879709761921263794385431639145722923990131508674758214953125/13764205773660623497408896820103923425990434688634183047307025985830912*t^9 - 45703598946711829066686598069231368092718638906050157399519466712654447243897603747190888643433406797659030072140625/27528411547321246994817793640207846851980869377268366094614051971661824*t^7 + 6833500832689231322046140068437014226158544187361564200879561502653340734370382550067085059566730703131768375296875/13764205773660623497408896820103923425990434688634183047307025985830912*t^5 - 7716469243966586089876510817176331439722498843870811620499746716610251911396765669184502745822497803715590296796875/110113646189284987979271174560831387407923477509073464378456207886647296*t^3 + 648800250868216572192932614330187149618583666558413767471608743496526824136819987508757309150915358403041926015625/220227292378569975958542349121662774815846955018146928756912415773294592*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
Positive weights:   73 out of 73
Indefinite weights: 0 out of 73
Negative weights:   0 out of 73
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (11.141524406976946968 + 1.1895118879699491931e-806j)  +/-  (1.98e-243, 1.98e-243j)
| (-10.010263897403389645 + 2.643054036853924605e-803j)  +/-  (6.26e-241, 6.26e-241j)
| (8.3618727825023704792 - 1.9215268046476470249e-801j)  +/-  (1.29e-238, 1.29e-238j)
| (-8.7375744585849291469 + 7.6010045106298488175e-801j)  +/-  (5.42e-239, 5.42e-239j)
| (-11.141524406976946968 - 1.6718102874705798448e-808j)  +/-  (2.04e-243, 2.04e-243j)
| (10.522340440624972064 + 1.7094344369816004459e-808j)  +/-  (5.65e-242, 5.65e-242j)
| (9.1328072010751967044 - 5.7941727735419821918e-805j)  +/-  (1.67e-239, 1.67e-239j)
| (-9.1328072010751967044 + 6.3585766267213164909e-803j)  +/-  (1.61e-239, 1.61e-239j)
| (9.5536547194108978099 + 1.3099429283853241586e-807j)  +/-  (4.35e-240, 4.35e-240j)
| (6.6695919526104735191 - 3.7886640376778868696e-803j)  +/-  (6.31e-238, 6.31e-238j)
| (-9.5536547194108978099 - 4.7776545982799284533e-805j)  +/-  (4.03e-240, 4.03e-240j)
| (-7.3173821956809417693 + 1.102287574116355764e-802j)  +/-  (5.43e-238, 5.43e-238j)
| (10.010263897403389645 + 4.6184478787409269911e-810j)  +/-  (6.41e-241, 6.41e-241j)
| (5.4499664120768050955 + 4.1086027948795918662e-807j)  +/-  (1.41e-238, 1.41e-238j)
| (-10.522340440624972064 + 5.0373420700554072962e-811j)  +/-  (6.14e-242, 6.14e-242j)
| (5.7472139368420765547 + 1.822973607078473596e-807j)  +/-  (2.39e-238, 2.39e-238j)
| (7.6542225562680229639 + 1.7755707581548277999e-806j)  +/-  (4.06e-238, 4.06e-238j)
| (-4.5817450523685643021 - 1.5939676020324321284e-808j)  +/-  (1.16e-239, 1.16e-239j)
| (-1.310231383182590956 + 1.3204128238456962564e-818j)  +/-  (3.15e-248, 3.15e-248j)
| (8.7375744585849291469 + 7.3573404593031501866e-809j)  +/-  (5.53e-239, 5.53e-239j)
| (2.6514983952791990768 - 1.1933429448152164217e-813j)  +/-  (7.42e-244, 7.42e-244j)
| (-5.7472139368420765547 + 6.2700838756439526158e-807j)  +/-  (2.45e-238, 2.45e-238j)
| (-1.0493116754483965203 + 7.5576838091228620855e-822j)  +/-  (1.21e-249, 1.21e-249j)
| (1.310231383182590956 + 8.30753206475293834e-821j)  +/-  (2.84e-248, 2.84e-248j)
| (-3.741225852285373893 + 2.2813077393337240707e-813j)  +/-  (3.52e-241, 3.52e-241j)
| (8.0016943284674059582 - 2.3448647172734794854e-811j)  +/-  (2.48e-238, 2.48e-238j)
| (0.7870500358054328035 - 1.7365226200997962009e-823j)  +/-  (6e-251, 6e-251j)
| (2.3835438125250350032 - 1.5863620779038488292e-817j)  +/-  (1.56e-244, 1.56e-244j)
| (4.5817450523685643021 + 9.6443957710671198917e-813j)  +/-  (1.17e-239, 1.17e-239j)
| (-1.856199825510128307 - 2.145284013907110324e-818j)  +/-  (6.37e-246, 6.37e-246j)
| (-6.3563912566419437797 + 1.0273470540669483653e-809j)  +/-  (5.58e-238, 5.58e-238j)
| (-8.0016943284674059582 + 1.9633170277288209949e-816j)  +/-  (2.52e-238, 2.52e-238j)
| (4.2989046826995791201 - 7.7190495466887058362e-833j)  +/-  (4.17e-240, 4.17e-240j)
| (6.9895876329770276308 - 9.0898404622297871402e-831j)  +/-  (6.35e-238, 6.35e-238j)
| (-1.6506801238857845559 - 3.8997076528813904617e-839j)  +/-  (2.3e-246, 2.3e-246j)
| (-2.6514983952791990768 - 2.1848729143472353607e-837j)  +/-  (7.9e-244, 7.9e-244j)
| (-8.3618727825023704792 - 3.7069039832989883283e-832j)  +/-  (1.31e-238, 1.31e-238j)
| (1.6506801238857845559 + 6.5285007566658914373e-859j)  +/-  (2.5e-246, 2.5e-246j)
| (2.1176273337065627188 - 1.5836439905545250386e-858j)  +/-  (2.7e-245, 2.7e-245j)
| (-6.6695919526104735191 - 1.0914678170665021026e-850j)  +/-  (5.73e-238, 5.73e-238j)
| (-0.52464762327529031788 + 5.8915418504007104973e-884j)  +/-  (2.6e-252, 2.6e-252j)
| (-4.0188199300630590976 + 3.2773335642523791254e-871j)  +/-  (1.33e-240, 1.33e-240j)
| (2.9211739691084911365 + 1.134422730898428151e-873j)  +/-  (3.77e-243, 3.77e-243j)
| (-4.2989046826995791201 - 1.2990335625976724309e-869j)  +/-  (4.24e-240, 4.24e-240j)
| (-2.3835438125250350032 - 1.3741036028058715176e-875j)  +/-  (1.32e-244, 1.32e-244j)
| (7.3173821956809417693 - 1.8314521278419631011e-867j)  +/-  (5.58e-238, 5.58e-238j)
| (-6.9895876329770276308 - 2.3767871343185401364e-870j)  +/-  (5.92e-238, 5.92e-238j)
| (-3.1925943196861983469 + 5.5937173211850017794e-889j)  +/-  (2.03e-242, 2.03e-242j)
| (5.1569189489108559925 + 4.1439465329021434224e-884j)  +/-  (7.22e-239, 7.22e-239j)
| (3.741225852285373893 + 4.6280818144622253782e-887j)  +/-  (3.49e-241, 3.49e-241j)
| (-2.1176273337065627188 - 1.8143158930813281199e-891j)  +/-  (2.73e-245, 2.73e-245j)
| (-2.9211739691084911365 + 3.2877358621884868302e-889j)  +/-  (4.03e-243, 4.03e-243j)
| (-1.5536314717832837145 + 1.1779100376853177461e-893j)  +/-  (9.48e-247, 9.48e-247j)
| (6.0491612921343049858 - 4.4637283276588645974e-884j)  +/-  (3.98e-238, 3.98e-238j)
| (1.5536314717832837145 - 8.5734815953938350805e-894j)  +/-  (9.95e-247, 9.95e-247j)
| (-6.0491612921343049858 - 5.995397773504992376e-884j)  +/-  (4.09e-238, 4.09e-238j)
| (3.1925943196861983469 - 1.5164645876127767057e-893j)  +/-  (1.89e-242, 1.89e-242j)
| (-4.8676382504827161306 - 2.271957418019120979e-888j)  +/-  (2.97e-239, 2.97e-239j)
| (4.8676382504827161306 - 6.211890292112012913e-893j)  +/-  (2.84e-239, 2.84e-239j)
| (1.856199825510128307 - 5.8216017734844393426e-901j)  +/-  (5.74e-246, 5.74e-246j)
| (-5.4499664120768050955 + 6.2699998710997623581e-892j)  +/-  (1.37e-238, 1.37e-238j)
| (-3.4658865207566409048 - 2.4027384593146584864e-909j)  +/-  (8.75e-242, 8.75e-242j)
| (0.26229803319856931129 + 1.654061608775584198e-921j)  +/-  (1.38e-253, 1.38e-253j)
| (-7.6542225562680229639 - 1.8122023007077037326e-906j)  +/-  (4.25e-238, 4.25e-238j)
| (-0.7870500358054328035 - 2.7853826227486360409e-929j)  +/-  (5.75e-251, 5.75e-251j)
| (3.4658865207566409048 - 4.7036799782134371528e-920j)  +/-  (9.29e-242, 9.29e-242j)
| (6.3563912566419437797 - 1.4506657192365336385e-916j)  +/-  (5.37e-238, 5.37e-238j)
| (-0.26229803319856931129 + 4.5965092040815442358e-932j)  +/-  (1.58e-253, 1.58e-253j)
| (-5.8900105643861339887e-961 + 1.0713540495437595666e-960j)  +/-  (8.92e-959, 8.92e-959j)
| (1.0493116754483965203 + 5.3025683603654513081e-929j)  +/-  (1.25e-249, 1.25e-249j)
| (0.52464762327529031788 + 1.0165855563265865063e-931j)  +/-  (2.84e-252, 2.84e-252j)
| (4.0188199300630590976 - 5.3956945347371700486e-920j)  +/-  (1.26e-240, 1.26e-240j)
| (-5.1569189489108559925 - 3.5416688547348556941e-929j)  +/-  (6.64e-239, 6.64e-239j)
-------------------------------------------------
The weights are:
| (4.9621602763912031266e-55 + 1.6349166878659252981e-841j)  +/-  (9.88e-70, 8.34e-187j)
| (8.1992262318132913115e-45 - 9.1786719517419459921e-838j)  +/-  (7.05e-67, 5.95e-184j)
| (8.9183715311941802962e-32 + 3.5333887149910011893e-829j)  +/-  (1.5e-61, 1.27e-178j)
| (1.514284133635257977e-34 - 2.5227288789464255034e-832j)  +/-  (4.22e-63, 3.56e-180j)
| (4.9621602763912031266e-55 - 1.0997395414859069578e-842j)  +/-  (1.67e-70, 1.41e-187j)
| (2.5594387676473408577e-49 - 1.5482179243211367674e-838j)  +/-  (9.25e-69, 7.81e-186j)
| (1.3711397615001298061e-37 + 2.4411849820075021196e-832j)  +/-  (5.01e-65, 4.23e-182j)
| (1.3711397615001298061e-37 + 2.0655383732463814418e-834j)  +/-  (8.36e-66, 7.06e-183j)
| (5.6542258030705734543e-41 - 3.8211661039328832716e-834j)  +/-  (1.97e-66, 1.67e-183j)
| (8.5665703018334017685e-21 + 2.2999386602343770485e-822j)  +/-  (1.5e-58, 1.27e-175j)
| (5.6542258030705734543e-41 + 3.1423456443598567048e-836j)  +/-  (1.97e-67, 1.66e-184j)
| (1.0441798127736302521e-24 + 8.9275787190784018228e-826j)  +/-  (4.84e-62, 4.09e-179j)
| (8.1992262318132913115e-45 + 3.5746032361476838496e-836j)  +/-  (4.13e-68, 3.49e-185j)
| (2.0983483212423592253e-14 + 1.8396318158130846599e-820j)  +/-  (4.96e-55, 4.19e-172j)
| (2.5594387676473408577e-49 + 6.9311195394028359161e-840j)  +/-  (1e-71, 8.44e-189j)
| (7.6363053531879418528e-16 - 2.0525119362569185137e-820j)  +/-  (3.1e-56, 2.62e-173j)
| (6.9375426952207573079e-27 + 2.0833943137610289299e-826j)  +/-  (6.18e-63, 5.22e-180j)
| (1.2255912835246548754e-10 - 1.0478761177942718643e-817j)  +/-  (1.77e-55, 1.49e-172j)
| (0.026231955848107964444 + 4.4454785116579898503e-813j)  +/-  (2.01e-26, 1.7e-143j)
| (1.514284133635257977e-34 - 1.0692797552965594422e-830j)  +/-  (1.16e-65, 9.78e-183j)
| (0.0001341567456182917157 + 9.4761268181096958307e-815j)  +/-  (3.36e-43, 2.84e-160j)
| (7.6363053531879418528e-16 + 4.1712816503026802383e-821j)  +/-  (4.35e-61, 3.68e-178j)
| (0.049149927238034370017 - 3.6729586307011603947e-813j)  +/-  (8.34e-25, 7.05e-142j)
| (0.026231955848107964444 + 5.0265064616196583865e-813j)  +/-  (3.01e-29, 2.54e-146j)
| (1.3010363409010033398e-07 + 1.590129170973451067e-816j)  +/-  (2.98e-52, 2.52e-169j)
| (3.1124669012760781776e-29 - 9.2759469660215923965e-828j)  +/-  (6.42e-64, 5.42e-181j)
| (0.07968196210737230618 + 3.8552194102032896391e-813j)  +/-  (5.26e-26, 4.44e-143j)
| (0.00051364236723404237601 - 2.5521657486395179649e-814j)  +/-  (4.87e-42, 4.12e-159j)
| (1.2255912835246548754e-10 - 3.4096430400300327201e-818j)  +/-  (7.1e-55, 6e-172j)
| (0.0045988090488780734052 - 2.2193572607128916952e-813j)  +/-  (4.62e-39, 3.9e-156j)
| (4.963697492849262945e-19 - 1.1925070595858138291e-823j)  +/-  (1.05e-63, 8.9e-181j)
| (3.1124669012760781776e-29 - 5.9850509778194490464e-829j)  +/-  (1.64e-68, 1.39e-185j)
| (1.4954058456766105725e-09 + 1.282708696665637492e-817j)  +/-  (3.16e-55, 2.67e-172j)
| (1.1076768286699483093e-22 + 1.0169706788618313756e-823j)  +/-  (4.12e-63, 3.48e-180j)
| (0.0035187842338127164772 + 8.2778209913601570482e-813j)  +/-  (9.33e-40, 7.88e-157j)
| (0.0001341567456182917157 + 7.9840946383490918095e-815j)  +/-  (4.24e-49, 3.58e-166j)
| (8.9183715311941802962e-32 + 1.4727990360610988561e-830j)  +/-  (1.99e-69, 1.68e-186j)
| (0.0035187842338127164772 + 9.5924626934054641483e-813j)  +/-  (1.02e-41, 8.62e-159j)
| (0.0016841412287414323609 + 7.2637907622126393812e-814j)  +/-  (2.1e-45, 1.77e-162j)
| (8.5665703018334017685e-21 + 1.9575345515777938528e-824j)  +/-  (1.55e-65, 1.31e-182j)
| (0.11241404551396273337 - 3.6380234398314034316e-813j)  +/-  (5.99e-37, 5.06e-154j)
| (1.5221647490259569492e-08 - 6.2445838142513120657e-817j)  +/-  (2.07e-57, 1.75e-174j)
| (3.0039847350010059879e-05 - 3.4752264452246499777e-815j)  +/-  (2.61e-52, 2.2e-169j)
| (1.4954058456766105725e-09 + 3.0426512926332167596e-817j)  +/-  (1.53e-58, 1.29e-175j)
| (0.00051364236723404237601 - 2.137268528449399328e-814j)  +/-  (1.69e-50, 1.42e-167j)
| (1.0441798127736302521e-24 - 4.3398778201037776081e-825j)  +/-  (4.73e-67, 3.99e-184j)
| (1.1076768286699483093e-22 - 4.0661872424095813058e-825j)  +/-  (5.22e-67, 4.4e-184j)
| (5.7531483414376775104e-06 + 1.13883957350376224e-815j)  +/-  (2.42e-55, 2.04e-172j)
| (4.6335742405975956718e-13 - 1.3612443380763826789e-819j)  +/-  (2.45e-62, 2.07e-179j)
| (1.3010363409010033398e-07 + 1.4370858745822074171e-816j)  +/-  (1.08e-58, 9.08e-176j)
| (0.0016841412287414323609 + 6.1241102397437090541e-814j)  +/-  (5.81e-51, 4.91e-168j)
| (3.0039847350010059879e-05 - 3.0246411513361797042e-815j)  +/-  (1.07e-54, 9.03e-172j)
| (0.0098887794301940800825 - 9.0635562683351543245e-813j)  +/-  (1.58e-48, 1.33e-165j)
| (2.2035975875006013836e-17 + 3.6127921178823196463e-821j)  +/-  (2.24e-65, 1.89e-182j)
| (0.0098887794301940800825 - 1.0435306395556902211e-812j)  +/-  (2.45e-51, 2.06e-168j)
| (2.2035975875006013836e-17 + 1.4047849431702541039e-822j)  +/-  (8.21e-66, 6.94e-183j)
| (5.7531483414376775104e-06 + 1.2601792375624129398e-815j)  +/-  (3.55e-58, 3e-175j)
| (8.3171367125246733871e-12 - 1.4467674382492435526e-818j)  +/-  (3.88e-63, 3.28e-180j)
| (8.3171367125246733871e-12 + 8.0645381182935479867e-819j)  +/-  (8.96e-63, 7.53e-180j)
| (0.0045988090488780734052 - 2.602838937317760688e-813j)  +/-  (5.47e-54, 4.6e-171j)
| (2.0983483212423592253e-14 - 2.2039885512305388423e-820j)  +/-  (5.29e-65, 4.45e-182j)
| (9.3911587785416942885e-07 - 4.2484254804342841561e-816j)  +/-  (2.78e-59, 2.33e-176j)
| (0.1381567931880909548 + 3.8386390892812242922e-813j)  +/-  (1.25e-55, 1.04e-172j)
| (6.9375426952207573079e-27 + 2.3318865553226654705e-827j)  +/-  (3.65e-71, 3.05e-188j)
| (0.07968196210737230618 + 3.5685463567585984578e-813j)  +/-  (6.28e-55, 5.24e-172j)
| (9.3911587785416942885e-07 - 4.3704760760937913159e-816j)  +/-  (5.35e-61, 4.47e-178j)
| (4.963697492849262945e-19 - 9.0791989682374728796e-822j)  +/-  (7.55e-68, 6.3e-185j)
| (0.1381567931880909548 + 3.7390259542692382365e-813j)  +/-  (1.54e-56, 1.28e-173j)
| (0.14798024797266982937 - 3.8123370712947603042e-813j)  +/-  (9.02e-57, 7.51e-174j)
| (0.049149927238034370017 - 4.0634512675442292693e-813j)  +/-  (1.29e-57, 1.09e-174j)
| (0.11241404551396273337 - 3.8329371332186340079e-813j)  +/-  (2.02e-57, 1.66e-174j)
| (1.5221647490259569492e-08 - 4.4450130369753760418e-817j)  +/-  (1.02e-62, 8.51e-180j)
| (4.6335742405975956718e-13 + 1.4646067133338827601e-819j)  +/-  (1.49e-65, 1.42e-182j)
