Starting with polynomial:
P : t^2 - 1
Extension levels are: 2 79
-------------------------------------------------
Trying to find an order 79 Kronrod extension for:
P1 : t^2 - 1
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : t^81 - 17096138750966266379668309120329742009065012126632982839/5382408543909420160566128500322245021819215876777827*t^79 + 25808418319195490621937188506357539332124795693665194448019/5382408543909420160566128500322245021819215876777827*t^77 - 320216308638681006555941059629396740590942575945862198545741/69901409661161300786573097406782402880769037360751*t^75 + 217508652256239522756095176236171100688886181966800904270248675/69901409661161300786573097406782402880769037360751*t^73 - 111883021551293537495681680981497980538778808303481647802159137625/69901409661161300786573097406782402880769037360751*t^71 + 45327847709936390141572991212193684988394235470425609949148465933325/69901409661161300786573097406782402880769037360751*t^69 - 14852685972861492319949114952450711377821343631611938717021958353270575/69901409661161300786573097406782402880769037360751*t^67 + 4011325420811219964089731238974346478431625732542955172978659128217589350/69901409661161300786573097406782402880769037360751*t^65 - 905433188023946397285259303618607267513465049701139380969330999380449883500/69901409661161300786573097406782402880769037360751*t^63 + 172607019048418238480468174791081896040269589349206217519055929946774611593500/69901409661161300786573097406782402880769037360751*t^61 - 28012797613694575854105375443761192791394709247268840227335161250692879138108500/69901409661161300786573097406782402880769037360751*t^59 + 3893959941072859282173380502427716378069017622626618333158398074729825506953973500/69901409661161300786573097406782402880769037360751*t^57 - 465757220656876004893049923972357104892934617768302048522195027295859950991669140500/69901409661161300786573097406782402880769037360751*t^55 + 48098723030894734497872611928510298576428294974459884872288775070873530037236324622500/69901409661161300786573097406782402880769037360751*t^53 - 4298800743225035051300580989177561170558811604365479366476032129182129473542590652167500/69901409661161300786573097406782402880769037360751*t^51 + 333008654163446195567541405451023107041745212548342879338918606585188349017007216249606250/69901409661161300786573097406782402880769037360751*t^49 - 22375587643702903219403040568970832150952476908211909827897141281316628741096526242813356250/69901409661161300786573097406782402880769037360751*t^47 + 1304095093462256693246826588705582136962897007715896596070768687975330630497703267410956381250/69901409661161300786573097406782402880769037360751*t^45 - 65882511668363796932584677295204831876402976878933482179078814068972341399134657984590817843750/69901409661161300786573097406782402880769037360751*t^43 + 2881238459699425557586434345269814047437291343778798493430329847298448944799670695041780650906250/69901409661161300786573097406782402880769037360751*t^41 - 108860135448058336219365229463910787963670970990879772309986000775899679707204642728810210402718750/69901409661161300786573097406782402880769037360751*t^39 + 3543824724095035892897003104984820630955673144743044877171530940112697584433867929187758894047093750/69901409661161300786573097406782402880769037360751*t^37 - 99061481641208408164386802483514676768232489374950739460518955276978938104083658858485918846150031250/69901409661161300786573097406782402880769037360751*t^35 + 2367756030983214235835093049930184477749490284646875626010219638210968956748479888872330401947616875000/69901409661161300786573097406782402880769037360751*t^33 - 48145422961394246806801400648682707584291938186759819261143952535005156741757586727664009070423180437500/69901409661161300786573097406782402880769037360751*t^31 + 827768650962180737039846953020021628242665704854869067882411955177404301515349398618851770155630846187500/69901409661161300786573097406782402880769037360751*t^29 - 11946548943350341689072952198994142807151970584925369633649735610572273607287238896475085896183028760562500/69901409661161300786573097406782402880769037360751*t^27 + 143482657801912497701175008059079074884139062871200376519240860685549863175629556407686094865680949419187500/69901409661161300786573097406782402880769037360751*t^25 - 1419380600169136676749209690687740419286248465078232639285627216408839027713337797845196858220895346989062500/69901409661161300786573097406782402880769037360751*t^23 + 11422594482433049447239907918928507044712936901878019736858520054655252043258891395674763330147395702070312500/69901409661161300786573097406782402880769037360751*t^21 - 73669891603946442365093902056193054071725402165652202751797826538553288389948811167727643959764533398448437500/69901409661161300786573097406782402880769037360751*t^19 + 373853652137973161597117395394189587996765271788109843572551513910354700238720268126580373060313108295368359375/69901409661161300786573097406782402880769037360751*t^17 - 1459048474495776453502543582663068663287688421287216336420149737779481094773836800432842309837766388152054296875/69901409661161300786573097406782402880769037360751*t^15 + 4253632598685805771092505010361888163983843741877184175735830716730783304254691263950115400957620216966021484375/69901409661161300786573097406782402880769037360751*t^13 - 8917361594377398870326734985671363419700957173591834514976319133719432335772402578526414763956227656993658203125/69901409661161300786573097406782402880769037360751*t^11 + 12764887531738792772040542222525594398696821798155113308533424515908535013865971749984683945335941070350279296875/69901409661161300786573097406782402880769037360751*t^9 - 11584243637687463289701313940808589422232933105935601618667811156509344392726157410268768433691763133258619140625/69901409661161300786573097406782402880769037360751*t^7 + 5940013967974246526695015607245518205359303532872446126713022477374586568857591730134598210016378705475876953125/69901409661161300786573097406782402880769037360751*t^5 - 1404668995780067523246245569458022980704557849349920861256178636935036079527177232622033244626975410376083984375/69901409661161300786573097406782402880769037360751*t^3 + 96469311521351541435109612202443481618004763308787242136253286359974900989507513159947328809115951835722656250/69901409661161300786573097406782402880769037360751*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
  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:   81 out of 81
Indefinite weights: 0 out of 81
Negative weights:   0 out of 81
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (-12.98745899698382917 - 2.2696386436202355498e-1085j)  +/-  (5.87e-492, 5.87e-492j)
| (-16.825452207074845982 - 1.3828081796652445318e-1090j)  +/-  (3.39e-497, 3.39e-497j)
| (12.491653507727768831 + 6.0876823930535826197e-1083j)  +/-  (1.59e-491, 1.59e-491j)
| (15.261188461472941048 - 1.3073269629429025903e-1088j)  +/-  (1.5e-494, 1.5e-494j)
| (-14.630648780394423018 + 2.7569903847713274016e-1087j)  +/-  (1.07e-493, 1.07e-493j)
| (-14.049958641256273645 - 2.5127264480569745367e-1086j)  +/-  (5.82e-493, 5.82e-493j)
| (-7.4226998240434875933 - 2.2074318909914415574e-1086j)  +/-  (2.72e-492, 2.72e-492j)
| (13.505041571501452983 + 9.0239564403378787825e-1086j)  +/-  (2.37e-492, 2.37e-492j)
| (-9.8115059405982001927 - 1.0279510343948777903e-1084j)  +/-  (6.8e-491, 6.8e-491j)
| (3.4060922911393193269 + 2.9171926968016174281e-1092j)  +/-  (3.5e-499, 3.5e-499j)
| (2.017741333505717527 + 9.771854172753081683e-1096j)  +/-  (5.52e-503, 5.52e-503j)
| (8.5918484683315039339 - 2.9185957425346663976e-1083j)  +/-  (2.21e-491, 2.21e-491j)
| (14.630648780394423018 + 1.365444952960256128e-1092j)  +/-  (1.07e-493, 1.07e-493j)
| (-4.469776015713328866 + 8.0518630491917292033e-1097j)  +/-  (9.39e-497, 9.39e-497j)
| (-12.491653507727768831 - 8.2480359628401830599e-1092j)  +/-  (1.48e-491, 1.48e-491j)
| (1.6761601857170222247 - 1.3697518740607484716e-1104j)  +/-  (4.52e-504, 4.52e-504j)
| (-11.550789660863929938 + 1.8042793227380620339e-1092j)  +/-  (4.61e-491, 4.61e-491j)
| (-6.2917235616749044341 + 8.0011209711201958761e-1094j)  +/-  (1.32e-493, 1.32e-493j)
| (14.049958641256273645 + 1.9572403408539100758e-1090j)  +/-  (5.55e-493, 5.55e-493j)
| (-5.9216671325697394817 - 1.0748137586933024177e-1095j)  +/-  (3.82e-494, 3.82e-494j)
| (-8.9920275737775692096 - 1.5485626669756375192e-1093j)  +/-  (3.81e-491, 3.81e-491j)
| (-12.013721677029971017 + 1.4533971131030256622e-1093j)  +/-  (2.96e-491, 2.96e-491j)
| (9.8115059405982001927 - 1.9588663581784596237e-1091j)  +/-  (6.93e-491, 6.93e-491j)
| (-5.5546459189497952429 + 5.9511193001681229807e-1106j)  +/-  (1.16e-494, 1.16e-494j)
| (-13.505041571501452983 - 2.2611965160769245065e-1103j)  +/-  (2.11e-492, 2.11e-492j)
| (-8.5918484683315039339 - 2.4312704018452693434e-1102j)  +/-  (2.17e-491, 2.17e-491j)
| (12.013721677029971017 - 7.4466040456884039812e-1100j)  +/-  (2.86e-491, 2.86e-491j)
| (4.1130119229925682987 - 6.9482540287168002697e-1122j)  +/-  (1.48e-497, 1.48e-497j)
| (6.6650589453192904816 + 3.256833425042057645e-1115j)  +/-  (4.24e-493, 4.24e-493j)
| (6.2917235616749044341 - 1.8460477601804667652e-1118j)  +/-  (1.28e-493, 1.28e-493j)
| (5.9216671325697394817 - 7.252411581384008587e-1120j)  +/-  (3.9e-494, 3.9e-494j)
| (-7.0419479854238129649 - 9.846203498356811292e-1120j)  +/-  (1.15e-492, 1.15e-492j)
| (3.0558165737177854105 + 5.9710846244935252027e-1126j)  +/-  (4.54e-500, 4.54e-500j)
| (5.5546459189497952429 - 1.8828204798319156876e-1120j)  +/-  (9.9e-495, 9.9e-495j)
| (2.3615953797561721728 + 4.6247578368717065066e-1128j)  +/-  (5.78e-502, 5.78e-502j)
| (15.968914349428675125 + 5.7963613033347888974e-1116j)  +/-  (1.08e-495, 1.08e-495j)
| (16.825452207074845982 - 4.7493104044292185777e-1120j)  +/-  (3.31e-497, 3.31e-497j)
| (-15.261188461472941048 + 1.3736233135959536674e-1123j)  +/-  (1.39e-494, 1.39e-494j)
| (8.9920275737775692096 - 4.2810671818454247445e-1118j)  +/-  (3.84e-491, 3.84e-491j)
| (-3.4060922911393193269 + 7.1317431504313658046e-1154j)  +/-  (3.56e-499, 3.56e-499j)
| (-1 + 1.4479009914340276034e-1160j)  +/-  (2.52e-506, 2.52e-506j)
| (-6.6650589453192904816 + 1.0543361550635999429e-1147j)  +/-  (4.01e-493, 4.01e-493j)
| (-10.661622587116232439 - 3.0081469543433615588e-1145j)  +/-  (7.53e-491, 7.53e-491j)
| (-15.968914349428675125 - 8.8437455206932950843e-1151j)  +/-  (1.11e-495, 1.11e-495j)
| (-10.232281099846386988 - 2.3522232933506287532e-1145j)  +/-  (7.67e-491, 7.67e-491j)
| (-11.100664083147642521 + 3.0409250036807296059e-1147j)  +/-  (6.2e-491, 6.2e-491j)
| (-2.3615953797561721728 + 1.2614910735341631204e-1156j)  +/-  (5.63e-502, 5.63e-502j)
| (-8.1972300875205365213 + 1.9124169147153800961e-1146j)  +/-  (1.23e-491, 1.23e-491j)
| (1 + 3.4701683276141734053e-1160j)  +/-  (2.39e-506, 2.39e-506j)
| (-4.8288753088606415399 + 2.2085200016237691411e-1150j)  +/-  (4.9e-496, 4.9e-496j)
| (9.3983534974150378307 - 7.3989234071577069163e-1144j)  +/-  (5.62e-491, 5.62e-491j)
| (7.4226998240434875933 + 1.7707199212847722868e-1158j)  +/-  (2.79e-492, 2.79e-492j)
| (8.1972300875205365213 - 1.2059628041980504206e-1157j)  +/-  (1.19e-491, 1.19e-491j)
| (4.469776015713328866 + 2.2537623097723664544e-1173j)  +/-  (8.94e-497, 8.94e-497j)
| (7.0419479854238129649 + 4.4109277857627197946e-1167j)  +/-  (1.09e-492, 1.09e-492j)
| (-4.1130119229925682987 - 1.4474182710137215495e-1183j)  +/-  (1.57e-497, 1.57e-497j)
| (7.8076627094398147195 + 4.0610994425972768684e-1176j)  +/-  (6.04e-492, 6.04e-492j)
| (-3.7584762123378680175 - 3.5990442189956595863e-1219j)  +/-  (2.41e-498, 2.41e-498j)
| (11.550789660863929938 - 2.5165870518910692863e-1224j)  +/-  (4.45e-491, 4.45e-491j)
| (0.66522313859183714713 + 2.4121830095241528816e-1286j)  +/-  (1.63e-507, 1.63e-507j)
| (5.1904447047099538807 + 3.950275255218267944e-1269j)  +/-  (2.42e-495, 2.42e-495j)
| (1.8500675757100261844e-1344 - 1.143167486151834231e-1344j)  +/-  (1.76e-1342, 1.76e-1342j)
| (-2.017741333505717527 - 5.4867718004996139053e-1310j)  +/-  (5.15e-503, 5.15e-503j)
| (12.98745899698382917 + 1.4158159365972198231e-1309j)  +/-  (6.21e-492, 6.21e-492j)
| (2.7076412368411997106 + 1.1511752314254819883e-1354j)  +/-  (5.44e-501, 5.44e-501j)
| (4.8288753088606415399 - 3.7551853536363840618e-1378j)  +/-  (4.85e-496, 4.85e-496j)
| (11.100664083147642521 - 1.7645927627613882837e-1447j)  +/-  (6.24e-491, 6.24e-491j)
| (-1.3369175188795834185 - 7.0512762790524749385e-1508j)  +/-  (4.01e-505, 4.01e-505j)
| (-1.6761601857170222247 + 1.0323768412471724266e-1505j)  +/-  (4.26e-504, 4.26e-504j)
| (1.3369175188795834185 - 7.3381233404418119668e-1507j)  +/-  (3.85e-505, 3.85e-505j)
| (0.33213798744638516381 + 1.6304126710221948618e-1509j)  +/-  (7.45e-509, 7.45e-509j)
| (3.7584762123378680175 + 1.0153270101242169287e-1500j)  +/-  (2.46e-498, 2.46e-498j)
| (-2.7076412368411997106 + 4.1001428205886281383e-1504j)  +/-  (5.31e-501, 5.31e-501j)
| (-0.66522313859183714713 - 8.3544079113753390321e-1509j)  +/-  (1.63e-507, 1.63e-507j)
| (-5.1904447047099538807 + 1.3682341940237161153e-1495j)  +/-  (2.32e-495, 2.32e-495j)
| (-7.8076627094398147195 - 5.825849951116366947e-1493j)  +/-  (5.77e-492, 5.77e-492j)
| (10.661622587116232439 - 5.9668676980324334706e-1528j)  +/-  (7.76e-491, 7.76e-491j)
| (-9.3983534974150378307 - 6.1885925733176292649e-1559j)  +/-  (5.5e-491, 5.5e-491j)
| (-0.33213798744638516381 - 1.4580416259064283573e-1583j)  +/-  (8.45e-509, 8.45e-509j)
| (-3.0558165737177854105 - 4.2831544020491246927e-1575j)  +/-  (4.73e-500, 4.73e-500j)
| (10.232281099846386988 - 6.6480544504683470289e-1565j)  +/-  (7.94e-491, 7.94e-491j)
-------------------------------------------------
The weights are:
| (4.7630988840979275202e-38 + 5.5348476633639189054e-1112j)  +/-  (6.97e-142, 1.58e-386j)
| (1.3284092047216143344e-62 + 2.1450703733529203775e-1124j)  +/-  (3.64e-151, 8.26e-396j)
| (2.5343698761927271215e-35 + 9.9719928430729875422e-1110j)  +/-  (2.9e-142, 6.57e-387j)
| (7.043875265054436239e-52 - 2.5092699698280905658e-1118j)  +/-  (3.41e-149, 7.74e-394j)
| (7.9299009351292391726e-48 - 6.283283364181940026e-1117j)  +/-  (1.11e-146, 2.51e-391j)
| (3.0532613788152525193e-44 + 4.0866416414092755126e-1115j)  +/-  (2.88e-145, 6.54e-390j)
| (1.6589381072899616753e-13 - 1.7313246145288389602e-1098j)  +/-  (6.64e-127, 1.51e-371j)
| (5.2559538854742425817e-41 + 1.0533641255161242783e-1112j)  +/-  (1.43e-146, 3.25e-391j)
| (2.0750978776656761817e-22 - 3.6594675105342759857e-1104j)  +/-  (9.96e-136, 2.26e-380j)
| (0.00042402711847173755409 + 9.9443221717129735656e-1094j)  +/-  (5.4e-105, 1.23e-349j)
| (0.017856515349187499291 + 7.1832613001570817976e-1093j)  +/-  (4.54e-89, 1.03e-333j)
| (1.4799885056588802039e-17 + 1.9051389437338933812e-1099j)  +/-  (7.36e-134, 1.67e-378j)
| (7.9299009351292391726e-48 + 3.0692291392983748656e-1116j)  +/-  (2.99e-149, 6.77e-394j)
| (6.5512354950637831385e-06 - 5.142309482345304672e-1095j)  +/-  (8.4e-115, 1.9e-359j)
| (2.5343698761927271215e-35 - 1.3200563720743673031e-1110j)  +/-  (2.7e-143, 6.13e-388j)
| (0.033330802591276875894 - 1.0170392696840552311e-1092j)  +/-  (5.74e-88, 1.3e-332j)
| (1.9414530400647410015e-30 - 3.8282982475998339746e-1108j)  +/-  (1.16e-141, 2.63e-386j)
| (3.7592689738194791378e-10 + 3.7367344675121783608e-1097j)  +/-  (6.6e-126, 1.5e-370j)
| (3.0532613788152525193e-44 - 2.1955303566824371109e-1114j)  +/-  (3.94e-150, 8.93e-395j)
| (3.5713499412130816596e-09 - 1.0881243246156519527e-1096j)  +/-  (1.74e-124, 3.95e-369j)
| (4.452412010944703213e-19 - 8.8652658101226516696e-1103j)  +/-  (6.2e-136, 1.41e-380j)
| (8.5559909401440267507e-33 + 2.4926809693347075829e-1109j)  +/-  (4.2e-143, 9.52e-388j)
| (2.0750978776656761817e-22 + 1.1626825677312319629e-1102j)  +/-  (1.2e-143, 2.73e-388j)
| (2.9107766761946887529e-08 + 3.0764801852047328575e-1096j)  +/-  (1.58e-124, 3.59e-369j)
| (5.2559538854742425817e-41 - 1.7695019524697007403e-1113j)  +/-  (5.57e-147, 1.26e-391j)
| (1.4799885056588802039e-17 - 7.0033302549162618432e-1103j)  +/-  (3.61e-135, 8.19e-380j)
| (8.5559909401440267507e-33 - 2.1720076034749539421e-1108j)  +/-  (4.18e-149, 9.48e-394j)
| (3.0092826361935238154e-05 + 2.7450722446335473657e-1094j)  +/-  (2.61e-123, 5.93e-368j)
| (3.378165115622750716e-11 - 4.3337520711277257646e-1097j)  +/-  (8.01e-136, 1.82e-380j)
| (3.7592689738194791378e-10 + 1.2792174038362257705e-1096j)  +/-  (1.39e-134, 3.14e-379j)
| (3.5713499412130816596e-09 - 3.5957703070521063892e-1096j)  +/-  (1.55e-133, 3.51e-378j)
| (2.5772675567055097515e-12 + 5.3632704063974698755e-1098j)  +/-  (2.58e-135, 5.84e-380j)
| (0.0013070556760800765707 - 1.7460141272496862391e-1093j)  +/-  (9.06e-120, 2.05e-364j)
| (2.9107766761946887529e-08 + 9.5788721076285419301e-1096j)  +/-  (1.53e-132, 3.47e-377j)
| (0.008464925576170249659 - 4.7772522072528966834e-1093j)  +/-  (5.09e-115, 1.15e-359j)
| (1.2864058037281646628e-56 + 9.2577014733719856162e-1121j)  +/-  (2.28e-162, 5.17e-407j)
| (1.3284092047216143344e-62 - 7.9922405742950662708e-1124j)  +/-  (4.36e-165, 9.9e-410j)
| (7.043875265054436239e-52 + 5.621840947894756048e-1119j)  +/-  (6.4e-160, 1.45e-404j)
| (4.452412010944703213e-19 + 1.7899049123981835704e-1100j)  +/-  (1.61e-146, 3.64e-391j)
| (0.00042402711847173755409 + 5.1291079121949503545e-1094j)  +/-  (1.15e-128, 2.62e-373j)
| (0.081253051278070924098 - 1.3927472556981981762e-1092j)  +/-  (5.11e-108, 1.16e-352j)
| (3.378165115622750716e-11 - 1.3011157760876804267e-1097j)  +/-  (8.9e-138, 2.02e-382j)
| (3.5909913789936662774e-26 - 5.2004293470301912866e-1106j)  +/-  (4.86e-149, 1.1e-393j)
| (1.2864058037281646628e-56 - 2.2655418707177959715e-1121j)  +/-  (5.71e-163, 1.29e-407j)
| (3.1185967240455639068e-24 + 4.6561629875090817057e-1105j)  +/-  (2.68e-148, 6.08e-393j)
| (3.095287190232587908e-28 + 4.8730402358999370571e-1107j)  +/-  (4.98e-150, 1.13e-394j)
| (0.008464925576170249659 - 3.0247985977678389517e-1093j)  +/-  (8.97e-130, 2.03e-374j)
| (4.0095282577904693794e-16 + 7.2204408335217675765e-1101j)  +/-  (1.49e-144, 3.38e-389j)
| (0.081253051278070924098 - 1.6895444192213051236e-1092j)  +/-  (7.39e-120, 1.68e-364j)
| (1.2420484985442567057e-06 + 2.1260895883482806874e-1095j)  +/-  (4.89e-138, 1.11e-382j)
| (1.0786460091523404542e-20 - 1.3231096554872417323e-1101j)  +/-  (6.7e-154, 1.52e-398j)
| (1.6589381072899616753e-13 - 4.5126301544541348302e-1098j)  +/-  (8.17e-150, 1.85e-394j)
| (4.0095282577904693794e-16 - 5.9667486319496702656e-1099j)  +/-  (8.35e-152, 1.89e-396j)
| (6.5512354950637831385e-06 - 1.2903559218545631593e-1094j)  +/-  (2.85e-143, 6.46e-388j)
| (2.5772675567055097515e-12 + 1.41169616467653867e-1097j)  +/-  (3.7e-149, 8.39e-394j)
| (3.0092826361935238154e-05 + 1.1736221340671537499e-1094j)  +/-  (8.62e-143, 1.95e-387j)
| (8.9460638897604745633e-15 + 1.4874361642301494316e-1098j)  +/-  (3.68e-151, 8.35e-396j)
| (0.0001207214970385606704 - 2.5263360952046085447e-1094j)  +/-  (1.56e-142, 3.54e-387j)
| (1.9414530400647410015e-30 + 3.9365039765594639686e-1107j)  +/-  (2.53e-162, 5.74e-407j)
| (0.1067441511314144394 + 1.9694454872189640942e-1092j)  +/-  (2.89e-135, 6.57e-380j)
| (2.0442893015254468736e-07 - 2.4126481345730710085e-1095j)  +/-  (2.21e-147, 5.01e-392j)
| (0.13243781449129143263 + 2.1492347549466352622e-1092j)  +/-  (3.08e-136, 7e-381j)
| (0.017856515349187499291 + 4.8601067870130302797e-1093j)  +/-  (5.73e-141, 1.3e-385j)
| (4.7630988840979275202e-38 - 3.6874461585860878647e-1111j)  +/-  (1.56e-165, 3.53e-410j)
| (0.0035433303177768759487 + 2.9895736927111145823e-1093j)  +/-  (7.07e-143, 1.6e-387j)
| (1.2420484985442567057e-06 + 5.740322307476455896e-1095j)  +/-  (3.26e-147, 7.39e-392j)
| (3.095287190232587908e-28 - 6.1012919706477410945e-1106j)  +/-  (9.54e-162, 2.16e-406j)
| (0.055181703703936992134 + 1.0454717672395098235e-1092j)  +/-  (9.74e-142, 2.19e-386j)
| (0.033330802591276875894 - 7.3532287646287459287e-1093j)  +/-  (5.9e-143, 1.33e-387j)
| (0.055181703703936992134 + 1.3538581493920176341e-1092j)  +/-  (1.37e-141, 3.08e-386j)
| (0.1255166848840665813 - 2.1361047437812123674e-1092j)  +/-  (1.18e-140, 2.65e-385j)
| (0.0001207214970385606704 - 5.5744323541071269673e-1094j)  +/-  (4.74e-146, 1.07e-390j)
| (0.0035433303177768759487 + 1.7747998508507354268e-1093j)  +/-  (1.12e-146, 2.51e-391j)
| (0.1067441511314144394 + 1.7321000907288055842e-1092j)  +/-  (1.96e-143, 4.41e-388j)
| (2.0442893015254468736e-07 - 8.3062537791912584334e-1096j)  +/-  (2.15e-150, 4.83e-395j)
| (8.9460638897604745633e-15 - 1.4009005667639424293e-1099j)  +/-  (3.61e-155, 8.21e-400j)
| (3.5909913789936662774e-26 + 8.2947886281652349752e-1105j)  +/-  (5.65e-162, 1.32e-406j)
| (1.0786460091523404542e-20 + 2.1857425067973110957e-1103j)  +/-  (6.26e-159, 1.27e-403j)
| (0.1255166848840665813 - 2.0035000405920841223e-1092j)  +/-  (3.8e-147, 7.84e-392j)
| (0.0013070556760800765707 - 9.8230431146081647358e-1094j)  +/-  (1.84e-149, 3.44e-394j)
| (3.1185967240455639068e-24 - 1.0162587919493574841e-1103j)  +/-  (5.33e-161, 1.27e-405j)
