Starting with polynomial:
P : 2*t
Extension levels are: 1 98
-------------------------------------------------
Trying to find an order 98 Kronrod extension for:
P1 : 2*t
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : 2*t^99 - 4851*t^97 + 5646564*t^95 - 4201984710*t^93 + 4494022647345/2*t^91 - 3680604548175555/4*t^89 + 1201103950887956115/4*t^87 - 641904268610263403745/8*t^85 + 1145799119469320175684825/64*t^83 - 433239378172677395317273275/128*t^81 + 35092389631986869020699135275/64*t^79 - 9829059314195594859343094162025/128*t^77 + 4793304592222718426406315586347525/512*t^75 - 1023186172570618741021348134778029375/1024*t^73 + 96033330768413787550146532078452185625/1024*t^71 - 15909521797300550804140942147663578751875/2048*t^69 + 18661869068233546093257325139209377875949375/32768*t^67 - 2427140735874374730128937993105407910807298125/65536*t^65 + 17529349759092706384264552172427946022497153125/8192*t^63 - 1801832635763581872024666862776409399049312634375/16384*t^61 + 329735372344735482580514035888082920026024212090625/65536*t^59 - 26865582003897257652155215019262375055453686994621875/131072*t^57 + 974487929050455073019084617516880695193274646441284375/131072*t^55 - 62918024984344599279710463348372514450522297824578578125/262144*t^53 + 14450173071404476301240169749009554152136621067044880109375/2097152*t^51 - 736958826641628291363248657199487261758967674419288885578125/4194304*t^49 + 8333303655101489140799811739101894421428326779971958936921875/2097152*t^47 - 333640787080174435600170240369227698872741527746284726326390625/4194304*t^45 + 23593169943526620803154895568966815848858150890630134218794765625/16777216*t^43 - 734642498586363399491340368923346024535134836353069351709368046875/33554432*t^41 + 10040114147346966459714985041952395668646842763491947806694696640625/33554432*t^39 - 239991115586583940214477545680216941627977757669275268540670006796875/67108864*t^37 + 79917041490332452091421022711512241562116593303868664424043112263359375/2147483648*t^35 - 1440928475355994211951379045859084355438162818660662282797140963536328125/4294967296*t^33 + 2797096452161635823199735794902928454674080765635403254841508929217578125/1073741824*t^31 - 37161424293004590222510775560853192326384215886298928957180047202462109375/2147483648*t^29 + 838196570164436868352187493205910893583999536102075842034172175788867578125/8589934592*t^27 - 7951540435884252453827508381493911449945509112752124879837687397348446484375/17179869184*t^25 + 31387659615332575475634901505897018881363851760863650841464555515849130859375/17179869184*t^23 - 203617381607157476803477694384408866076539858858935991356167501166918720703125/34359738368*t^21 + 4275965013750307012873031582072586187607337036037655818479517524505293134765625/274877906944*t^19 - 17833902862226890224421668305717371660508649589327784023414573090009881123046875/549755813888*t^17 + 14436968983707482562627064818914062772792716334217729923716559168103237099609375/274877906944*t^15 - 35253063797425248118042832697348292817284539885880503302098574712810230126953125/549755813888*t^13 + 124988135281780425145788225017871219988554277777212693525622219436327179541015625/2199023255552*t^11 - 152763276455509408511518941688509268874899672838815514309093823755510997216796875/4398046511104*t^9 + 59776934265199333765376977182460148690178132849971288207906278860852129345703125/4398046511104*t^7 - 26708842969557149129210989804929002606249804039348873454596422469742440771484375/8796093022208*t^5 + 44514738282595248548684983008215004343749673398914789090994037449570734619140625/140737488355328*t^3 - 2725392139750729502980713245400918633290796330545803413734328823443106201171875/281474976710656*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:   99 out of 99
Indefinite weights: 0 out of 99
Negative weights:   0 out of 99
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (-11.445911484642803869 + 6.0614306328994737733e-1201j)  +/-  (2.29e-489, 2.29e-489j)
| (12.750740722503374048 - 1.4553593864329771003e-1206j)  +/-  (1.49e-492, 1.49e-492j)
| (11.076171287300262562 - 3.8420049610523302143e-1203j)  +/-  (8.66e-489, 8.66e-489j)
| (-9.7532822304545532389 + 7.8165077309606644363e-1199j)  +/-  (7.49e-487, 7.49e-487j)
| (-11.076171287300262562 - 1.8609960369747312791e-1206j)  +/-  (8.28e-489, 8.28e-489j)
| (-12.269024999467902797 - 7.3135914067544088997e-1213j)  +/-  (2.64e-491, 2.64e-491j)
| (10.066195438589225551 - 3.7689026528595211669e-1210j)  +/-  (3.14e-487, 3.14e-487j)
| (-1.3382108609965630853 + 5.5595110784266331494e-1225j)  +/-  (2.11e-502, 2.11e-502j)
| (-3.3729199468884629774 - 1.5304695954265947639e-1217j)  +/-  (7.45e-494, 7.45e-494j)
| (-10.389552102465859063 - 8.8346725758637389024e-1208j)  +/-  (1.23e-487, 1.23e-487j)
| (1.114661898536273776 - 5.8548136828235658809e-1237j)  +/-  (1.46e-503, 1.46e-503j)
| (-13.334461819943153859 - 7.1328847984390707715e-1227j)  +/-  (2.77e-494, 2.77e-494j)
| (-3.1440274302474249988 - 1.4587362631329097721e-1228j)  +/-  (1.12e-494, 1.12e-494j)
| (-11.840317610615626033 + 2.5280138890884420747e-1219j)  +/-  (2.88e-490, 2.88e-490j)
| (-10.725319838167971004 - 2.5111074598649067915e-1237j)  +/-  (3.53e-488, 3.53e-488j)
| (-10.066195438589225551 - 7.7049741051671235692e-1282j)  +/-  (3.15e-487, 3.15e-487j)
| (5.7291337661713975612 + 1.2598237884924718683e-1306j)  +/-  (6.37e-488, 6.37e-488j)
| (11.840317610615626033 + 1.5360503563699182287e-1333j)  +/-  (3.02e-490, 3.02e-490j)
| (-0.89139429864040063365 + 1.0669281526554548057e-1377j)  +/-  (1.13e-504, 1.13e-504j)
| (-8.3023959646056109397 - 3.7853223455439522756e-1384j)  +/-  (5.96e-486, 5.96e-486j)
| (5.0065824967968050647 + 4.0867338068666833869e-1419j)  +/-  (2.09e-489, 2.09e-489j)
| (12.269024999467902797 + 1.545372921401864984e-1427j)  +/-  (2.66e-491, 2.66e-491j)
| (-9.1531023745391195694 - 4.9210669954007206554e-1439j)  +/-  (2.24e-486, 2.24e-486j)
| (-12.750740722503374048 + 5.5210928334332502531e-1455j)  +/-  (1.48e-492, 1.48e-492j)
| (6.4702031761523414596 + 4.4009155130560978253e-1449j)  +/-  (5.29e-487, 5.29e-487j)
| (10.389552102465859063 - 4.5775230253331862509e-1449j)  +/-  (1.19e-487, 1.19e-487j)
| (8.8637093532419810438 - 2.3260406074063068978e-1447j)  +/-  (3.47e-486, 3.47e-486j)
| (9.7532822304545532389 + 1.1015420895944657163e-1450j)  +/-  (7.5e-487, 7.5e-487j)
| (9.1531023745391195694 - 3.095495679115710598e-1453j)  +/-  (2.37e-486, 2.37e-486j)
| (-1.7863872576859270014 - 2.6410672882121249327e-1478j)  +/-  (3.83e-500, 3.83e-500j)
| (8.5803558609974358599 + 3.0420042584526535844e-1463j)  +/-  (4.78e-486, 4.78e-486j)
| (8.0292844524423987421 + 3.3754406946998380883e-1478j)  +/-  (6.44e-486, 6.44e-486j)
| (-7.7605555495112338954 + 1.6912308396809092393e-1498j)  +/-  (3.7e-486, 3.7e-486j)
| (-9.4493108799743273413 + 1.6955269626589074553e-1518j)  +/-  (1.38e-486, 1.38e-486j)
| (2.6887713462813926867 + 1.5363728753632467117e-1545j)  +/-  (2.08e-496, 2.08e-496j)
| (-5.2456258043992713876 + 6.1377491511316577364e-1533j)  +/-  (6.48e-489, 6.48e-489j)
| (-3.8336246231287604993 - 6.8375246880155351197e-1542j)  +/-  (1.86e-492, 1.86e-492j)
| (2.9160027574766342683 + 1.5909844532913614337e-1544j)  +/-  (1.86e-495, 1.86e-495j)
| (4.0656050865933537228 - 1.0095820894996452511e-1540j)  +/-  (1.39e-491, 1.39e-491j)
| (-2.2364050222293587678 + 3.8184949378492653645e-1547j)  +/-  (3.52e-498, 3.52e-498j)
| (11.445911484642803869 + 3.9732189845148324977e-1538j)  +/-  (2.23e-489, 2.23e-489j)
| (-8.0292844524423987421 - 2.7373273535716069904e-1533j)  +/-  (6.56e-486, 6.56e-486j)
| (3.1440274302474249988 + 2.9524370128151186959e-1552j)  +/-  (1.11e-494, 1.11e-494j)
| (1.3382108609965630853 + 1.1795960942451138366e-1559j)  +/-  (2.05e-502, 2.05e-502j)
| (7.2346886456654552438 + 1.97278406120492539e-1544j)  +/-  (2.5e-486, 2.5e-486j)
| (-4.0656050865933537228 + 6.367566676592305554e-1549j)  +/-  (1.36e-491, 1.36e-491j)
| (3.8336246231287604993 + 6.0569879314166376798e-1550j)  +/-  (1.86e-492, 1.86e-492j)
| (-4.5332793281004462046 + 1.4089838653289853929e-1547j)  +/-  (1.76e-490, 1.76e-490j)
| (2.4622616934204694536 + 7.5906684102259980934e-1555j)  +/-  (2.81e-497, 2.81e-497j)
| (7.7605555495112338954 - 7.3301211983689028295e-1544j)  +/-  (3.67e-486, 3.67e-486j)
| (9.4493108799743273413 + 4.7861318520190945893e-1544j)  +/-  (1.33e-486, 1.33e-486j)
| (-8.8637093532419810438 + 3.1050144712175963762e-1542j)  +/-  (3.49e-486, 3.49e-486j)
| (-4.2987910379219335221 + 1.059575730010694321e-1552j)  +/-  (5.26e-491, 5.26e-491j)
| (4.5332793281004462046 - 2.6751805980687238753e-1552j)  +/-  (1.81e-490, 1.81e-490j)
| (6.2208491815292414959 + 1.6723671298587482879e-1548j)  +/-  (2.85e-487, 2.85e-487j)
| (10.725319838167971004 + 5.8553792051372513807e-1551j)  +/-  (3.65e-488, 3.65e-488j)
| (-6.4702031761523414596 - 3.9315860968062226031e-1547j)  +/-  (5.42e-487, 5.42e-487j)
| (2.0111349624646373761 + 7.3462588181525496843e-1567j)  +/-  (4.81e-499, 4.81e-499j)
| (13.334461819943153859 + 5.1927728818157732162e-1562j)  +/-  (2.87e-494, 2.87e-494j)
| (1.7863872576859270014 - 3.2535525396282313771e-1567j)  +/-  (3.85e-500, 3.85e-500j)
| (-5.9738856642890016484 + 2.1836750598010802654e-1552j)  +/-  (1.31e-487, 1.31e-487j)
| (6.9768921155793660207 - 8.4589198171567384397e-1565j)  +/-  (1.78e-486, 1.78e-486j)
| (-1.114661898536273776 + 5.7976320849656495758e-1583j)  +/-  (1.48e-503, 1.48e-503j)
| (-7.2346886456654552438 - 1.6054913870029459319e-1562j)  +/-  (2.37e-486, 2.37e-486j)
| (4.7691730793126915033 + 1.9385264490063463348e-1582j)  +/-  (6.95e-490, 6.95e-490j)
| (4.2987910379219335221 - 2.1444616978099038702e-1583j)  +/-  (5.03e-491, 5.03e-491j)
| (3.6027583591447185893 - 1.9041588559692073543e-1586j)  +/-  (4.08e-493, 4.08e-493j)
| (5.2456258043992713876 + 1.5028244001189033864e-1580j)  +/-  (6.58e-489, 6.58e-489j)
| (-2.4622616934204694536 - 4.072800794055972834e-1589j)  +/-  (2.76e-497, 2.76e-497j)
| (0.89139429864040063365 - 1.5788906585940784226e-1596j)  +/-  (1.13e-504, 1.13e-504j)
| (3.3729199468884629774 + 4.5586337224460609704e-1586j)  +/-  (7.48e-494, 7.48e-494j)
| (1.5620994960576213635 + 3.3899387100511534749e-1593j)  +/-  (3.46e-501, 3.46e-501j)
| (-2.6887713462813926867 - 5.1287036052113770131e-1589j)  +/-  (2.04e-496, 2.04e-496j)
| (-5.7291337661713975612 + 3.3456535278154672854e-1577j)  +/-  (6.16e-488, 6.16e-488j)
| (-2.9160027574766342683 + 1.6196882143610714291e-1610j)  +/-  (1.92e-495, 1.92e-495j)
| (-8.5803558609974358599 + 2.0283215422734839568e-1600j)  +/-  (4.82e-486, 4.82e-486j)
| (-6.9768921155793660207 + 1.897721419449442958e-1641j)  +/-  (1.69e-486, 1.69e-486j)
| (-3.6027583591447185893 - 1.5173880032022382673e-1670j)  +/-  (3.94e-493, 3.94e-493j)
| (-1.5620994960576213635 - 6.4327461579488573396e-1679j)  +/-  (3.44e-501, 3.44e-501j)
| (7.495807109397526456 + 9.1332749901516857134e-1664j)  +/-  (3.27e-486, 3.27e-486j)
| (-7.495807109397526456 - 5.1947931948540786016e-1672j)  +/-  (3.33e-486, 3.33e-486j)
| (0.66835068799126333123 - 6.9642175697750877875e-1701j)  +/-  (8.2e-506, 8.2e-506j)
| (2.2364050222293587678 - 5.3842266994711671505e-1693j)  +/-  (3.5e-498, 3.5e-498j)
| (8.3023959646056109397 + 8.8298696674603725738e-1681j)  +/-  (5.77e-486, 5.77e-486j)
| (-2.0111349624646373761 + 1.7926993780708914055e-1693j)  +/-  (4.79e-499, 4.79e-499j)
| (-0.66835068799126333123 - 2.6408985858021728384e-1700j)  +/-  (8.59e-506, 8.59e-506j)
| (0.44547443201433415899 + 1.3021357803560080529e-1701j)  +/-  (3.5e-507, 3.5e-507j)
| (-6.2208491815292414959 - 2.0807780317268607776e-1680j)  +/-  (2.87e-487, 2.87e-487j)
| (-5.0065824967968050647 - 6.6156039996784891008e-1686j)  +/-  (2.13e-489, 2.13e-489j)
| (-0.44547443201433415899 + 1.9462830222163216077e-1704j)  +/-  (3.57e-507, 3.57e-507j)
| (5.9738856642890016484 - 2.4011312846181865008e-1685j)  +/-  (1.34e-487, 1.34e-487j)
| (0.22270944408436804682 - 4.3120211446363227587e-1760j)  +/-  (8.52e-509, 8.52e-509j)
| (-1.152400690552843028e-1762 - 1.423286588688126085e-1761j)  +/-  (1.41e-1759, 1.41e-1759j)
| (5.4864303291169472434 + 4.6882157699849620361e-1686j)  +/-  (1.71e-488, 1.71e-488j)
| (-0.22270944408436804682 + 5.7129776747475775599e-1758j)  +/-  (8.52e-509, 8.52e-509j)
| (-4.7691730793126915033 - 4.9264345286594471006e-1687j)  +/-  (6.85e-490, 6.85e-490j)
| (-6.7221447159938794267 - 1.1561631779533012659e-1682j)  +/-  (9.82e-487, 9.82e-487j)
| (-5.4864303291169472434 - 8.2134050868581473136e-1691j)  +/-  (1.82e-488, 1.82e-488j)
| (6.7221447159938794267 - 4.9464574125687155649e-1689j)  +/-  (9.26e-487, 9.26e-487j)
-------------------------------------------------
The weights are:
| (2.7275661756904751975e-58 + 7.3962118986188672202e-1249j)  +/-  (2.92e-136, 2.22e-376j)
| (7.2237441678171027776e-72 + 1.169334548187762646e-1256j)  +/-  (2.02e-141, 1.54e-381j)
| (1.0647264892308862075e-54 + 4.8925349942227216747e-1248j)  +/-  (1.74e-135, 1.32e-375j)
| (8.4599794362771302808e-43 + 6.4227332402240652751e-1240j)  +/-  (1.67e-130, 1.27e-370j)
| (1.0647264892308862075e-54 - 5.8574614719261982784e-1247j)  +/-  (1.95e-135, 1.48e-375j)
| (1.0753103458473447598e-66 + 3.1807045907543695269e-1253j)  +/-  (1.18e-140, 8.98e-381j)
| (1.7673894320066523683e-45 - 2.1080359096570392986e-1243j)  +/-  (6.02e-135, 4.59e-375j)
| (0.021055731718941481732 + 2.5688969266040762679e-1221j)  +/-  (2.09e-55, 1.59e-295j)
| (1.4829894435332703768e-06 - 9.0276229059182587746e-1223j)  +/-  (5.41e-92, 4.12e-332j)
| (2.4541815801016633453e-48 - 1.8117593990134664911e-1243j)  +/-  (1.01e-133, 7.69e-374j)
| (0.036383731651643341575 - 2.0540446260617732821e-1221j)  +/-  (4.16e-52, 3.17e-292j)
| (2.2913509828188489129e-78 + 3.3221188861620236546e-1259j)  +/-  (1.02e-145, 7.78e-386j)
| (6.5651885390588630643e-06 + 2.3650622684879303785e-1222j)  +/-  (1.36e-91, 1.04e-331j)
| (3.0098567701620061543e-62 - 6.3582841988953843523e-1251j)  +/-  (4.48e-139, 3.41e-379j)
| (2.1304808263027537696e-51 + 3.5309237368166510015e-1245j)  +/-  (4.16e-135, 3.17e-375j)
| (1.7673894320066523683e-45 + 9.7762301829741658058e-1242j)  +/-  (2.48e-133, 1.89e-373j)
| (7.6462274159651076677e-16 - 1.8502647383579351838e-1228j)  +/-  (3.9e-121, 2.97e-361j)
| (3.0098567701620061543e-62 + 7.9016724731418227094e-1252j)  +/-  (1.67e-147, 1.27e-387j)
| (0.056876259664343275115 + 3.7260308768751645047e-1221j)  +/-  (2.01e-63, 1.53e-303j)
| (1.8015591928906548559e-31 - 1.9427583513337361823e-1235j)  +/-  (1.05e-130, 8.01e-371j)
| (1.7474685288740552666e-12 + 9.3792584276311112973e-1227j)  +/-  (1.51e-117, 1.15e-357j)
| (1.0753103458473447598e-66 - 4.6209172732111508502e-1254j)  +/-  (5.16e-149, 3.93e-389j)
| (6.8062248390468984029e-38 + 3.0410161704348127369e-1238j)  +/-  (4.68e-133, 3.56e-373j)
| (7.2237441678171027776e-72 - 6.9806851060716322231e-1256j)  +/-  (2.75e-145, 2.1e-385j)
| (9.318143974562224703e-20 + 1.9307513810998032976e-1230j)  +/-  (8.59e-128, 6.54e-368j)
| (2.4541815801016633453e-48 + 7.7130717286429664964e-1245j)  +/-  (2.33e-143, 1.78e-383j)
| (1.2237265199793689306e-35 - 1.8837363697888362964e-1238j)  +/-  (2.28e-139, 1.73e-379j)
| (8.4599794362771302808e-43 + 4.6960073972785582131e-1242j)  +/-  (4.26e-142, 3.25e-382j)
| (6.8062248390468984029e-38 + 1.3802519363188575691e-1239j)  +/-  (1.66e-140, 1.26e-380j)
| (0.0052088787055454575041 + 1.4991317831252687769e-1221j)  +/-  (4.34e-93, 3.3e-333j)
| (1.6811238442465331551e-33 + 2.24716762155962563e-1237j)  +/-  (3.54e-139, 2.7e-379j)
| (1.5326490893998197295e-29 + 2.2227180312352360247e-1235j)  +/-  (4.36e-138, 3.32e-378j)
| (1.0507355168353695731e-27 - 1.0317968769901273743e-1233j)  +/-  (4.11e-138, 3.13e-378j)
| (2.8216080736625712121e-40 - 3.9214274691931743555e-1239j)  +/-  (2.9e-141, 2.21e-381j)
| (9.2779621106795710355e-05 + 8.5274699405183242552e-1223j)  +/-  (1.13e-110, 8.63e-351j)
| (1.517593564497114972e-13 - 2.3362664126781303348e-1227j)  +/-  (4.37e-129, 3.33e-369j)
| (5.4090185606361942369e-08 + 6.5841031224414357428e-1224j)  +/-  (9.91e-120, 7.55e-360j)
| (2.604895697644283929e-05 - 4.408849366853613758e-1223j)  +/-  (2.77e-113, 2.11e-353j)
| (8.6987698617711512618e-09 + 7.1892535352877780131e-1225j)  +/-  (7.86e-123, 5.98e-363j)
| (0.00085614162548211777587 + 7.5968659705781348734e-1222j)  +/-  (1.49e-106, 1.14e-346j)
| (2.7275661756904751975e-58 - 7.6781602310550853165e-1250j)  +/-  (1.01e-151, 7.7e-392j)
| (1.5326490893998197295e-29 + 1.4759084383746763008e-1234j)  +/-  (3.17e-139, 2.42e-379j)
| (6.5651885390588630643e-06 + 2.1610918629609699009e-1223j)  +/-  (1.89e-116, 1.44e-356j)
| (0.021055731718941481732 + 1.5146328270489256558e-1221j)  +/-  (8.07e-97, 6.15e-337j)
| (2.717220148722089302e-24 - 9.8724732876833466532e-1233j)  +/-  (2.85e-138, 2.17e-378j)
| (8.6987698617711512618e-09 - 1.3305611883091125272e-1224j)  +/-  (7.46e-124, 5.68e-364j)
| (5.4090185606361942369e-08 - 1.8321443850535964001e-1224j)  +/-  (2.06e-122, 1.57e-362j)
| (1.5768541423897706183e-10 - 2.8745431958863338006e-1226j)  +/-  (2.38e-127, 1.81e-367j)
| (0.00029706562168987980067 - 1.5649177426076233346e-1222j)  +/-  (1.39e-112, 1.06e-352j)
| (1.0507355168353695731e-27 - 1.8732870414543439894e-1234j)  +/-  (7.14e-140, 5.44e-380j)
| (2.8216080736625712121e-40 - 8.7306969671904479061e-1241j)  +/-  (1.16e-144, 8.81e-385j)
| (1.2237265199793689306e-35 - 2.7084685078758403817e-1237j)  +/-  (5.45e-144, 4.15e-384j)
| (1.2437050589299106568e-09 + 2.4507043832225229219e-1225j)  +/-  (4.71e-127, 3.58e-367j)
| (1.5768541423897706183e-10 + 9.2794708174020632577e-1226j)  +/-  (9.43e-129, 7.18e-369j)
| (2.1845060118691157405e-18 - 9.5234020647430089984e-1230j)  +/-  (8.73e-136, 6.65e-376j)
| (2.1304808263027537696e-51 - 2.2306477812566439846e-1246j)  +/-  (2.37e-150, 1.81e-390j)
| (9.318143974562224703e-20 + 4.8478114799812769356e-1230j)  +/-  (1.14e-140, 8.7e-381j)
| (0.0022234592923753828811 - 4.5139594755812377474e-1222j)  +/-  (7.75e-116, 5.9e-356j)
| (2.2913509828188489129e-78 - 6.4023229714435354377e-1260j)  +/-  (1.38e-163, 1.05e-403j)
| (0.0052088787055454575041 + 7.1037356225572707214e-1222j)  +/-  (9.65e-115, 7.35e-355j)
| (4.3980169655354456744e-17 + 7.8633357354763953582e-1229j)  +/-  (4.12e-139, 3.14e-379j)
| (1.0468653378484055496e-22 + 6.2393636523374789653e-1232j)  +/-  (4.33e-139, 3.3e-379j)
| (0.036383731651643341575 - 3.1617932496272248999e-1221j)  +/-  (2.71e-111, 2.06e-351j)
| (2.717220148722089302e-24 - 3.9098995342428192541e-1232j)  +/-  (4.53e-143, 3.45e-383j)
| (1.7679356952923596348e-11 - 3.0440517502676472688e-1226j)  +/-  (1.11e-131, 8.45e-372j)
| (1.2437050589299106568e-09 - 2.6610959820279871286e-1225j)  +/-  (7.71e-130, 5.87e-370j)
| (2.9971350909475049132e-07 + 4.4096769404477246376e-1224j)  +/-  (1.17e-127, 8.91e-368j)
| (1.517593564497114972e-13 - 2.7097479500479570185e-1227j)  +/-  (2.52e-134, 1.92e-374j)
| (0.00029706562168987980067 - 5.2270224547699171937e-1222j)  +/-  (2.68e-127, 2.04e-367j)
| (0.056876259664343275115 + 2.6531087845935009519e-1221j)  +/-  (4.8e-118, 3.66e-358j)
| (1.4829894435332703768e-06 - 1.003459229081346051e-1223j)  +/-  (3.86e-127, 2.94e-367j)
| (0.011017393431705081388 - 1.0633232644724830085e-1221j)  +/-  (1.92e-120, 1.46e-360j)
| (9.2779621106795710355e-05 + 3.6042897975464774091e-1222j)  +/-  (8.49e-129, 6.47e-369j)
| (7.6462274159651076677e-16 - 2.7529520555891875244e-1228j)  +/-  (4.98e-142, 3.79e-382j)
| (2.604895697644283929e-05 - 2.6185292414994310008e-1222j)  +/-  (2.38e-130, 1.81e-370j)
| (1.6811238442465331551e-33 + 2.3664493229912830858e-1236j)  +/-  (1.39e-149, 1.06e-389j)
| (1.0468653378484055496e-22 + 2.1203645370270277219e-1231j)  +/-  (2.95e-146, 2.24e-386j)
| (2.9971350909475049132e-07 - 3.7994631636780555497e-1223j)  +/-  (1.69e-134, 1.29e-374j)
| (0.011017393431705081388 - 2.0015725106254114826e-1221j)  +/-  (1.16e-127, 8.84e-368j)
| (5.8806143093363795999e-26 + 1.4265896532701838407e-1233j)  +/-  (1.67e-146, 1.27e-386j)
| (5.8806143093363795999e-26 + 6.6267575558954359987e-1233j)  +/-  (2.45e-147, 1.86e-387j)
| (0.080470639855725100491 - 3.2652256952473365402e-1221j)  +/-  (1.01e-127, 7.68e-368j)
| (0.00085614162548211777587 + 2.7267436674809825471e-1222j)  +/-  (1.61e-130, 1.23e-370j)
| (1.8015591928906548559e-31 - 2.3676484493685682255e-1236j)  +/-  (4.43e-149, 3.37e-389j)
| (0.0022234592923753828811 - 1.0832264240837924333e-1221j)  +/-  (2.14e-131, 1.63e-371j)
| (0.080470639855725100491 - 4.1997752849742018525e-1221j)  +/-  (1.96e-129, 1.49e-369j)
| (0.10308077039504388789 + 3.8304166123676651459e-1221j)  +/-  (3.94e-129, 3e-369j)
| (2.1845060118691157405e-18 - 2.0408963792642552074e-1229j)  +/-  (1.31e-144, 1e-384j)
| (1.7474685288740552666e-12 + 4.9408979780871547034e-1227j)  +/-  (9.89e-142, 7.53e-382j)
| (0.10308077039504388789 + 4.5240161542348437743e-1221j)  +/-  (1.38e-131, 1.05e-371j)
| (4.3980169655354456744e-17 + 4.3540195900701503534e-1229j)  +/-  (1.28e-143, 9.77e-384j)
| (0.11958012284871868934 - 4.2846038941647897699e-1221j)  +/-  (6.98e-132, 5.32e-372j)
| (0.12564512901854901007 + 4.5715679519552192068e-1221j)  +/-  (3.43e-132, 2.61e-372j)
| (1.1537011063830171309e-14 + 7.3268400946308333779e-1228j)  +/-  (3.9e-142, 2.97e-382j)
| (0.11958012284871868934 - 4.6545240307762395537e-1221j)  +/-  (9.28e-133, 7.07e-373j)
| (1.7679356952923596348e-11 - 4.5257845110280081361e-1227j)  +/-  (1.15e-141, 8.76e-382j)
| (3.3923942752726441589e-21 - 1.057362601058100453e-1230j)  +/-  (3.93e-147, 2.99e-387j)
| (1.1537011063830171309e-14 + 8.6263496614164227181e-1228j)  +/-  (8.86e-144, 6.75e-384j)
| (3.3923942752726441589e-21 - 3.6169651898756040459e-1231j)  +/-  (3.57e-147, 2.7e-387j)
