Starting with polynomial:
P : t
Extension levels are: 1 2 74
-------------------------------------------------
Trying to find an order 2 Kronrod extension for:
P1 : t
Solvable: 1
-------------------------------------------------
Trying to find an order 74 Kronrod extension for:
P2 : t^3 - 3*t
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : t^77 - 16488119093099274189534770977640678783395073/5745176430208352538466614093945902783016*t^75 + 7476706527526620343826255966332986285954465125/1915058810069450846155538031315300927672*t^73 - 1069838064276244650748931331904045160649951512175/319176468344908474359256338552550154612*t^71 + 651117821050250696819646198104458423505779880877125/319176468344908474359256338552550154612*t^69 - 598322661997281125052849247797695417434778297910894525/638352936689816948718512677105100309224*t^67 + 215806998925691078103437512463900558017763520441067089075/638352936689816948718512677105100309224*t^65 - 7842049313628550860353431435675870317830131700930297411250/79794117086227118589814084638137538653*t^63 + 1872050614620436106864643254202325372854491081379841880855250/79794117086227118589814084638137538653*t^61 - 744062115824196242211172057395913421109938512916497128516898125/159588234172454237179628169276275077306*t^59 + 124359526236006929478283290651314305043690233350228332747320339875/159588234172454237179628169276275077306*t^57 - 8807745410426010706141778521925989394627731794370392493700793602625/79794117086227118589814084638137538653*t^55 + 1063479342296685440378801942354508201640634549204997284951878065421875/79794117086227118589814084638137538653*t^53 - 219844040291268235844982464035583145727570505237611601747355979574008125/159588234172454237179628169276275077306*t^51 + 19510274037138566205022508448022389621560090693271344166661793345013421875/159588234172454237179628169276275077306*t^49 - 744762260671835988507177265717923516082884406654199964428223751169843268750/79794117086227118589814084638137538653*t^47 + 48964015199622202281340465530969517317478933252554278735168307792224274525000/79794117086227118589814084638137538653*t^45 - 11090336437877047231358381029741907955014566798289136623510164920488388958359375/319176468344908474359256338552550154612*t^43 + 540542701449921775827991080040041766175263601313494373763056976865279669970890625/319176468344908474359256338552550154612*t^41 - 276168521894567552043598269344577798214366544690956347498256498361083417823203125/3892395955425713101942150470153050666*t^39 + 9923504794113980977784805697652400407266920735986725061241195479683327696266984375/3892395955425713101942150470153050666*t^37 - 609863548329028566235043887020451123638150440011577392395194648088471507772832296875/7784791910851426203884300940306101332*t^35 + 15964752344621925078095620842042511170870247047165367869956314264637832136025201953125/7784791910851426203884300940306101332*t^33 - 88586163106328532137310314158096192944415136939579383774679220529936713093984435468750/1946197977712856550971075235076525333*t^31 + 1657502771614988299136881182168674332269971042359769454859547024586732167701268439843750/1946197977712856550971075235076525333*t^29 - 51924107601297094637922420893987150404336873235613317578270541237664948063829992611765625/3892395955425713101942150470153050666*t^27 + 675169089937281485818365703380332739703358674707647864046490434076163276829757615014984375/3892395955425713101942150470153050666*t^25 - 3607570706983623300137659581621327494156497559636199671035158674688054193321168498728515625/1946197977712856550971075235076525333*t^23 + 31301539729749244893748315821199667663258740680680586594071462751848941843207013941548046875/1946197977712856550971075235076525333*t^21 - 434571122068500527128488523363958034372877032170769482325572466934894671884139905456056640625/3892395955425713101942150470153050666*t^19 + 2370114718718157999760166818902500750959714539520933329331971577267234888008933150610562109375/3892395955425713101942150470153050666*t^17 - 4964381768771570440399372119834515097019162571143763917411491816915444191836202617040932031250/1946197977712856550971075235076525333*t^15 + 15519663531305721218460001424555280161030631578595200736813038978257544948054330989492998046875/1946197977712856550971075235076525333*t^13 - 278908133803325745573344465529812726661196752899089512080080095446395276132944855045331916015625/15569583821702852407768601880612202664*t^11 + 427630724876702410172632050786526722507640764034142281250683822403400989077865583115111552734375/15569583821702852407768601880612202664*t^9 - 207815928389740556246798831334616898281317235132513895202989667335992846436716022889090708984375/7784791910851426203884300940306101332*t^7 + 114162698991686592569475687987761697909244545111023526694949465170971357452809018436072361328125/7784791910851426203884300940306101332*t^5 - 57891589057310555312604715872250561344713893546710242083687364538349669090558751452346923828125/15569583821702852407768601880612202664*t^3 + 4268969296743775053506191781204781467974261494102604652120645104733531359129090836597919921875/15569583821702852407768601880612202664*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:   77 out of 77
Indefinite weights: 0 out of 77
Negative weights:   0 out of 77
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (13.567814223103834272 - 4.1784206279523466704e-1054j)  +/-  (1.14e-493, 1.14e-493j)
| (13.017467398762464234 - 4.8143464603542077622e-1054j)  +/-  (3.88e-493, 3.88e-493j)
| (16.368953789066267401 - 1.0370212415085781538e-1067j)  +/-  (9.52e-498, 9.52e-498j)
| (11.510558000920651017 - 8.5747817050095677052e-1062j)  +/-  (4.09e-492, 4.09e-492j)
| (12.494597813667529841 - 2.3761324280732166839e-1076j)  +/-  (1.11e-492, 1.11e-492j)
| (15.504841713158550414 - 3.4470452395317670698e-1088j)  +/-  (2.94e-496, 2.94e-496j)
| (11.042559141160103556 + 1.7841774074458807585e-1102j)  +/-  (6.32e-492, 6.32e-492j)
| (-2.0831968083391510636 - 6.1961605571395310224e-1147j)  +/-  (5.06e-503, 5.06e-503j)
| (2.4363497552139437883 + 8.7157307888919615866e-1146j)  +/-  (5.41e-502, 5.41e-502j)
| (11.993605701020164251 - 5.3141030793046661393e-1135j)  +/-  (2.38e-492, 2.38e-492j)
| (14.790634211703857841 + 2.544591609117214147e-1175j)  +/-  (3.72e-495, 3.72e-495j)
| (10.143343165791115197 + 1.9338072020451974544e-1213j)  +/-  (8.98e-492, 8.98e-492j)
| (-15.504841713158550414 - 2.7976285069598215531e-1228j)  +/-  (2.93e-496, 2.93e-496j)
| (-14.790634211703857841 + 1.1031496270622285341e-1228j)  +/-  (3.51e-495, 3.51e-495j)
| (-13.017467398762464234 - 2.5103617688086917225e-1229j)  +/-  (4.09e-493, 4.09e-493j)
| (3.1489271933289676038 - 2.8822903610486187112e-1239j)  +/-  (4.13e-500, 4.13e-500j)
| (-12.494597813667529841 + 1.3001692737852650023e-1229j)  +/-  (1.09e-492, 1.09e-492j)
| (-14.154141493105624313 - 5.5219459198162032786e-1230j)  +/-  (2.69e-494, 2.69e-494j)
| (-1.3828125599523360228 + 5.2461601112213932542e-1244j)  +/-  (3.8e-505, 3.8e-505j)
| (-6.4782992469498551081 + 3.9913354528011108889e-1232j)  +/-  (6.08e-494, 6.08e-494j)
| (-9.2832179698642630568 - 9.4120970235735256487e-1230j)  +/-  (6.5e-492, 6.5e-492j)
| (3.5084701256169039849 - 5.768439877507570054e-1240j)  +/-  (3.12e-499, 3.12e-499j)
| (-10.143343165791115197 + 3.3588098084465873989e-1231j)  +/-  (8.67e-492, 8.67e-492j)
| (-7.2542007950849919813 + 1.0325124286225976287e-1239j)  +/-  (3.86e-493, 3.86e-493j)
| (2.7915746533914672305 - 2.1705197504219158276e-1254j)  +/-  (4.85e-501, 4.85e-501j)
| (-10.587399256832315989 - 4.1847914621147932906e-1243j)  +/-  (8.24e-492, 8.24e-492j)
| (4.2344668645063699326 + 2.9074979237832628927e-1252j)  +/-  (1.22e-497, 1.22e-497j)
| (-5.7178280421198129271 + 2.6954591995465648255e-1258j)  +/-  (5.1e-495, 5.1e-495j)
| (-4.6011478833303378493 - 2.4853923119952900281e-1262j)  +/-  (6.42e-497, 6.42e-497j)
| (-8.0485014964065435272 + 7.5746190283694194025e-1266j)  +/-  (1.66e-492, 1.66e-492j)
| (8.8650570738244343699 + 5.2281092313030002559e-1305j)  +/-  (4.66e-492, 4.66e-492j)
| (-8.4537127462182756648 - 1.5550649955684901261e-1338j)  +/-  (3.1e-492, 3.1e-492j)
| (7.64883459205200821 + 2.8133489949479169156e-1361j)  +/-  (7.96e-493, 7.96e-493j)
| (-2.7915746533914672305 + 4.1954709014999555046e-1386j)  +/-  (4.96e-501, 4.96e-501j)
| (-11.042559141160103556 + 4.6597240612044364402e-1376j)  +/-  (6.03e-492, 6.03e-492j)
| (-13.567814223103834272 - 5.1857783635684592321e-1383j)  +/-  (1.21e-493, 1.21e-493j)
| (4.9704777911148645234 - 4.0736157836407277609e-1399j)  +/-  (2.95e-496, 2.95e-496j)
| (-6.864153220730272565 - 1.6089118678414943987e-1435j)  +/-  (1.75e-493, 1.75e-493j)
| (9.7089966561734827769 - 5.2300431582070266575e-1470j)  +/-  (8.48e-492, 8.48e-492j)
| (-16.368953789066267401 + 4.960732830347671367e-1497j)  +/-  (9.82e-498, 9.82e-498j)
| (-1.7320508075688772935 + 3.1013109127881259719e-1507j)  +/-  (4.58e-504, 4.58e-504j)
| (-11.993605701020164251 - 5.0065030912916334429e-1493j)  +/-  (2.42e-492, 2.42e-492j)
| (9.2832179698642630568 - 7.8699605246915155085e-1507j)  +/-  (6.85e-492, 6.85e-492j)
| (-6.0962927348964270714 + 4.4714388322059903026e-1531j)  +/-  (1.68e-494, 1.68e-494j)
| (8.4537127462182756648 + 1.0122043621608040867e-1527j)  +/-  (2.96e-492, 2.96e-492j)
| (3.8702829022976836047 + 2.7769514728102459221e-1542j)  +/-  (2.15e-498, 2.15e-498j)
| (-5.3426354584010350759 + 1.1364323126118759544e-1539j)  +/-  (1.29e-495, 1.29e-495j)
| (-4.2344668645063699326 - 2.6873692745830528561e-1542j)  +/-  (1.26e-497, 1.26e-497j)
| (-2.4363497552139437883 - 5.3424364833625755786e-1547j)  +/-  (5.19e-502, 5.19e-502j)
| (7.2542007950849919813 - 9.3204538357367844938e-1536j)  +/-  (3.99e-493, 3.99e-493j)
| (10.587399256832315989 + 1.0302231040482041024e-1539j)  +/-  (8.06e-492, 8.06e-492j)
| (6.864153220730272565 + 4.8933990362819503018e-1549j)  +/-  (1.53e-493, 1.53e-493j)
| (4.6011478833303378493 + 2.470788997203047169e-1551j)  +/-  (6.56e-497, 6.56e-497j)
| (0.68929453145751107398 - 1.4430298811964183749e-1562j)  +/-  (2.05e-507, 2.05e-507j)
| (-3.1489271933289676038 - 3.7958750660557480926e-1556j)  +/-  (3.95e-500, 3.95e-500j)
| (-3.5084701256169039849 - 2.4675253215406634584e-1554j)  +/-  (2.91e-499, 2.91e-499j)
| (14.154141493105624313 + 7.6872067485543354469e-1550j)  +/-  (2.44e-494, 2.44e-494j)
| (6.4782992469498551081 + 5.4237576582450761844e-1548j)  +/-  (5.62e-494, 5.62e-494j)
| (2.0831968083391510636 - 1.2768820767374226047e-1558j)  +/-  (4.86e-503, 4.86e-503j)
| (-0.68929453145751107398 - 1.8995799564633755138e-1562j)  +/-  (1.81e-507, 1.81e-507j)
| (-7.64883459205200821 + 7.1307891714489283903e-1548j)  +/-  (8.48e-493, 8.48e-493j)
| (-9.7089966561734827769 + 2.397615183770393223e-1546j)  +/-  (8.69e-492, 8.69e-492j)
| (-3.8702829022976836047 + 1.1844357317055465418e-1553j)  +/-  (2.08e-498, 2.08e-498j)
| (5.3426354584010350759 + 2.7732723215141639958e-1550j)  +/-  (1.23e-495, 1.23e-495j)
| (-11.510558000920651017 - 6.3586675943491006067e-1548j)  +/-  (4.17e-492, 4.17e-492j)
| (5.7178280421198129271 - 5.3696572365351306739e-1550j)  +/-  (4.96e-495, 4.96e-495j)
| (-8.8650570738244343699 + 8.0689339115498815031e-1547j)  +/-  (4.6e-492, 4.6e-492j)
| (8.0485014964065435272 + 2.2758259010016879157e-1546j)  +/-  (1.72e-492, 1.72e-492j)
| (-0.34435798154689740123 - 5.9591683406957286613e-1566j)  +/-  (9.78e-509, 9.78e-509j)
| (6.0962927348964270714 - 3.7249606482974294573e-1551j)  +/-  (1.79e-494, 1.79e-494j)
| (1.0353160859449737803 - 1.3172693657759842667e-1563j)  +/-  (2.62e-506, 2.62e-506j)
| (-4.9704777911148645234 - 1.2517092406778115498e-1553j)  +/-  (3.25e-496, 3.25e-496j)
| (-1.0353160859449737803 - 1.1316133466496366189e-1563j)  +/-  (3.1e-506, 3.1e-506j)
| (1.4394835583852765941e-1599 - 1.8762960670355519811e-1599j)  +/-  (1.82e-1597, 1.82e-1597j)
| (1.3828125599523360228 + 1.9583245382951643966e-1562j)  +/-  (4.12e-505, 4.12e-505j)
| (0.34435798154689740123 + 7.3037514179094697659e-1566j)  +/-  (9.78e-509, 9.78e-509j)
| (1.7320508075688772935 - 3.9913040085700663836e-1561j)  +/-  (4.43e-504, 4.43e-504j)
-------------------------------------------------
The weights are:
| (2.4015709646553443482e-41 + 8.298462286379255359e-1093j)  +/-  (5.59e-142, 2.89e-387j)
| (3.412660990756456979e-38 + 1.0743241531562968459e-1090j)  +/-  (9.68e-141, 5e-386j)
| (2.6155178418159029138e-59 + 1.0563968341036818745e-1102j)  +/-  (1.9e-149, 9.83e-395j)
| (3.215315256907238322e-30 - 1.1674151181360612436e-1087j)  +/-  (4.73e-138, 2.44e-383j)
| (2.567641637009541988e-35 - 8.859763005481134513e-1090j)  +/-  (3.67e-140, 1.9e-385j)
| (1.9273074973801334399e-53 - 1.2851950502486530229e-1099j)  +/-  (2.55e-148, 1.32e-393j)
| (6.1140287900761244285e-28 + 1.2768367819652682514e-1086j)  +/-  (7.2e-138, 3.72e-383j)
| (0.016042262450659535081 - 2.8257559816703986527e-1074j)  +/-  (4.8e-94, 2.48e-339j)
| (0.0072642522997395159766 + 2.5472518451293186798e-1074j)  +/-  (4.46e-98, 2.31e-343j)
| (1.1389795423471562155e-32 + 9.8715478973956684792e-1089j)  +/-  (1.81e-139, 9.34e-385j)
| (8.365972143551740293e-49 + 3.9156356385012350352e-1097j)  +/-  (4.11e-147, 2.13e-392j)
| (7.9735128498697442767e-24 + 1.0838504348578920385e-1084j)  +/-  (5.26e-137, 2.72e-382j)
| (1.9273074973801334399e-53 + 1.1291125136255613418e-1100j)  +/-  (6.53e-159, 3.37e-404j)
| (8.365972143551740293e-49 - 2.5256707280963083521e-1098j)  +/-  (1.42e-157, 7.35e-403j)
| (3.412660990756456979e-38 + 6.1615634954280288467e-1093j)  +/-  (1.35e-154, 7e-400j)
| (0.0010049529076954675203 + 8.9171088508978977216e-1075j)  +/-  (2.81e-114, 1.45e-359j)
| (2.567641637009541988e-35 - 1.7937176342209235622e-1091j)  +/-  (1.01e-153, 5.21e-399j)
| (7.6178872420746277463e-45 + 2.5736273332972774951e-1096j)  +/-  (5.93e-157, 3.06e-402j)
| (0.05341722340851688534 - 6.070089118963108296e-1074j)  +/-  (1.85e-97, 9.56e-343j)
| (1.1797427417431975503e-10 - 9.1568707734602387378e-1079j)  +/-  (2.51e-138, 1.3e-383j)
| (3.256101995927298846e-20 + 9.6597671255522785642e-1084j)  +/-  (1.12e-147, 5.78e-393j)
| (0.00030553953526446524913 - 4.7833955227080737968e-1075j)  +/-  (2.31e-122, 1.19e-367j)
| (7.9735128498697442767e-24 + 1.3406915068439952934e-1085j)  +/-  (5.17e-150, 2.67e-395j)
| (5.8541498633137142963e-13 - 5.6260622034419086782e-1080j)  +/-  (1.38e-142, 7.11e-388j)
| (0.0028873289104643989625 - 1.5570389426641374277e-1074j)  +/-  (5.64e-119, 2.91e-364j)
| (8.1809710364166739043e-26 - 1.2801144837266606376e-1086j)  +/-  (2.63e-151, 1.36e-396j)
| (1.8624543653211843926e-05 - 1.1280828689374571257e-1075j)  +/-  (3.57e-130, 1.84e-375j)
| (1.195885443743917961e-08 - 1.064527047581666316e-1077j)  +/-  (3.97e-138, 2.05e-383j)
| (3.711955460332734414e-06 + 2.3624145332362067365e-1076j)  +/-  (4.05e-134, 2.09e-379j)
| (1.3774191640249136511e-15 - 2.394816267460977005e-1081j)  +/-  (1.23e-145, 6.34e-391j)
| (1.4227695966138745692e-18 - 3.5852493678285348016e-1082j)  +/-  (8.93e-150, 4.61e-395j)
| (4.9348035842205116315e-17 + 4.2546155350725231312e-1082j)  +/-  (7.32e-147, 3.78e-392j)
| (3.1307638160227978043e-14 + 4.6959061605633279719e-1080j)  +/-  (1.9e-147, 9.81e-393j)
| (0.0028873289104643989625 - 1.0067325980449242918e-1074j)  +/-  (3.19e-127, 1.65e-372j)
| (6.1140287900761244285e-28 + 1.0435706620372700599e-1087j)  +/-  (8.12e-154, 4.2e-399j)
| (2.4015709646553443482e-41 - 1.5383129243757291366e-1094j)  +/-  (6.57e-160, 3.39e-405j)
| (6.385320502708636552e-07 - 2.0254381616093641506e-1076j)  +/-  (6.32e-141, 3.26e-386j)
| (9.0861195766908866016e-12 + 2.3713397092179121205e-1079j)  +/-  (4.79e-144, 2.47e-389j)
| (5.8205773552414552596e-22 - 8.3754192722002532038e-1084j)  +/-  (4.5e-153, 2.33e-398j)
| (2.6155178418159029138e-59 - 1.2111238027591487162e-1103j)  +/-  (1.17e-168, 6.06e-414j)
| (0.031170859475410535899 + 4.2841921039600343692e-1074j)  +/-  (3.31e-125, 1.71e-370j)
| (1.1389795423471562155e-32 + 4.0067878926925906434e-1090j)  +/-  (1.27e-156, 6.57e-402j)
| (3.256101995927298846e-20 + 5.7829700337335873449e-1083j)  +/-  (9.19e-153, 4.75e-398j)
| (1.2902613292435954862e-09 + 3.2509576609646531915e-1078j)  +/-  (5.24e-144, 2.71e-389j)
| (4.9348035842205116315e-17 + 2.0056027266961645952e-1081j)  +/-  (7.06e-152, 3.65e-397j)
| (8.093272224352497517e-05 + 2.4020027071241109427e-1075j)  +/-  (2.36e-139, 1.22e-384j)
| (9.4441732884305867586e-08 + 3.2240275135074462804e-1077j)  +/-  (3.61e-143, 1.86e-388j)
| (1.8624543653211843926e-05 - 5.7392479445207587719e-1076j)  +/-  (3.72e-141, 1.92e-386j)
| (0.0072642522997395159766 + 1.7434572387645065299e-1074j)  +/-  (2.55e-134, 1.32e-379j)
| (5.8541498633137142963e-13 - 1.98177010887543359e-1079j)  +/-  (3.57e-151, 1.84e-396j)
| (8.1809710364166739043e-26 - 1.2480924883212833098e-1085j)  +/-  (1.53e-156, 7.88e-402j)
| (9.0861195766908866016e-12 + 7.6719760335686056319e-1079j)  +/-  (5.64e-151, 2.91e-396j)
| (3.711955460332734414e-06 + 4.9491226083685322826e-1076j)  +/-  (2.2e-145, 1.14e-390j)
| (0.10865865229819717934 - 1.0996008945045289223e-1073j)  +/-  (9.23e-134, 4.77e-379j)
| (0.0010049529076954675203 + 5.4407297403162263158e-1075j)  +/-  (1.73e-141, 8.95e-387j)
| (0.00030553953526446524913 - 2.7508790064625682832e-1075j)  +/-  (7.74e-143, 4e-388j)
| (7.6178872420746277463e-45 - 6.0080432179962867806e-1095j)  +/-  (6.58e-167, 3.4e-412j)
| (1.1797427417431975503e-10 - 2.7332818490300020813e-1078j)  +/-  (3.7e-151, 1.91e-396j)
| (0.016042262450659535081 - 3.9036728066572164061e-1074j)  +/-  (3.37e-141, 1.74e-386j)
| (0.10865865229819717934 - 9.8890823708972319686e-1074j)  +/-  (1.3e-137, 6.7e-383j)
| (3.1307638160227978043e-14 + 1.2179456001304335599e-1080j)  +/-  (1.41e-152, 7.3e-398j)
| (5.8205773552414552596e-22 - 1.2158731789338615176e-1084j)  +/-  (1.78e-157, 9.19e-403j)
| (8.093272224352497517e-05 + 1.3002522860067198589e-1075j)  +/-  (8.29e-146, 4.28e-391j)
| (9.4441732884305867586e-08 + 7.7196392447405429995e-1077j)  +/-  (1.67e-150, 8.62e-396j)
| (3.215315256907238322e-30 - 7.1378408344098685157e-1089j)  +/-  (8.29e-162, 4.29e-407j)
| (1.195885443743917961e-08 - 2.7349332430716337596e-1077j)  +/-  (1.14e-151, 5.91e-397j)
| (1.4227695966138745692e-18 - 6.7884654131804141939e-1083j)  +/-  (2.34e-156, 1.21e-401j)
| (1.3774191640249136511e-15 - 1.0170764837812766473e-1080j)  +/-  (1.32e-155, 6.8e-401j)
| (0.12954434702672811829 + 1.1335683788972179744e-1073j)  +/-  (1.01e-146, 5.27e-392j)
| (1.2902613292435954862e-09 + 8.9877462204842609315e-1078j)  +/-  (1.85e-152, 9.58e-398j)
| (0.080930847895388424037 + 9.4148290172267447472e-1074j)  +/-  (5.31e-148, 2.7e-393j)
| (6.385320502708636552e-07 - 9.0534646606964322758e-1077j)  +/-  (7.6e-151, 3.97e-396j)
| (0.080930847895388424037 + 8.0263886355970351533e-1074j)  +/-  (2.8e-147, 1.5e-392j)
| (0.1373394364400018766 - 1.2076165619386967472e-1073j)  +/-  (3.18e-148, 1.89e-393j)
| (0.05341722340851688534 - 7.5144864541424225972e-1074j)  +/-  (7.18e-149, 3.66e-394j)
| (0.12954434702672811829 + 1.1952306978065115689e-1073j)  +/-  (1.68e-148, 1.04e-393j)
| (0.031170859475410535899 + 5.6006515324235541762e-1074j)  +/-  (4.27e-149, 2.07e-394j)
