Starting with polynomial:
P : 110628135069209194801/17179869184*t^36 - 490814965447899948765/8589934592*t^34 + 3990539066902490887785/17179869184*t^32 - 615456273999886654335/1073741824*t^30 + 4118822756768472225165/4294967296*t^28 - 2471293654061083335099/2147483648*t^26 + 4388909494917224502225/4294967296*t^24 - 733256065736776006425/1073741824*t^22 + 2971616687459565920775/8589934592*t^20 - 570310273350825782775/4294967296*t^18 + 329273478576137150055/8589934592*t^16 - 8804103705244308825/1073741824*t^14 + 5450159436579810225/4294967296*t^12 - 294362129962575675/2147483648*t^10 + 42051732851796525/4294967296*t^8 - 456375395290815/1073741824*t^6 + 166966608033225/17179869184*t^4 - 755505013725/8589934592*t^2 + 2268783825/17179869184
Extension levels are: 36 37
-------------------------------------------------
Trying to find an order 37 Kronrod extension for:
P1 : 110628135069209194801/17179869184*t^36 - 490814965447899948765/8589934592*t^34 + 3990539066902490887785/17179869184*t^32 - 615456273999886654335/1073741824*t^30 + 4118822756768472225165/4294967296*t^28 - 2471293654061083335099/2147483648*t^26 + 4388909494917224502225/4294967296*t^24 - 733256065736776006425/1073741824*t^22 + 2971616687459565920775/8589934592*t^20 - 570310273350825782775/4294967296*t^18 + 329273478576137150055/8589934592*t^16 - 8804103705244308825/1073741824*t^14 + 5450159436579810225/4294967296*t^12 - 294362129962575675/2147483648*t^10 + 42051732851796525/4294967296*t^8 - 456375395290815/1073741824*t^6 + 166966608033225/17179869184*t^4 - 755505013725/8589934592*t^2 + 2268783825/17179869184
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : 110628135069209194801/17179869184*t^73 - 151393823770839056259853/1288490188800*t^71 + 546334473106932067841408437/531502202880000*t^69 - 1643430862905757590882047433629/286286413824000000*t^67 + 30969233831314136397143433123011339/1347136625049600000000*t^65 - 1447150757626617525720756568157233522877/20583635295928320000000000*t^63 + 18740412156416360115638147142746134134356860361/109754612838092242944000000000000*t^61 - 2445806228525995868144679728189918705634458175529/7233826755237897830400000000000000*t^59 + 90981242225495653869559481032971020757102691178019830759/163592268687029535644712960000000000000000*t^57 - 203642149680296068713715947258314051182382472838742354372909/264350234173813636007706624000000000000000000*t^55 + 726327963275638205539032035109506081987883092494948973199673377853/800148139155904784964321228595200000000000000000000*t^53 - 45019139237588816314405277672783135055432482328193140221925261701971/49099999448203248168265166300160000000000000000000000*t^51 + 20928856941539040533867609932840973565004449130829777255582697548110942694177/26214538092653234926366821981230600448000000000000000000000000*t^49 - 1428894667270246501499636915880691174417559471105274847391474554395967278882829/2374628612938393683265046536611473222400000000000000000000000000*t^47 + 304394261127570168758274261940132992160490718642931640973813290170247600981021418969223/773210584726148909582283975406928344698759720000000000000000000000000000*t^45 - 797355320784820785870684062667878686569883167769519345849679223336493784467295338934270155459/3560481857843753967364750300599222293778723074019000000000000000000000000000000*t^43 + 17850812460110517889870629895622297629946489391795940755461798961704306427710632790406311842055858953/161039882333901423193114183146042704503152888893264566200000000000000000000000000000000*t^41 - 623064851663099595439685290899889658688754296320751054678334860755146527597042374556292368321947027837/13053990461914736577017589088353461652907090236044930745000000000000000000000000000000000*t^39 + 9755835795347333903414466470807895936386279424283912787663497025012537386766412412649394770416918565072092309943/546264514006026994409060178119356222870195207302770265687354946687500000000000000000000000000000000*t^37 - 414436096468858209550065912815823570594174692126766190415619623945680695119852924523551516631233374470024437/71512291147900768372974659220337911683219794770449388406133850000000000000000000000000000000000*t^35 + 7540451300154994068791739195410046930722976862099882510875019277852251989893209256215726901425361796846673/4636826364536346612418811460142230904593796853431544569114293750000000000000000000000000000000*t^33 - 1411063954035769679636302788801206215531250908937253861598234663315656142649893145991032378178275502871157/3589801056415236087033918549787533603556487886527647408346550000000000000000000000000000000000*t^31 + 105008895798134826881483271768103663891638413851595781668609594557337571274576274320472618800844264803/1289440034631909514020804076791499139208508579930907833457812500000000000000000000000000000*t^29 - 247105011177799231318943158112650061354907749335017784560510742276319020901435355329798115200111633983/17192533795092126853610721023886655189446781065745437779437500000000000000000000000000000000*t^27 + 4424366821760285553190837815972070932348882591663544086883407340860657634766161395759327703860986507/2063104055411055222433286522866398622733613727889452533532500000000000000000000000000000000*t^25 - 6719782671096095625533065944194012988707403690475999718109723912980854917779018166147633664021523/25072445117842684994848968159834705484609889054212096761679687500000000000000000000000000*t^23 + 8585235524561620631199805395822134345045266079263770022136315781448287846074293971233386233379/309496557967455028867879766406600453455387597943212201250000000000000000000000000000000*t^21 - 29023849361489504616884307562380894833032097577078846416786172959527118758898959705531844375402653/12378624332466331334599719137198391736401682367336715201195000000000000000000000000000000000*t^19 + 8043734056235779930575804287130597606328876666706578761284678068116444947741974462649486033921/50566275867918020157678591246725456439549356075721875821875000000000000000000000000000000*t^17 - 128231897396038420087895302387338707505071038511087720618477551551299880585017671230287592109769/15129429739681071631177434501020256566713167337855985245905000000000000000000000000000000000*t^15 + 978330229318494594524568657521141324614635886356458274652401187148601834654928477341372435239/2836768076190200930845768968941298106258718875847997233607187500000000000000000000000000000*t^13 - 49720069383861269192714720448176045285387388366402430168454882515296807103864792214313010813/4813909462625795519011001886688263453045098698408722578242500000000000000000000000000000000*t^11 + 327806199532289204964001759015273674836949362131573498510314622719457801169239778468066599/1514488370264295219464135425025521086351267006240946429110000000000000000000000000000000000*t^9 - 852349173759884267576457497748458380054107396570566113555994376578331490122488298808916453/288834567757547731140660113201295807182705921904523354694550000000000000000000000000000000000*t^7 + 224936908152541067847908089464382521687985921702416958596634654423956992107819847364919/9627818925251591038022003773376526906090197396817445156485000000000000000000000000000000000*t^5 - 28745958408721758093120413811867678955786269621265810567212737159041177872570087593627/327345843458554095292748128294801914807066711491793135320490000000000000000000000000000000000*t^3 + 3272917167546241141376922988892724255357428425058884521555256031141930546456589107/33102388664348166939716102861272103744534835993552114807690000000000000000000000000000000000*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:
| (0.99963996151487947985 + 1.2740907581836427658e-837j)  +/-  (1.54e-229, 1.54e-229j)
| (0.085956850044391375509 + 7.5666202922263698216e-874j)  +/-  (4.62e-253, 4.62e-253j)
| (-0.91749777451565906608 - 3.108102207422386908e-850j)  +/-  (3.59e-230, 3.59e-230j)
| (-0.9978304624840858362 + 1.7888575531619149235e-847j)  +/-  (3.98e-229, 3.98e-229j)
| (0.91749777451565906608 - 8.2758502252047456653e-850j)  +/-  (3.53e-230, 3.53e-230j)
| (0.93374445763388626105 + 1.1507992052848788271e-854j)  +/-  (7.75e-230, 7.75e-230j)
| (0.99415369668493669574 - 5.0823460190707281698e-866j)  +/-  (5.75e-229, 5.75e-229j)
| (-0.89955061719016871414 + 4.0026116213474874944e-884j)  +/-  (1.48e-230, 1.48e-230j)
| (-0.98858647890221223807 - 5.0624893192683551245e-882j)  +/-  (5.74e-229, 5.74e-229j)
| (-0.99963996151487947985 - 1.3721486562659292861e-884j)  +/-  (1.5e-229, 1.5e-229j)
| (0.87992980089039713198 - 2.1799617150732209234e-884j)  +/-  (5.71e-231, 5.71e-231j)
| (-0.97202769104969794934 - 2.1067457995638812622e-884j)  +/-  (3.97e-229, 3.97e-229j)
| (-0.87992980089039713198 - 1.4978960272394837268e-885j)  +/-  (5.51e-231, 5.51e-231j)
| (-0.81146536000653627404 - 2.1305692061634898775e-887j)  +/-  (1.63e-232, 1.63e-232j)
| (0.6680012365855210621 - 5.3535178700158995236e-890j)  +/-  (4.31e-236, 4.31e-236j)
| (0.81146536000653627404 - 5.4196387518270468778e-888j)  +/-  (1.63e-232, 1.63e-232j)
| (0.83584716699247530642 + 1.7611725040574218413e-886j)  +/-  (5.62e-232, 5.62e-232j)
| (-0.99415369668493669574 + 2.109238864645170285e-884j)  +/-  (5.74e-229, 5.74e-229j)
| (-0.75823287415252627458 + 1.0914590906219473577e-888j)  +/-  (7.93e-234, 7.93e-234j)
| (-0.85868052322959021471 - 2.0548751221725171086e-886j)  +/-  (1.91e-231, 1.91e-231j)
| (0.9978304624840858362 + 3.301668503415271712e-881j)  +/-  (4.03e-229, 4.03e-229j)
| (0.78557623013220651283 - 5.6255097620147836155e-892j)  +/-  (3.62e-233, 3.62e-233j)
| (0.9482729843995075452 + 1.2839025254060176995e-886j)  +/-  (1.49e-229, 1.49e-229j)
| (-0.9482729843995075452 + 7.7014536813726493003e-890j)  +/-  (1.57e-229, 1.57e-229j)
| (-0.72948917159355658209 - 2.3237634420275576088e-894j)  +/-  (1.56e-234, 1.56e-234j)
| (0.12873610380938478865 + 2.0520653175884356735e-910j)  +/-  (8.84e-252, 8.84e-252j)
| (0.72948917159355658209 + 1.4571269015573577058e-893j)  +/-  (1.58e-234, 1.58e-234j)
| (0.96104814832296705302 - 3.4840060404244740729e-886j)  +/-  (2.54e-229, 2.54e-229j)
| (-0.83584716699247530642 + 6.6031509448841466323e-892j)  +/-  (5.58e-232, 5.58e-232j)
| (-0.63537151178405727489 - 1.0488325818462645587e-896j)  +/-  (6.2e-237, 6.2e-237j)
| (-0.78557623013220651283 - 3.7008147837999079676e-893j)  +/-  (3.87e-233, 3.87e-233j)
| (0.85868052322959021471 + 4.4014363435775369474e-890j)  +/-  (1.98e-231, 1.98e-231j)
| (0.69939426248094486279 + 1.2408047047111071516e-894j)  +/-  (2.76e-235, 2.76e-235j)
| (-0.96104814832296705302 - 5.9175021676346841009e-889j)  +/-  (2.62e-229, 2.62e-229j)
| (-0.69939426248094486279 + 4.1275686778345193584e-895j)  +/-  (2.9e-235, 2.9e-235j)
| (-0.6680012365855210621 - 4.3361089192611740726e-896j)  +/-  (4.5e-236, 4.5e-236j)
| (0.97202769104969794934 + 1.174437346440015165e-886j)  +/-  (3.86e-229, 3.86e-229j)
| (0.60156765813598053508 - 4.2886076215665773615e-908j)  +/-  (7.72e-238, 7.72e-238j)
| (0.89955061719016871414 - 2.5678977312329807866e-899j)  +/-  (1.47e-230, 1.47e-230j)
| (-0.93374445763388626105 - 1.7127820221939499122e-900j)  +/-  (7.54e-230, 7.54e-230j)
| (-0.56664960940310668601 - 2.9593312992897269912e-911j)  +/-  (9.64e-239, 9.64e-239j)
| (-0.98120227998264245578 + 1.413148858985455271e-900j)  +/-  (4.87e-229, 4.87e-229j)
| (0.75823287415252627458 + 1.2333073550536562424e-904j)  +/-  (8.92e-234, 8.92e-234j)
| (0.63537151178405727489 + 1.1310859692373266843e-908j)  +/-  (6.22e-237, 6.22e-237j)
| (0.98120227998264245578 + 2.2349613335440353364e-906j)  +/-  (4.91e-229, 4.91e-229j)
| (-0.60156765813598053508 + 7.8977948599903374845e-946j)  +/-  (8.21e-238, 8.21e-238j)
| (0.17127685219715300501 - 6.9171964713784626851e-958j)  +/-  (2.22e-250, 2.22e-250j)
| (0.98858647890221223807 - 1.2738984603149905759e-953j)  +/-  (5.7e-229, 5.7e-229j)
| (0.49372845807775190082 - 5.040554425451014439e-975j)  +/-  (8.41e-241, 8.41e-241j)
| (0.25532969993214892967 + 2.2850622633096521931e-984j)  +/-  (8.52e-248, 8.52e-248j)
| (-0.33749076701366752683 - 4.2059290823693360337e-983j)  +/-  (2.32e-245, 2.32e-245j)
| (-0.49372845807775190082 + 2.6298546722902241195e-977j)  +/-  (8.47e-241, 8.47e-241j)
| (-0.043018198473708607227 + 3.1278336335558516981e-992j)  +/-  (1.91e-254, 1.91e-254j)
| (0.53068028592624516164 + 4.5757965134507205618e-973j)  +/-  (9.18e-240, 9.18e-240j)
| (0.56664960940310668601 - 2.5010261129669119815e-978j)  +/-  (9.27e-239, 9.27e-239j)
| (-0.17127685219715300501 + 5.7247427621828582634e-990j)  +/-  (2.26e-250, 2.26e-250j)
| (-0.53068028592624516164 + 9.6077029385732544522e-981j)  +/-  (9.58e-240, 9.58e-240j)
| (3.9854779757208729287e-1022 + 2.0251190103136913614e-1022j)  +/-  (3.26e-1020, 3.26e-1020j)
| (0.21350089231686557894 + 9.5105165775336108746e-990j)  +/-  (4.49e-249, 4.49e-249j)
| (0.37767254711968921632 - 2.9208734548563015206e-984j)  +/-  (3.84e-244, 3.84e-244j)
| (-0.45586394443342026721 - 1.332525405354021832e-982j)  +/-  (7.57e-242, 7.57e-242j)
| (-0.2966849953440282705 + 5.4235335211006416889e-988j)  +/-  (1.52e-246, 1.52e-246j)
| (-0.41715511055315952488 + 1.0083865967088189676e-983j)  +/-  (5.81e-243, 5.81e-243j)
| (-0.12873610380938478865 - 9.090414213827053697e-993j)  +/-  (9.11e-252, 9.11e-252j)
| (0.41715511055315952488 + 7.1803022774074843592e-983j)  +/-  (5.52e-243, 5.52e-243j)
| (0.45586394443342026721 - 5.7974105785947964699e-983j)  +/-  (7.19e-242, 7.19e-242j)
| (-0.085956850044391375509 + 6.6088768125646829456e-994j)  +/-  (4.47e-253, 4.47e-253j)
| (-0.37767254711968921632 + 6.3591642236034669975e-985j)  +/-  (3.91e-244, 3.91e-244j)
| (-0.21350089231686557894 + 2.4618470562318947187e-990j)  +/-  (4.4e-249, 4.4e-249j)
| (0.2966849953440282705 - 7.2495729104179506363e-988j)  +/-  (1.71e-246, 1.71e-246j)
| (0.33749076701366752683 - 4.6278318283589810772e-987j)  +/-  (2.55e-245, 2.55e-245j)
| (0.043018198473708607227 - 1.3421377491126151137e-996j)  +/-  (1.91e-254, 1.91e-254j)
| (-0.25532969993214892967 - 4.790625785517680455e-990j)  +/-  (8.62e-248, 8.62e-248j)
-------------------------------------------------
The weights are:
| (0.00096997072305670260451 - 1.3531275669146184593e-837j)  +/-  (1.43e-29, 3.82e-138j)
| (0.042872241973942612241 - 5.9783448552417282009e-839j)  +/-  (2.43e-30, 6.51e-139j)
| (0.017099651488842947625 + 1.1373722312427609966e-839j)  +/-  (4.63e-30, 1.24e-138j)
| (0.0027174368789091203746 + 1.8167832853532527153e-840j)  +/-  (2.76e-30, 7.39e-139j)
| (0.017099651488842947625 + 2.6545424429631748789e-838j)  +/-  (1.67e-30, 4.47e-139j)
| (0.015391407044138533824 - 2.9759313330136984228e-838j)  +/-  (1.49e-30, 4e-139j)
| (0.0046339516432530186192 - 1.0761556624677283009e-837j)  +/-  (3.34e-31, 8.95e-140j)
| (0.018790373539432459325 - 1.2605707715285388361e-839j)  +/-  (5.83e-31, 1.56e-139j)
| (0.0064860121209220628057 + 4.1204165866806382007e-840j)  +/-  (1.15e-31, 3.08e-140j)
| (0.00096997072305670260451 - 6.1813782893664735336e-841j)  +/-  (1.85e-31, 4.95e-140j)
| (0.020443263142570170173 + 2.1746561622705877372e-838j)  +/-  (3.49e-33, 9.36e-142j)
| (0.010074855461339154067 + 6.5309191479786495822e-840j)  +/-  (4.12e-32, 1.11e-140j)
| (0.020443263142570170173 + 1.3850427062917862724e-839j)  +/-  (1.08e-32, 2.9e-141j)
| (0.025143506262542037642 - 1.7688153537154176318e-839j)  +/-  (5.71e-34, 1.53e-142j)
| (0.032022021535477110575 + 1.230059978040256871e-838j)  +/-  (3.53e-36, 9.47e-145j)
| (0.025143506262542037642 - 1.7024140718852191108e-838j)  +/-  (1.04e-35, 2.79e-144j)
| (0.023613390050894418772 + 1.8374545346701703011e-838j)  +/-  (1.56e-35, 4.19e-144j)
| (0.0046339516432530186192 - 2.9612268888311359159e-840j)  +/-  (5.12e-33, 1.37e-141j)
| (0.028051981797491041577 - 2.0331829508249417792e-839j)  +/-  (1.47e-36, 3.94e-145j)
| (0.022047731927691735803 - 1.511623628359233717e-839j)  +/-  (4.93e-35, 1.32e-143j)
| (0.0027174368789091203746 + 2.0055113109946193386e-837j)  +/-  (3.04e-36, 8.14e-145j)
| (0.026625631801511716135 + 1.5843471649123065091e-838j)  +/-  (7.75e-37, 2.08e-145j)
| (0.013659594338883053327 + 3.382982497837795227e-838j)  +/-  (8.88e-37, 2.38e-145j)
| (0.013659594338883053327 + 8.9210139410971313956e-840j)  +/-  (1.54e-35, 4.14e-144j)
| (0.02942744677269413027 + 2.1687176019751961376e-839j)  +/-  (5.2e-38, 1.39e-146j)
| (0.042673075476000765392 + 6.2429454157835830046e-839j)  +/-  (5.47e-41, 1.46e-149j)
| (0.02942744677269413027 + 1.388110982390026355e-838j)  +/-  (4.74e-39, 1.27e-147j)
| (0.011882760442346259695 - 3.9230380770260104897e-838j)  +/-  (1.14e-37, 3.05e-146j)
| (0.023613390050894418772 + 1.6396835958072124576e-839j)  +/-  (3.06e-36, 8.21e-145j)
| (0.033226917432325091586 - 2.5892239375904105693e-839j)  +/-  (1.17e-40, 3.13e-149j)
| (0.026625631801511716135 + 1.8997770011776131884e-839j)  +/-  (1.94e-37, 5.2e-146j)
| (0.022047731927691735803 - 1.9928294146191216853e-838j)  +/-  (2.15e-38, 5.77e-147j)
| (0.030753618842051680751 - 1.3050279046259899261e-838j)  +/-  (3.18e-40, 8.52e-149j)
| (0.011882760442346259695 - 7.7216336925893420741e-840j)  +/-  (6.11e-37, 1.64e-145j)
| (0.030753618842051680751 - 2.306186716182962214e-839j)  +/-  (9.66e-40, 2.59e-148j)
| (0.032022021535477110575 + 2.4461828085877876781e-839j)  +/-  (1.28e-40, 3.43e-149j)
| (0.010074855461339154067 + 4.6634346530523889589e-838j)  +/-  (2.56e-40, 6.85e-149j)
| (0.034370940034664700679 + 1.1002042681429546758e-838j)  +/-  (4.22e-44, 1.13e-152j)
| (0.018790373539432459325 - 2.3919270758729733313e-838j)  +/-  (2.13e-39, 5.72e-148j)
| (0.015391407044138533824 - 1.0142861065800378068e-839j)  +/-  (6.27e-38, 1.68e-146j)
| (0.035454734035666664657 - 2.8840483796485432788e-839j)  +/-  (1.29e-44, 3.46e-153j)
| (0.0082782289865941824799 - 5.3246114169925174653e-840j)  +/-  (7.45e-38, 2e-146j)
| (0.028051981797491041577 - 1.48051870175477048e-838j)  +/-  (6.96e-42, 1.87e-150j)
| (0.033226917432325091586 - 1.1621678587875840122e-838j)  +/-  (3.24e-44, 8.68e-153j)
| (0.0082782289865941824799 - 5.7204670920894601671e-838j)  +/-  (1.11e-41, 2.97e-150j)
| (0.034370940034664700679 + 2.7351908775224383803e-839j)  +/-  (5.54e-45, 1.49e-153j)
| (0.042395420357696166186 - 6.5207651891567696029e-839j)  +/-  (7.45e-50, 2e-158j)
| (0.0064860121209220628057 + 7.4115292475315302635e-838j)  +/-  (6.53e-42, 1.75e-150j)
| (0.037419631421758867398 - 9.4237838529846927862e-839j)  +/-  (3.8e-49, 1.02e-157j)
| (0.041604955799178121586 - 7.1218270684459373651e-839j)  +/-  (9.6e-51, 2.57e-159j)
| (0.040506209137660599363 - 3.8596515377479429056e-839j)  +/-  (4.09e-52, 1.1e-160j)
| (0.037419631421758867398 - 3.1925147179031279827e-839j)  +/-  (4.6e-50, 1.23e-158j)
| (0.042991726205051651762 + 5.2534126681004528867e-839j)  +/-  (1.04e-52, 2.79e-161j)
| (0.036472333865741905051 + 9.9082118320910912948e-839j)  +/-  (1.99e-49, 5.32e-158j)
| (0.035454734035666664657 - 1.0432691802506651135e-838j)  +/-  (9.54e-49, 2.56e-157j)
| (0.042395420357696166186 - 4.6131042482922863133e-839j)  +/-  (2.45e-54, 6.56e-163j)
| (0.036472333865741905051 + 3.0363264264809272064e-839j)  +/-  (8.77e-51, 2.35e-159j)
| (0.043031423824879940531 - 5.484568597183726226e-839j)  +/-  (1.14e-53, 3.04e-162j)
| (0.042039562912823254326 + 6.8131791542362400023e-839j)  +/-  (5.18e-53, 1.39e-161j)
| (0.039844782998058933449 + 8.161787162017185113e-839j)  +/-  (5.22e-54, 1.4e-162j)
| (0.038298093591286115655 + 3.3526588154709988949e-839j)  +/-  (5.73e-53, 1.53e-161j)
| (0.041092981602322154911 + 4.0389447567597501003e-839j)  +/-  (5e-55, 1.34e-163j)
| (0.039107846442740889046 - 3.5168774033576944484e-839j)  +/-  (6.93e-54, 1.86e-162j)
| (0.042673075476000765392 + 4.8184336884795460332e-839j)  +/-  (8.14e-56, 2.18e-164j)
| (0.039107846442740889046 - 8.5542045678395995365e-839j)  +/-  (6.75e-55, 1.81e-163j)
| (0.038298093591286115655 + 8.9739301595416214476e-839j)  +/-  (1.5e-54, 4.02e-163j)
| (0.042872241973942612241 - 5.0316219344720050318e-839j)  +/-  (6.94e-56, 1.86e-164j)
| (0.039844782998058933449 + 3.6857035911451440594e-839j)  +/-  (1.43e-55, 3.83e-164j)
| (0.042039562912823254326 + 4.4150737338667239362e-839j)  +/-  (1.6e-56, 4.31e-165j)
| (0.041092981602322154911 + 7.4482507964469635916e-839j)  +/-  (6.31e-57, 1.71e-165j)
| (0.040506209137660599363 - 7.7941024686563075763e-839j)  +/-  (6.7e-57, 1.81e-165j)
| (0.042991726205051651762 + 5.7258927171407345243e-839j)  +/-  (2.72e-57, 7.51e-166j)
| (0.041604955799178121586 - 4.2238861479141045344e-839j)  +/-  (2.25e-57, 5.75e-166j)
