Starting with polynomial:
P : 2*t
Extension levels are: 1 86
-------------------------------------------------
Trying to find an order 86 Kronrod extension for:
P1 : 2*t
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : 2*t^87 - 3741*t^85 + 6677685/2*t^83 - 7574720685/4*t^81 + 3067761877425/4*t^79 - 1890354868869285/8*t^77 + 921863057718587985/16*t^75 - 365452855024154522625/32*t^73 + 240102525750869521364625/128*t^71 - 66294975165656751176788125/256*t^69 + 15552801173863073826074494125/512*t^67 - 3126113035946477839040973319125/1024*t^65 + 67732449112173686512554421914375/256*t^63 - 10175497932005785366078368153751875/512*t^61 + 1330082943969327658565958122954709375/1024*t^59 - 151718127808767974920423623225033849375/2048*t^57 + 60535532995698421993249025666788505900625/16384*t^55 - 5287956852859538627057341359716525368378125/32768*t^53 + 404822474624469123782500910760520664312503125/65536*t^51 - 27165718691905164885404666379982307736760078125/131072*t^49 + 798672129542011847630897191571479847460746296875/131072*t^47 - 41112598668329276537571422099465224528812702234375/262144*t^45 + 1850066940074817444190713994475935103796571600546875/524288*t^43 - 72635236821198267482791945087468234727317571969296875/1048576*t^41 + 4963407849448548277990782914310329373033367417901953125/4194304*t^39 - 147115408657654970959646805580158162616709010266613890625/8388608*t^37 + 3768417775615315794581722019860974473181853878367878890625/16777216*t^35 - 83044762092263440658374985252491844871970483615884738515625/33554432*t^33 + 391496735577813363103767787618890125825003708474885195859375/16777216*t^31 - 6277447656678731511836276594578755465814714635890400554296875/33554432*t^29 + 84954791620385499793517609913299157304025804739050087501484375/67108864*t^27 - 961907479314687433145957454179613039152034111722792926226484375/134217728*t^25 + 72143060948601557485946809063470977936402558379209469466986328125/2147483648*t^23 - 553096800605945274058925536153277497512419614240605932580228515625/4294967296*t^21 + 3416186121389661986834540076240831602282591735015507230642587890625/8589934592*t^19 - 16690509335932348564248752943919491542580662476790049612568072265625/17179869184*t^17 + 31526517634538880621358755560736817358207918011714538157073025390625/17179869184*t^15 - 89467144638556282844396468483172049259779226790000716391693720703125/34359738368*t^13 + 183643086363352370049024330044405785322704728674211996804002900390625/68719476736*t^11 - 258983839743189239812726619293392774173045130181581021133850244140625/137438953472*t^9 + 466170911537740631662907914728106993511481234326845838040930439453125/549755813888*t^7 - 238770466885184225973684541690006021066856241972286892655110712890625/1099511627776*t^5 + 56850111163139101422305843259525243111156248088639736346454931640625/2199023255552*t^3 - 3966286825335286145742268134385482077522528936416725791613134765625/4398046511104*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:   87 out of 87
Indefinite weights: 0 out of 87
Negative weights:   0 out of 87
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (8.7667394811116136519 - 4.2847128930119831797e-1088j)  +/-  (2.56e-489, 2.56e-489j)
| (12.439367989923681491 + 1.2116519534792671772e-1097j)  +/-  (6.21e-496, 6.21e-496j)
| (-9.7658086966213730201 + 8.6829057252510808439e-1088j)  +/-  (2.31e-490, 2.31e-490j)
| (9.7658086966213730201 + 3.3470463994361307527e-1098j)  +/-  (2.35e-490, 2.35e-490j)
| (-11.348933245008067917 - 8.3883418749728724571e-1099j)  +/-  (4.25e-493, 4.25e-493j)
| (9.4209102766018643117 + 1.1146980472029222695e-1097j)  +/-  (5.97e-490, 5.97e-490j)
| (-11.842159173697059085 - 9.7702055665890763472e-1103j)  +/-  (2.58e-494, 2.58e-494j)
| (-1.6667813202271459484 - 1.9947560513586215176e-1110j)  +/-  (2.13e-501, 2.13e-501j)
| (6.7122443318572111835 + 7.3313674996211311462e-1097j)  +/-  (2.93e-489, 2.93e-489j)
| (-7.8507271820680936567 + 2.0029930107767991308e-1101j)  +/-  (4.85e-489, 4.85e-489j)
| (5.1177619537428892653 - 1.2034279506578125485e-1111j)  +/-  (4.51e-491, 4.51e-491j)
| (-5.63765815326131246 - 2.4068492436294214804e-1111j)  +/-  (2.33e-490, 2.33e-490j)
| (-4.1039716607125999718 + 9.7712490980191678604e-1115j)  +/-  (4.19e-493, 4.19e-493j)
| (-10.5053042918340856 - 1.1455979098193505434e-1108j)  +/-  (1.7e-491, 1.7e-491j)
| (-10.125979221008995289 - 7.8382342481103983585e-1123j)  +/-  (7.69e-491, 7.69e-491j)
| (-9.0885566358796170225 - 2.091272403453724131e-1151j)  +/-  (1.35e-489, 1.35e-489j)
| (10.909678445859965822 - 3.6448482902840250133e-1174j)  +/-  (3e-492, 3e-492j)
| (-8.4539256923192720721 + 4.6597652241254455351e-1176j)  +/-  (4.25e-489, 4.25e-489j)
| (-5.9015643538974096049 - 2.4210298476991905841e-1188j)  +/-  (6.59e-490, 6.59e-490j)
| (-4.8613397599750523447 + 3.9584020740599140494e-1197j)  +/-  (1.49e-491, 1.49e-491j)
| (3.6074206648573137861 + 2.0163316611797505542e-1202j)  +/-  (1.61e-494, 1.61e-494j)
| (-12.439367989923681491 - 2.3184395443679857767e-1202j)  +/-  (6.05e-496, 6.05e-496j)
| (4.1039716607125999718 - 7.3257834712250080824e-1200j)  +/-  (4.27e-493, 4.27e-493j)
| (-10.909678445859965822 - 7.0069268557113626304e-1195j)  +/-  (2.89e-492, 2.89e-492j)
| (4.3546091773629318733 + 1.476140598944796973e-1199j)  +/-  (1.41e-492, 1.41e-492j)
| (11.348933245008067917 - 1.4473569142423805637e-1202j)  +/-  (4.42e-493, 4.42e-493j)
| (9.0885566358796170225 + 2.1182555897802386648e-1196j)  +/-  (1.37e-489, 1.37e-489j)
| (2.1467808256453081122 + 1.1166488241217301822e-1206j)  +/-  (2.06e-499, 2.06e-499j)
| (-5.1177619537428892653 + 1.7878219195372504906e-1195j)  +/-  (4.39e-491, 4.39e-491j)
| (-1.4276568101012007173 + 4.0193571178096985259e-1211j)  +/-  (2.16e-502, 2.16e-502j)
| (6.1684369014005461857 + 3.6664055041161032332e-1196j)  +/-  (1.22e-489, 1.22e-489j)
| (8.4539256923192720721 + 4.2234075195421764935e-1196j)  +/-  (4.35e-489, 4.35e-489j)
| (1.4276568101012007173 + 9.0880586294534828457e-1210j)  +/-  (2.14e-502, 2.14e-502j)
| (8.1489109922424239108 + 3.4475450430074112118e-1195j)  +/-  (6.31e-489, 6.31e-489j)
| (-2.6297037223368073926 + 4.2876867771177131186e-1206j)  +/-  (1.25e-497, 1.25e-497j)
| (-1.1890034308805355423 + 6.6156181213981873671e-1212j)  +/-  (1.2e-503, 1.2e-503j)
| (-2.3878310315742214814 + 6.0559336671046935708e-1208j)  +/-  (1.75e-498, 1.75e-498j)
| (5.9015643538974096049 + 7.9392847806291519375e-1197j)  +/-  (6.75e-490, 6.75e-490j)
| (10.125979221008995289 - 1.2143577584112210338e-1198j)  +/-  (7.35e-491, 7.35e-491j)
| (10.5053042918340856 + 1.3889587199669092739e-1199j)  +/-  (1.6e-491, 1.6e-491j)
| (4.8613397599750523447 + 1.0311092096452181414e-1200j)  +/-  (1.44e-491, 1.44e-491j)
| (11.842159173697059085 - 1.3269854718827476026e-1207j)  +/-  (2.52e-494, 2.52e-494j)
| (2.3878310315742214814 - 2.3931710568024462444e-1216j)  +/-  (1.7e-498, 1.7e-498j)
| (-9.4209102766018643117 - 2.02446522245228799e-1205j)  +/-  (5.86e-490, 5.86e-490j)
| (0.47506240870319633084 - 1.3744841242922692731e-1248j)  +/-  (2.89e-507, 2.89e-507j)
| (-8.1489109922424239108 + 8.8922839232739097608e-1230j)  +/-  (6.44e-489, 6.44e-489j)
| (-3.3612446132027244038 + 2.3422718503400706541e-1246j)  +/-  (3.08e-495, 3.08e-495j)
| (1.9064606125144659943 + 4.068443537261228809e-1251j)  +/-  (1.8e-500, 1.8e-500j)
| (7.8507271820680936567 - 1.3685140883903502693e-1238j)  +/-  (4.78e-489, 4.78e-489j)
| (6.9898574985415004499 - 2.2500656932126033059e-1238j)  +/-  (4.72e-489, 4.72e-489j)
| (5.3764662879277240738 - 1.9532155680714019823e-1242j)  +/-  (1.1e-490, 1.1e-490j)
| (-1.9064606125144659943 - 7.3432118147282538069e-1253j)  +/-  (1.91e-500, 1.91e-500j)
| (-2.1467808256453081122 - 4.9074408578149146602e-1253j)  +/-  (2.02e-499, 2.02e-499j)
| (7.271810339320206719 + 6.198029293380350703e-1240j)  +/-  (5.26e-489, 5.26e-489j)
| (2.6297037223368073926 - 1.8395160082364894602e-1255j)  +/-  (1.23e-497, 1.23e-497j)
| (7.5585806862536904435 - 2.1706863383602493579e-1245j)  +/-  (5.74e-489, 5.74e-489j)
| (-0.95073960659419109221 - 2.9908565285467922291e-1277j)  +/-  (8.68e-505, 8.68e-505j)
| (-6.7122443318572111835 + 1.145074499937330291e-1259j)  +/-  (3.06e-489, 3.06e-489j)
| (1.1890034308805355423 + 4.2486895560432539375e-1294j)  +/-  (1.23e-503, 1.23e-503j)
| (6.4385576912861498869 + 7.4149023112975367028e-1279j)  +/-  (2.05e-489, 2.05e-489j)
| (-6.1684369014005461857 + 3.2760512400291706251e-1293j)  +/-  (1.23e-489, 1.23e-489j)
| (-7.5585806862536904435 - 8.8574351680527367936e-1332j)  +/-  (5.54e-489, 5.54e-489j)
| (5.63765815326131246 - 4.236552912997853742e-1371j)  +/-  (2.35e-490, 2.35e-490j)
| (-6.4385576912861498869 - 1.3624358502873082533e-1428j)  +/-  (2.1e-489, 2.1e-489j)
| (1.6667813202271459484 - 2.8532293891023199645e-1482j)  +/-  (2.13e-501, 2.13e-501j)
| (0.71278545180861598694 + 4.5367164047052595032e-1487j)  +/-  (8.36e-506, 8.36e-506j)
| (-2.8724953462701673209 - 3.7779548443639222291e-1469j)  +/-  (1.05e-496, 1.05e-496j)
| (-7.271810339320206719 + 2.6653834850943836268e-1470j)  +/-  (5.42e-489, 5.42e-489j)
| (-3.8549540740709146328 + 5.9852511272650243333e-1501j)  +/-  (6.74e-494, 6.74e-494j)
| (-5.3764662879277240738 - 1.9255279589479189947e-1503j)  +/-  (1.08e-490, 1.08e-490j)
| (3.3612446132027244038 + 1.4549459476597568361e-1525j)  +/-  (3.18e-495, 3.18e-495j)
| (-6.9898574985415004499 + 1.9070410346506151642e-1535j)  +/-  (4.72e-489, 4.72e-489j)
| (-3.6074206648573137861 - 3.3045877528609655511e-1564j)  +/-  (1.58e-494, 1.58e-494j)
| (-0.71278545180861598694 - 5.9695162584679376967e-1581j)  +/-  (8.89e-506, 8.89e-506j)
| (-8.7667394811116136519 - 1.7096602932760172585e-1562j)  +/-  (2.59e-489, 2.59e-489j)
| (0.95073960659419109221 - 1.5895236772884180832e-1596j)  +/-  (8.68e-505, 8.68e-505j)
| (4.6070126197625804746 - 2.2511088470789845197e-1583j)  +/-  (4.83e-492, 4.83e-492j)
| (-4.6070126197625804746 + 9.9988644117005887337e-1583j)  +/-  (4.74e-492, 4.74e-492j)
| (-0.47506240870319633084 - 3.4099542025835997916e-1599j)  +/-  (3.07e-507, 3.07e-507j)
| (-3.1163069035955783937 + 1.0748506926327870277e-1587j)  +/-  (5.97e-496, 5.97e-496j)
| (3.1163069035955783937 + 4.7694724490419887288e-1587j)  +/-  (5.71e-496, 5.71e-496j)
| (3.8549540740709146328 - 3.8052091568278726529e-1585j)  +/-  (7.12e-494, 7.12e-494j)
| (-1.5023224862425633563e-1628 + 3.6276429001737304326e-1629j)  +/-  (1.34e-1626, 1.34e-1626j)
| (-0.23749290097360488577 - 1.5453445647503767376e-1599j)  +/-  (7.36e-509, 7.36e-509j)
| (-4.3546091773629318733 - 2.7249367781005527372e-1584j)  +/-  (1.4e-492, 1.4e-492j)
| (2.8724953462701673209 - 9.5975496296590671576e-1589j)  +/-  (1.06e-496, 1.06e-496j)
| (0.23749290097360488577 + 6.6632821938520518621e-1600j)  +/-  (7.04e-509, 7.04e-509j)
-------------------------------------------------
The weights are:
| (7.4919275304870078344e-35 + 2.8121808808863985124e-1121j)  +/-  (8.34e-138, 1.12e-378j)
| (2.4491067101201519325e-68 + 1.5933816837175939443e-1139j)  +/-  (2.99e-151, 4e-392j)
| (7.5659539815448317832e-43 - 1.7016347988249821502e-1127j)  +/-  (1.61e-143, 2.15e-384j)
| (7.5659539815448317832e-43 + 3.2424945826414480366e-1126j)  +/-  (2.68e-142, 3.58e-383j)
| (3.0162247473089175676e-57 - 1.0296422112273529329e-1134j)  +/-  (1.93e-149, 2.59e-390j)
| (5.4384495556253612399e-40 - 1.3262093210628189586e-1124j)  +/-  (3.33e-141, 4.46e-382j)
| (3.741310272135823117e-62 + 3.537428184192447785e-1137j)  +/-  (3.39e-151, 4.54e-392j)
| (0.0083943577011998765749 - 3.307951149484035305e-1107j)  +/-  (7.33e-85, 9.82e-326j)
| (4.2158097034394455756e-21 - 1.3795009983262929092e-1115j)  +/-  (1.35e-131, 1.8e-372j)
| (2.8447445779904160062e-28 - 3.812697357574327895e-1120j)  +/-  (6.86e-138, 9.19e-379j)
| (6.1296479587931056326e-13 - 8.1906279022582562718e-1112j)  +/-  (1.76e-123, 2.35e-364j)
| (2.3297317223144466913e-15 - 1.2604478831496947382e-1113j)  +/-  (1.79e-127, 2.4e-368j)
| (6.8294170094449663347e-09 - 2.4165266049462456635e-1110j)  +/-  (1.91e-117, 2.56e-358j)
| (2.5932123985631016351e-49 - 9.9924214813694235763e-1131j)  +/-  (2.25e-147, 3.01e-388j)
| (6.1353082504228967403e-46 + 4.9842648704216986986e-1129j)  +/-  (4.68e-146, 6.26e-387j)
| (2.4670021460115815181e-37 - 1.0410823164066845117e-1124j)  +/-  (1.62e-143, 2.17e-384j)
| (4.8322158794002112707e-53 - 1.2109537144563371196e-1131j)  +/-  (1.81e-153, 2.43e-394j)
| (1.5939713328683715599e-32 - 2.7513527309846350463e-1122j)  +/-  (1.26e-141, 1.69e-382j)
| (1.1205397791614882621e-16 + 2.7142818876319185829e-1114j)  +/-  (5.94e-132, 7.96e-373j)
| (7.8529692881509635699e-12 + 7.7369978726774611398e-1112j)  +/-  (5.77e-127, 7.73e-368j)
| (3.105605648658947726e-07 - 4.0910198689711500576e-1109j)  +/-  (3.32e-122, 4.44e-363j)
| (2.4491067101201519325e-68 - 2.7802315640954981026e-1140j)  +/-  (1.03e-156, 1.38e-397j)
| (6.8294170094449663347e-09 - 6.7234184193817396503e-1110j)  +/-  (4.51e-126, 6.04e-367j)
| (4.8322158794002112707e-53 + 1.3335905100212631353e-1132j)  +/-  (3.83e-150, 5.13e-391j)
| (8.2526437788389980487e-10 + 2.4725692733709021439e-1110j)  +/-  (7.23e-128, 9.68e-369j)
| (3.0162247473089175676e-57 + 7.9444812933488307245e-1134j)  +/-  (1.8e-157, 2.41e-398j)
| (2.4670021460115815181e-37 + 5.733896393276293715e-1123j)  +/-  (4.6e-149, 6.16e-390j)
| (0.0013530945708584496608 - 2.0988815128973263081e-1107j)  +/-  (2.37e-113, 3.18e-354j)
| (6.1296479587931056326e-13 - 2.1214773055884438269e-1112j)  +/-  (1.35e-132, 1.8e-373j)
| (0.017555587640628215858 + 4.8965813191167027069e-1107j)  +/-  (1.99e-103, 2.66e-344j)
| (4.5242457298350561476e-18 - 3.2220892081389873558e-1114j)  +/-  (7.25e-140, 9.71e-381j)
| (1.5939713328683715599e-32 - 1.4933755353743409523e-1120j)  +/-  (5.99e-148, 8.02e-389j)
| (0.017555587640628215858 + 6.8139853345725055462e-1107j)  +/-  (1.36e-107, 1.82e-348j)
| (2.4628026577564857367e-30 + 9.3682505801747669309e-1120j)  +/-  (1.89e-147, 2.54e-388j)
| (0.00013567878136076159282 - 3.8486737379726307975e-1108j)  +/-  (3.41e-122, 4.57e-363j)
| (0.032721921686830430481 - 6.8459724791855398365e-1107j)  +/-  (3.21e-105, 4.3e-346j)
| (0.00045500026225494071562 + 7.2013873290296993588e-1108j)  +/-  (5.69e-120, 7.62e-361j)
| (1.1205397791614882621e-16 + 1.4322967540596685858e-1113j)  +/-  (2.16e-140, 2.89e-381j)
| (6.1353082504228967403e-46 - 6.7929823893904335689e-1128j)  +/-  (5.85e-155, 7.84e-396j)
| (2.5932123985631016351e-49 + 1.0927019125087993925e-1129j)  +/-  (1.15e-156, 1.54e-397j)
| (7.8529692881509635699e-12 + 2.7330804960289627475e-1111j)  +/-  (4.06e-138, 5.44e-379j)
| (3.741310272135823117e-62 - 2.3505390620225043463e-1136j)  +/-  (1.04e-162, 1.39e-403j)
| (0.00045500026225494071562 + 1.263509431735776063e-1107j)  +/-  (3.46e-126, 4.63e-367j)
| (5.4384495556253612399e-40 + 4.7730530012981864081e-1126j)  +/-  (7.36e-156, 9.85e-397j)
| (0.1069840717341848988 + 1.4876954738165219488e-1106j)  +/-  (4.63e-115, 6.2e-356j)
| (2.4628026577564857367e-30 + 3.4836153422766404945e-1121j)  +/-  (1.13e-152, 1.51e-393j)
| (1.7175094674810084817e-06 + 4.0679242838348264815e-1109j)  +/-  (3.2e-135, 4.28e-376j)
| (0.0035737665962273923823 + 3.290595679121820477e-1107j)  +/-  (1.94e-124, 2.6e-365j)
| (2.8447445779904160062e-28 - 6.7581194117351090537e-1119j)  +/-  (7.42e-150, 9.94e-391j)
| (9.5350990220438380297e-23 + 1.8706066179846603955e-1116j)  +/-  (4.97e-148, 6.66e-389j)
| (4.0960586494365770169e-14 + 2.2859680175092389417e-1112j)  +/-  (3.76e-143, 5.04e-384j)
| (0.0035737665962273923823 + 2.1096389315010815363e-1107j)  +/-  (1.01e-128, 1.35e-369j)
| (0.0013530945708584496608 - 1.2694088638152694524e-1107j)  +/-  (1.25e-130, 1.67e-371j)
| (1.7378373243937448402e-24 - 3.1582091001765731416e-1117j)  +/-  (3.18e-149, 4.26e-390j)
| (0.00013567878136076159282 - 7.1741899781109465379e-1108j)  +/-  (2.11e-135, 2.83e-376j)
| (2.5158570634463933846e-26 + 4.7796929018523617142e-1118j)  +/-  (4.79e-150, 6.42e-391j)
| (0.054402078541722929373 + 9.0446437258049151526e-1107j)  +/-  (1.16e-126, 1.55e-367j)
| (4.2158097034394455756e-21 - 1.5770817670240603998e-1116j)  +/-  (2.77e-155, 3.71e-396j)
| (0.032721921686830430481 - 9.0078286897862734715e-1107j)  +/-  (1.35e-128, 1.81e-369j)
| (1.5207635207118515191e-19 + 6.8901038819280785065e-1115j)  +/-  (1.69e-147, 2.27e-388j)
| (4.5242457298350561476e-18 - 5.3559238651426017569e-1115j)  +/-  (2.51e-153, 3.35e-394j)
| (2.5158570634463933846e-26 + 3.650770126623172533e-1119j)  +/-  (5.71e-158, 7.64e-399j)
| (2.3297317223144466913e-15 - 5.9343507537260376888e-1113j)  +/-  (1.25e-147, 1.67e-388j)
| (1.5207635207118515191e-19 + 9.6439094780176764199e-1116j)  +/-  (8.64e-155, 1.16e-395j)
| (0.0083943577011998765749 - 4.8716615018421770939e-1107j)  +/-  (3.63e-137, 4.87e-378j)
| (0.080729946023745499108 - 1.3306996818696691886e-1106j)  +/-  (1.03e-134, 1.38e-375j)
| (3.581589283148973806e-05 + 1.935975361614141769e-1108j)  +/-  (2.05e-144, 2.75e-385j)
| (1.7378373243937448402e-24 - 3.0891796536552822088e-1118j)  +/-  (9.76e-158, 1.31e-398j)
| (4.9250806193986703398e-08 + 6.6180165633361927547e-1110j)  +/-  (1.99e-149, 2.67e-390j)
| (4.0960586494365770169e-14 + 5.3832589275021525573e-1113j)  +/-  (8.01e-153, 1.07e-393j)
| (1.7175094674810084817e-06 + 9.1769266528360932027e-1109j)  +/-  (1.54e-148, 2.06e-389j)
| (9.5350990220438380297e-23 + 2.3296267783832783417e-1117j)  +/-  (3.86e-157, 5.17e-398j)
| (3.105605648658947726e-07 - 1.6952458818091108903e-1109j)  +/-  (1.81e-149, 2.42e-390j)
| (0.080729946023745499108 - 1.1295859198877758712e-1106j)  +/-  (1.02e-143, 1.36e-384j)
| (7.4919275304870078344e-35 + 1.8508992575845978949e-1123j)  +/-  (2.6e-163, 3.47e-404j)
| (0.054402078541722929373 + 1.1258380182383911592e-1106j)  +/-  (2.59e-144, 3.48e-385j)
| (8.6579225983469339852e-11 - 8.505750714999267401e-1111j)  +/-  (5.12e-152, 6.81e-393j)
| (8.6579225983469339852e-11 - 2.618073602228698064e-1111j)  +/-  (2.75e-152, 3.7e-393j)
| (0.1069840717341848988 + 1.3339689431277729223e-1106j)  +/-  (2.75e-145, 3.69e-386j)
| (8.3532415827879075619e-06 - 9.1569030542721375323e-1109j)  +/-  (6.96e-149, 9.34e-390j)
| (8.3532415827879075619e-06 - 1.9350782057174595035e-1108j)  +/-  (1.06e-150, 1.42e-391j)
| (4.9250806193986703398e-08 + 1.7125096871912206156e-1109j)  +/-  (1.1e-151, 1.36e-392j)
| (0.13398382347743607634 + 1.5741632264446745729e-1106j)  +/-  (7.96e-148, 8.64e-389j)
| (0.12665633051724579429 - 1.4899345158798081136e-1106j)  +/-  (7.25e-148, 7.97e-389j)
| (8.2526437788389980487e-10 + 8.239173004202520238e-1111j)  +/-  (8.72e-153, 1.19e-393j)
| (3.581589283148973806e-05 + 3.8393861696016335564e-1108j)  +/-  (1.38e-150, 2.1e-391j)
| (0.12665633051724579429 - 1.5733660450505242237e-1106j)  +/-  (5.4e-148, 5.34e-389j)
