Starting with polynomial:
P : t
Extension levels are: 1 2 80
-------------------------------------------------
Trying to find an order 2 Kronrod extension for:
P1 : t
Solvable: 1
-------------------------------------------------
Trying to find an order 80 Kronrod extension for:
P2 : t^3 - 3*t
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : t^83 - 8841120095951272791998597635676341309389209747/2536715008713235491535654685913474885538809*t^81 + 4886891469315758811402735682602128894976520332180/845571669571078497178551561971158295179603*t^79 - 394966668858608594894972062713183645147746524677420/65043974582390653629119350920858330398431*t^77 + 295430108865590646258597136755334547203802520386881530/65043974582390653629119350920858330398431*t^75 - 167577865200915553470094826347966268180025794174587833150/65043974582390653629119350920858330398431*t^73 + 74982104751865594640800689906964175845930241016091910711700/65043974582390653629119350920858330398431*t^71 - 27180612113734212785903445285099289811298260385218594428813500/65043974582390653629119350920858330398431*t^69 + 8135510717143087900845115837808611653105669387751727382745978875/65043974582390653629119350920858330398431*t^67 - 2039108736278358797979707385608829430462822442408527045530549323625/65043974582390653629119350920858330398431*t^65 + 432555483993408325676907313255703399081038571220350983985565992754000/65043974582390653629119350920858330398431*t^63 - 78293346653846626885771937505928759113655188667429950264001718114262000/65043974582390653629119350920858330398431*t^61 + 12167736076108058913145213905196518565409976156022027154349516430585755000/65043974582390653629119350920858330398431*t^59 - 1631469664878477835695820366154173864400359551145119121128748994015796585000/65043974582390653629119350920858330398431*t^57 + 189408499546971306289060385555136123217322170804416353112393956954719017090000/65043974582390653629119350920858330398431*t^55 - 19090116272481817791570927687500946163407331925050623515194942330572085125510000/65043974582390653629119350920858330398431*t^53 + 1673304632610185642937705049284364214049817599997464417723640791711249303528348750/65043974582390653629119350920858330398431*t^51 - 127685475093965604643227296361203207983213405346245791390083788140148333171661156250/65043974582390653629119350920858330398431*t^49 + 8485042712488262689653611983037167860962445391921874428125108437594260613808148875000/65043974582390653629119350920858330398431*t^47 - 490885952845435357117629836458820699150019251594107092004457204039549229861066218625000/65043974582390653629119350920858330398431*t^45 + 24701372856756484965591672209090231655000854765761678965717026887207474371268337631937500/65043974582390653629119350920858330398431*t^43 - 1079467315049548549416008703079160064189257532837447445720177153501662260169797590003312500/65043974582390653629119350920858330398431*t^41 + 40879817716001180052522359588968224414320555218757136847723098349990480015797566486514375000/65043974582390653629119350920858330398431*t^39 - 1337825389015999574775264434533124013047096285078395005562588649392113810100180723495063125000/65043974582390653629119350920858330398431*t^37 + 37701419014748704003287865262759845481697757003394474299353316102294197202088664490038026718750/65043974582390653629119350920858330398431*t^35 - 911020766926421391396178990719966890511858491881550995225406172978182220938756070893495630906250/65043974582390653629119350920858330398431*t^33 + 18779492998744725974132630160089989004589072069979289581639823353734254830423054515996827972250000/65043974582390653629119350920858330398431*t^31 - 328225529934291302049767993546167611356826589352337352900725363395571200733256506653892098388750000/65043974582390653629119350920858330398431*t^29 + 4828883644241250912014040003416388475146422260409066196928201873191816184444903690218107423536875000/65043974582390653629119350920858330398431*t^27 - 59288706332992502015571099284313263846628258630980810781219171654444666736152186204073364709425625000/65043974582390653629119350920858330398431*t^25 + 601312692477546912684895074927936878733808547308036134547901068437056272398850208472310154305256250000/65043974582390653629119350920858330398431*t^23 - 4976251463586055087714904087878177519591536471015639767895272140109853773914618528731720173019768750000/65043974582390653629119350920858330398431*t^21 + 33107914016691905011189088602069138042292899933616602771639576107025701999815949262049554591208794921875/65043974582390653629119350920858330398431*t^19 - 173897557709565312729745435478540996218107407385727724117144221935553440970371020224540013288872306640625/65043974582390653629119350920858330398431*t^17 + 704943698421453925242407829167258563050060969552677662761351652538803886312237577092020247511377976562500/65043974582390653629119350920858330398431*t^15 - 2142891498013939798697501749261059423683076928687333287162379252006182026228973219857641325601800179687500/65043974582390653629119350920858330398431*t^13 + 4703729118320955280280190023877410176134603722219372769754857683857896852629339701618314135450510597656250/65043974582390653629119350920858330398431*t^11 - 7082404491044430310433385878546996523943416453393435710437409487215278261178596175089521538702927324218750/65043974582390653629119350920858330398431*t^9 + 6795264516263777305860429397704072966599392647116468455540996201922379459156250072001581359112793320312500/65043974582390653629119350920858330398431*t^7 - 3705090669856544713539544935596606668415254943341731618051787021547481276222912555024862055252769960937500/65043974582390653629119350920858330398431*t^5 + 937798188508148488673176202722755050242324615328264286164605560514958787840422613973756613899662802734375/65043974582390653629119350920858330398431*t^3 - 69462710455036156021570695479001836588841621572275292767043734071442482192081738233509588828253642578125/65043974582390653629119350920858330398431*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: 0
  current precision for roots: 848
  current precision for roots: 1696
 current precision for weights: 848
Linear system for weights solvable: 1
Sufficient bits for target precision reached
Positive weights:   83 out of 83
Indefinite weights: 0 out of 83
Negative weights:   0 out of 83
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (-13.470730401680795408 - 1.2610004629016556853e-1339j)  +/-  (1.42e-491, 1.42e-491j)
| (-17.678273100199406898 + 2.0284359196703560456e-1346j)  +/-  (2.1e-497, 2.1e-497j)
| (-14.559461583106194895 - 2.0587662301745670149e-1341j)  +/-  (1.18e-492, 1.18e-492j)
| (-15.825460629476760681 + 2.3321226087091930199e-1343j)  +/-  (2.05e-494, 2.05e-494j)
| (-7.4807784406927597713 + 3.4860590570140179768e-1342j)  +/-  (7.91e-492, 7.91e-492j)
| (-12.966294527110967165 + 2.5453428413972479241e-1338j)  +/-  (3.59e-491, 3.59e-491j)
| (-8.2482954210564286206 - 3.1599416115231582174e-1341j)  +/-  (3.71e-491, 3.71e-491j)
| (-15.161539710406127647 + 1.2566865769132758113e-1343j)  +/-  (1.89e-493, 1.89e-493j)
| (-5.262855244107242752 + 5.0231091263867537018e-1345j)  +/-  (4.71e-495, 4.71e-495j)
| (-9.0348740512796408337 + 8.1162593006418935461e-1340j)  +/-  (1.24e-490, 1.24e-490j)
| (-16.595960357601653477 + 7.1200913999125480951e-1346j)  +/-  (1.25e-495, 1.25e-495j)
| (-1.7320508075688772935 - 5.9430516474326322837e-1355j)  +/-  (6.62e-504, 6.62e-504j)
| (-9.8447020380177106726 + 1.0422977564264888219e-1338j)  +/-  (2.21e-490, 2.21e-490j)
| (-2.4284451026803489091 - 2.2321203920523044567e-1352j)  +/-  (8.75e-502, 8.75e-502j)
| (-13.999500952837586376 - 3.8954970845584638598e-1341j)  +/-  (4.84e-492, 4.84e-492j)
| (-4.9025720887287354284 - 2.2744402675969199298e-1346j)  +/-  (9.97e-496, 9.97e-496j)
| (-3.4802565770392080852 - 7.5834197898448153517e-1350j)  +/-  (6.19e-499, 6.19e-499j)
| (-3.1284970390511323778 + 6.5860357599559426912e-1350j)  +/-  (7.57e-500, 7.57e-500j)
| (-12.013102308017102117 + 1.1232666418274356799e-1339j)  +/-  (1.41e-490, 1.41e-490j)
| (-9.4365737584330491277 + 9.3554038427855541276e-1341j)  +/-  (1.73e-490, 1.73e-490j)
| (-7.8623763831746545004 - 8.2777423701649325568e-1343j)  +/-  (1.77e-491, 1.77e-491j)
| (1.384880824887886146 + 3.6134788927715997134e-1356j)  +/-  (4.85e-505, 4.85e-505j)
| (-4.5443579928222223078 - 3.6737565277880146726e-1347j)  +/-  (1.73e-496, 1.73e-496j)
| (-4.1880199876639950468 - 1.7473697253902436326e-1349j)  +/-  (2.99e-497, 2.99e-497j)
| (1.7320508075688772935 + 8.3444787519657602332e-1355j)  +/-  (6.52e-504, 6.52e-504j)
| (-10.683334978409369436 + 4.4323716005864658086e-1341j)  +/-  (2.83e-490, 2.83e-490j)
| (-8.6389659138735650964 + 1.3191013199552691157e-1341j)  +/-  (6.71e-491, 6.71e-491j)
| (-11.558487344428302017 - 4.9743012342018343993e-1341j)  +/-  (2.17e-490, 2.17e-490j)
| (-12.481534721286084327 + 5.8303567285553734383e-1344j)  +/-  (7.71e-491, 7.71e-491j)
| (-5.9904692028001967592 - 8.4978126430557657918e-1353j)  +/-  (7.66e-494, 7.66e-494j)
| (-2.0798606454821146049 + 1.6742928509760807127e-1362j)  +/-  (7.23e-503, 7.23e-503j)
| (-3.8333766509238874026 - 2.3991410330079324309e-1359j)  +/-  (4.35e-498, 4.35e-498j)
| (-11.115746400332121277 + 3.275216541871696367e-1348j)  +/-  (2.65e-490, 2.65e-490j)
| (2.0798606454821146049 + 2.8591209990793359066e-1371j)  +/-  (7.27e-503, 7.27e-503j)
| (-6.3582610339965956092 + 4.6692378617072258802e-1360j)  +/-  (2.93e-493, 2.93e-493j)
| (-1.384880824887886146 - 2.2767553108179770615e-1373j)  +/-  (5.28e-505, 5.28e-505j)
| (-6.7290492135939537465 - 9.2677434316729013074e-1359j)  +/-  (9.23e-493, 9.23e-493j)
| (-2.7779428080671968551 + 2.5697846579143307702e-1375j)  +/-  (9.73e-501, 9.73e-501j)
| (0.34590541246298358667 + 2.2276524910905181713e-1382j)  +/-  (8.82e-509, 8.82e-509j)
| (2.4284451026803489091 + 1.0726015596531410425e-1375j)  +/-  (9.3e-502, 9.3e-502j)
| (1.2054624039120650261e-1415 + 1.1516007396361616539e-1415j)  +/-  (1.38e-1413, 1.38e-1413j)
| (-0.69193638523383913796 + 1.3557027311864956079e-1381j)  +/-  (1.99e-507, 1.99e-507j)
| (-10.259999063235008269 + 1.826295776309755653e-1363j)  +/-  (3.06e-490, 3.06e-490j)
| (0.69193638523383913796 - 2.3475949518413560859e-1395j)  +/-  (1.72e-507, 1.72e-507j)
| (-5.6254137369548515434 - 4.373882470533543772e-1377j)  +/-  (1.98e-494, 1.98e-494j)
| (-0.34590541246298358667 + 4.9388664189187344659e-1417j)  +/-  (8.82e-509, 8.82e-509j)
| (-1.0382190725756296191 + 1.4523429890315748282e-1414j)  +/-  (3.34e-506, 3.34e-506j)
| (1.0382190725756296191 - 5.7876409362197415345e-1410j)  +/-  (2.88e-506, 2.88e-506j)
| (-7.1031176912222925203 - 2.7340637224598215367e-1398j)  +/-  (2.68e-492, 2.68e-492j)
| (12.966294527110967165 - 1.1214234245839880892e-1451j)  +/-  (3.67e-491, 3.67e-491j)
| (13.470730401680795408 - 2.4797249609589811324e-1508j)  +/-  (1.42e-491, 1.42e-491j)
| (12.013102308017102117 + 2.4812648054746844192e-1554j)  +/-  (1.42e-490, 1.42e-490j)
| (17.678273100199406898 + 2.6949688774578436938e-1578j)  +/-  (2.04e-497, 2.04e-497j)
| (12.481534721286084327 + 2.6751422435330821532e-1589j)  +/-  (7.9e-491, 7.9e-491j)
| (10.683334978409369436 + 1.5392852109745851561e-1609j)  +/-  (2.88e-490, 2.88e-490j)
| (8.2482954210564286206 - 9.68921098156295368e-1619j)  +/-  (3.77e-491, 3.77e-491j)
| (7.1031176912222925203 - 1.3849377692400916404e-1621j)  +/-  (2.66e-492, 2.66e-492j)
| (16.595960357601653477 + 3.1081410222462037267e-1625j)  +/-  (1.26e-495, 1.26e-495j)
| (13.999500952837586376 + 9.0612430032046695796e-1620j)  +/-  (4.77e-492, 4.77e-492j)
| (5.6254137369548515434 + 5.2555684198584696607e-1634j)  +/-  (2.18e-494, 2.18e-494j)
| (3.8333766509238874026 + 1.6163561103708722736e-1637j)  +/-  (4.43e-498, 4.43e-498j)
| (9.0348740512796408337 - 5.6375240544411569188e-1629j)  +/-  (1.12e-490, 1.12e-490j)
| (3.4802565770392080852 + 2.0866639069568493165e-1661j)  +/-  (5.93e-499, 5.93e-499j)
| (10.259999063235008269 + 6.669648960649050255e-1651j)  +/-  (2.73e-490, 2.73e-490j)
| (15.825460629476760681 - 6.5700197229398397396e-1668j)  +/-  (2.13e-494, 2.13e-494j)
| (9.8447020380177106726 - 1.8759878610629618165e-1684j)  +/-  (2.26e-490, 2.26e-490j)
| (7.8623763831746545004 - 1.483255042547670944e-1722j)  +/-  (1.88e-491, 1.88e-491j)
| (11.558487344428302017 + 4.4703243162306553163e-1751j)  +/-  (2.15e-490, 2.15e-490j)
| (8.6389659138735650964 - 7.8105109238281790524e-1762j)  +/-  (7.17e-491, 7.17e-491j)
| (5.9904692028001967592 + 8.611407229753996149e-1770j)  +/-  (8.02e-494, 8.02e-494j)
| (9.4365737584330491277 + 8.5686707324735129051e-1766j)  +/-  (1.73e-490, 1.73e-490j)
| (15.161539710406127647 + 1.6811827850189346108e-1772j)  +/-  (1.82e-493, 1.82e-493j)
| (5.262855244107242752 - 2.2006498082313139911e-1788j)  +/-  (4.43e-495, 4.43e-495j)
| (4.1880199876639950468 - 7.5019201089368478846e-1791j)  +/-  (2.81e-497, 2.81e-497j)
| (14.559461583106194895 - 1.3392056420078940059e-1783j)  +/-  (1.06e-492, 1.06e-492j)
| (6.7290492135939537465 - 6.9123166924216200982e-1796j)  +/-  (9.42e-493, 9.42e-493j)
| (11.115746400332121277 - 1.1190017620374816472e-1812j)  +/-  (2.71e-490, 2.71e-490j)
| (3.1284970390511323778 - 6.4409889761818133908e-1838j)  +/-  (7.46e-500, 7.46e-500j)
| (4.5443579928222223078 + 4.4521073407532583556e-1834j)  +/-  (1.88e-496, 1.88e-496j)
| (2.7779428080671968551 - 3.2936567138051811509e-1839j)  +/-  (9.29e-501, 9.29e-501j)
| (4.9025720887287354284 + 4.9263436904440959274e-1833j)  +/-  (9.15e-496, 9.15e-496j)
| (6.3582610339965956092 + 2.1308718966739666026e-1828j)  +/-  (3e-493, 3e-493j)
| (7.4807784406927597713 + 5.6865855189777190987e-1830j)  +/-  (7.54e-492, 7.54e-492j)
-------------------------------------------------
The weights are:
| (8.1213754161441839761e-41 - 5.8778885816947808606e-1369j)  +/-  (2.54e-104, 1.46e-348j)
| (9.0504426718529612829e-69 - 1.1063348466740616208e-1382j)  +/-  (1.52e-114, 8.71e-359j)
| (2.1525131221138881786e-47 - 2.9074654510946499802e-1372j)  +/-  (1.59e-107, 9.11e-352j)
| (1.1645191202232535923e-55 - 2.2381048808386500576e-1376j)  +/-  (7.6e-111, 4.35e-355j)
| (1.0670793278324735371e-13 + 1.0051341062997640639e-1354j)  +/-  (7.92e-88, 4.54e-332j)
| (6.120104069049334862e-38 + 1.6788585330195609564e-1367j)  +/-  (1.98e-104, 1.13e-348j)
| (2.6092111426011276528e-16 - 6.4265539761402372828e-1356j)  +/-  (2.34e-91, 1.34e-335j)
| (3.0416688072095078996e-51 + 3.480145444977815428e-1374j)  +/-  (1.74e-109, 9.97e-354j)
| (1.3944829618114649611e-07 + 1.8269192305066661453e-1351j)  +/-  (2.92e-79, 1.67e-323j)
| (2.9926845720470620535e-19 + 8.10413240863847584e-1358j)  +/-  (8.29e-95, 4.75e-339j)
| (5.3124134236050068942e-61 + 5.3203302289772567181e-1379j)  +/-  (7.32e-114, 4.2e-358j)
| (0.03093020694140410189 + 1.2856005836928899862e-1349j)  +/-  (2.63e-49, 1.51e-293j)
| (1.4786082790120620447e-22 - 7.3905654328597698323e-1360j)  +/-  (4.69e-98, 2.69e-342j)
| (0.0072973484482064192974 + 7.6514125370370786055e-1350j)  +/-  (5.88e-60, 3.37e-304j)
| (5.9960138113068810977e-44 + 1.554159816318953502e-1370j)  +/-  (3.4e-107, 1.95e-351j)
| (8.6513688360776068902e-07 - 5.8729304033677328853e-1351j)  +/-  (1.56e-79, 8.94e-324j)
| (0.00032948426268793936368 - 2.4606006776820549849e-1350j)  +/-  (5.41e-71, 3.1e-315j)
| (0.0010496698013011873739 + 3.7644284693925649927e-1350j)  +/-  (3.62e-68, 2.08e-312j)
| (8.4574239022515737804e-33 + 7.0087812524891184701e-1365j)  +/-  (1.39e-104, 7.97e-349j)
| (7.4374205849568170784e-21 + 1.3409959887821436796e-1358j)  +/-  (3.15e-97, 1.81e-341j)
| (5.7744250863791522666e-15 + 3.4414122974992172231e-1355j)  +/-  (1.21e-92, 6.92e-337j)
| (0.053044634924186906339 - 9.4369490238006100632e-1350j)  +/-  (1.41e-55, 8.08e-300j)
| (4.67226291987783913e-06 + 7.2158545833178516716e-1351j)  +/-  (6.06e-80, 3.47e-324j)
| (2.2031592924201398084e-05 - 9.8637491651007994572e-1351j)  +/-  (2.95e-78, 1.69e-322j)
| (0.03093020694140410189 + 6.8864730416677300805e-1350j)  +/-  (7.16e-64, 4.1e-308j)
| (2.8069034585816085738e-26 - 1.759228880418253111e-1361j)  +/-  (2.21e-102, 1.27e-346j)
| (9.7600552981063118363e-18 - 1.8610352415912400882e-1357j)  +/-  (9.26e-96, 5.31e-340j)
| (1.7457971117964881551e-30 - 1.0908341659089437317e-1363j)  +/-  (6.58e-105, 3.77e-349j)
| (2.8153835252545129596e-35 - 3.7914867175759725369e-1366j)  +/-  (4.48e-107, 2.56e-351j)
| (2.3569968028823608739e-09 - 9.9741949874687822275e-1353j)  +/-  (6.48e-91, 3.71e-335j)
| (0.015972281107463537882 - 1.0166687798817294474e-1349j)  +/-  (6e-71, 3.44e-315j)
| (9.095024470953974695e-05 + 1.5730780303438520611e-1350j)  +/-  (2.12e-81, 1.22e-325j)
| (2.5766861586788816798e-28 + 1.4670908895600484341e-1362j)  +/-  (3.26e-104, 1.87e-348j)
| (0.015972281107463537882 - 4.7409250184118777075e-1350j)  +/-  (1.67e-79, 9.56e-324j)
| (2.4519295093021770155e-10 + 1.4377754134848792755e-1353j)  +/-  (1.33e-92, 7.63e-337j)
| (0.053044634924186906339 - 1.5440514650683223924e-1349j)  +/-  (1.1e-68, 6.3e-313j)
| (2.1849702465968257677e-11 + 4.3925124742876633384e-1356j)  +/-  (5.61e-94, 3.22e-338j)
| (0.0029462001082261370745 - 5.5005804246240825001e-1350j)  +/-  (8.8e-80, 5.04e-324j)
| (0.1299984408257348874 + 1.7225453440293476891e-1349j)  +/-  (3.51e-69, 2.01e-313j)
| (0.0072973484482064192974 + 3.0770126557154470822e-1350j)  +/-  (3.46e-87, 1.98e-331j)
| (0.13798795337375280672 - 1.8808409635984344049e-1349j)  +/-  (2.44e-69, 1.4e-313j)
| (0.10869050643319565117 - 1.8996720967829678344e-1349j)  +/-  (3.7e-70, 2.12e-314j)
| (2.3159230340892562461e-24 + 2.0203674480985070805e-1360j)  +/-  (3.44e-103, 1.97e-347j)
| (0.10869050643319565117 - 1.4916790709545239745e-1349j)  +/-  (1.95e-70, 1.12e-314j)
| (1.9500697788198955588e-08 + 6.7981524591433824685e-1352j)  +/-  (4.44e-91, 2.54e-335j)
| (0.1299984408257348874 + 1.9428691945972806046e-1349j)  +/-  (4.25e-70, 2.44e-314j)
| (0.080628569648474330791 + 1.7592028430468433299e-1349j)  +/-  (3.97e-71, 2.28e-315j)
| (0.080628569648474330791 + 1.2207896511313942566e-1349j)  +/-  (4.83e-72, 2.77e-316j)
| (1.6590923460955156165e-12 - 2.2360135035030560713e-1354j)  +/-  (4.18e-95, 2.39e-339j)
| (6.120104069049334862e-38 - 5.5802962493302271924e-1368j)  +/-  (4.32e-137, 2.48e-381j)
| (8.1213754161441839761e-41 + 2.0671914722470115479e-1369j)  +/-  (1.82e-138, 1.04e-382j)
| (8.4574239022515737804e-33 - 2.0392108036814775641e-1365j)  +/-  (1e-135, 5.74e-380j)
| (9.0504426718529612829e-69 + 5.2337281304128856837e-1383j)  +/-  (4.32e-149, 2.48e-393j)
| (2.8153835252545129596e-35 + 1.1839324304894254261e-1366j)  +/-  (1.63e-136, 9.32e-381j)
| (2.8069034585816085738e-26 + 3.719905867080426348e-1362j)  +/-  (4.74e-134, 2.72e-378j)
| (2.6092111426011276528e-16 + 3.8123766387020240081e-1357j)  +/-  (6.45e-129, 3.69e-373j)
| (1.6590923460955156165e-12 - 3.2006748235706518745e-1355j)  +/-  (7.57e-126, 4.34e-370j)
| (5.3124134236050068942e-61 - 2.3775599179449972503e-1379j)  +/-  (4.79e-148, 2.75e-392j)
| (5.9960138113068810977e-44 - 5.757408654569519885e-1371j)  +/-  (2.11e-141, 1.21e-385j)
| (1.9500697788198955588e-08 - 3.7877092555790414432e-1353j)  +/-  (1.33e-122, 7.62e-367j)
| (9.095024470953974695e-05 + 2.978795461326978612e-1351j)  +/-  (2.09e-115, 1.2e-359j)
| (2.9926845720470620535e-19 + 1.2565499085322856078e-1358j)  +/-  (6.73e-132, 3.85e-376j)
| (0.00032948426268793936368 - 5.8593335497886048253e-1351j)  +/-  (2.24e-114, 1.29e-358j)
| (2.3159230340892562461e-24 - 3.397807307259356487e-1361j)  +/-  (1.34e-134, 7.65e-379j)
| (1.1645191202232535923e-55 + 9.5443855562028341383e-1377j)  +/-  (4.81e-148, 2.76e-392j)
| (1.4786082790120620447e-22 + 2.7357597565456962063e-1360j)  +/-  (4.51e-134, 2.59e-378j)
| (5.7744250863791522666e-15 - 1.8219992723811058319e-1356j)  +/-  (7.77e-131, 4.45e-375j)
| (1.7457971117964881551e-30 + 2.9224457760414516822e-1364j)  +/-  (4.63e-138, 2.65e-382j)
| (9.7600552981063118363e-18 - 7.2684672730492109997e-1358j)  +/-  (2.7e-132, 1.55e-376j)
| (2.3569968028823608739e-09 + 1.2857062662547739829e-1353j)  +/-  (5.77e-129, 3.31e-373j)
| (7.4374205849568170784e-21 - 1.9587930509871168807e-1359j)  +/-  (8.73e-134, 5.01e-378j)
| (3.0416688072095078996e-51 - 1.4179855556629333385e-1374j)  +/-  (1.21e-148, 6.93e-393j)
| (1.3944829618114649611e-07 + 1.0388342696905831247e-1352j)  +/-  (1.09e-128, 6.25e-373j)
| (2.2031592924201398084e-05 - 1.4209789652862704739e-1351j)  +/-  (1.29e-126, 7.41e-371j)
| (2.1525131221138881786e-47 + 1.1308189019622084407e-1372j)  +/-  (4.61e-147, 2.64e-391j)
| (2.1849702465968257677e-11 + 1.18485742153334416e-1354j)  +/-  (1.23e-131, 7.06e-376j)
| (2.5766861586788816798e-28 - 3.5525297338947248049e-1363j)  +/-  (2.27e-138, 1.3e-382j)
| (0.0010496698013011873739 + 1.082697481524296112e-1350j)  +/-  (5.63e-126, 3.23e-370j)
| (4.67226291987783913e-06 + 6.3524113813262116804e-1352j)  +/-  (1.09e-128, 6.25e-373j)
| (0.0029462001082261370745 - 1.8813338361848204875e-1350j)  +/-  (4.7e-126, 2.69e-370j)
| (8.6513688360776068902e-07 - 2.6575629539572229131e-1352j)  +/-  (2.17e-129, 1.24e-373j)
| (2.4519295093021770155e-10 - 4.0542963692744049183e-1354j)  +/-  (6.1e-132, 3.49e-376j)
| (1.0670793278324735371e-13 + 7.9680484984025309446e-1356j)  +/-  (1.1e-133, 6.29e-378j)
