Starting with polynomial:
P : -t+1
Extension levels are: 1 78
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Trying to find an order 78 Kronrod extension for:
P1 : -t+1
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
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955351976636913163106089833832715012496508409573082577825444297377642685863963388019501484318353818682634982142129536995723114027546036726118828414893435128042149268220539839254801357571362513909215968919026051055616000000000000000000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^5 + 310476506344213208955077201024673639565566080480880436974647341931864525516495159507325630716202505385115176704865626916594549166346723269232957783637170368025179387304842535788838997918533449580833809523364595761152000000000000000000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^4 - 63684706065148497587675324373005391220834250758750880282276473979897857349825092563119459647639383412495163374530822772199591647055038799247643388556462251235714179340948447401981237188760574286020132506748177088512000000000000000000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^3 + 7247447194729398942311812507641553501821554929720509450069206966218690563941459955108087828919602825160081690167039520912410508068585940977653833681047133748262331778284373016458905805528989898092186038596548952064000000000000000000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^2 - 361601407527133505712248555990509968893114353878255433080366038613784635829876123888491767449127129112351721555076044802340921358019903907645620972276455768305675311213624653957269636598481036118558413175581048832000000000000000000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t + 4449858941141712288520533058090448091535154087329732190889366140680889473173455940631672250305975469147442681259932636403041496198760344966261203659678442853397601661179479706507374243305271347310348636969238528000000000000000000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373
-------------------------------------------------
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 roots: 424
 current precision for weights: 106
Linear system for weights solvable: 0
  current precision for roots: 212
  current precision for roots: 424
  current precision for roots: 848
 current precision for weights: 212
Linear system for weights solvable: 0
  current precision for roots: 424
  current precision for roots: 848
  current precision for roots: 1696
 current precision for weights: 424
Linear system for weights solvable: 0
  current precision for roots: 848
  current precision for roots: 1696
  current precision for roots: 3392
 current precision for weights: 848
Linear system for weights solvable: 1
  current precision for roots: 1696
  current precision for roots: 3392
  current precision for roots: 6784
 current precision for weights: 1696
Linear system for weights solvable: 1
Sufficient bits for target precision reached
Positive weights:   79 out of 79
Indefinite weights: 0 out of 79
Negative weights:   0 out of 79
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (4.9498725302124886088 - 8.8357814175163145528e-5449j)  +/-  (2.48e-2026, 2.48e-2026j)
| (2.320641550826541601 + 8.4794760396265177393e-5452j)  +/-  (7.7e-2031, 7.7e-2031j)
| (2.8842364423891738977 + 1.3495159210422241871e-5450j)  +/-  (1.17e-2029, 1.17e-2029j)
| (0.68222327449371270056 - 1.6574923773299134552e-5456j)  +/-  (8.04e-2036, 8.04e-2036j)
| (1 - 1.1945456534131626716e-5455j)  +/-  (1.69e-2034, 1.69e-2034j)
| (4.1984795330203863244 - 4.90347642541101316e-5448j)  +/-  (2.32e-2027, 2.32e-2027j)
| (0.093135314639414270547 - 7.3472887532969113176e-5461j)  +/-  (4.57e-2040, 4.57e-2040j)
| (0.42527046401496685542 + 5.7750312429626403116e-5458j)  +/-  (3.85e-2037, 3.85e-2037j)
| (0.22895704446347059141 - 9.3926503774342067557e-5460j)  +/-  (1.39e-2038, 1.39e-2038j)
| (1.8189403180157045447 + 4.8711504024643727011e-5453j)  +/-  (5.23e-2032, 5.23e-2032j)
| (3.5100621070803893988 + 2.8222101646284550026e-5450j)  +/-  (1.65e-2028, 1.65e-2028j)
| (1.3788211222413439511 + 4.9780778792646213656e-5455j)  +/-  (3.07e-2033, 3.07e-2033j)
| (0.017673477945381821773 - 3.6419392282020354814e-5462j)  +/-  (1.06e-2041, 1.06e-2041j)
| (291.486758040921935 - 7.5286447518129574775e-5425j)  +/-  (4.86e-2017, 4.86e-2017j)
| (235.2483435973961513 + 2.3145188439535081619e-5493j)  +/-  (6.64e-2011, 6.64e-2011j)
| (273.41112633702259083 - 7.6902186652785760603e-5655j)  +/-  (5.65e-2015, 5.65e-2015j)
| (215.49345270999658653 - 1.1874000525632683966e-5866j)  +/-  (5.36e-2009, 5.36e-2009j)
| (143.97121002076530292 + 1.2999915678690166165e-5996j)  +/-  (5.11e-2004, 5.11e-2004j)
| (112.91863377607137505 + 3.304750142752331437e-6071j)  +/-  (3.84e-2003, 3.84e-2003j)
| (224.99508732240781262 + 8.3700491739699675881e-6134j)  +/-  (6.69e-2010, 6.69e-2010j)
| (138.33871505250814025 - 1.8536703695966710267e-6184j)  +/-  (9.12e-2004, 9.12e-2004j)
| (95.360308279354959519 - 7.41253824981997689e-6220j)  +/-  (3.29e-2003, 3.29e-2003j)
| (246.4579380399895561 - 3.5385897957169521875e-6240j)  +/-  (4.95e-2012, 4.95e-2012j)
| (19.050577298340611984 + 7.8680225575786436294e-6272j)  +/-  (2.44e-2015, 2.44e-2015j)
| (34.021603304824673221 - 2.6322973822963272623e-6266j)  +/-  (5.93e-2010, 5.93e-2010j)
| (27.851068721248447018 - 5.5317105578693786302e-6269j)  +/-  (8.34e-2012, 8.34e-2012j)
| (168.76388941390486722 - 2.793394063855950733e-6259j)  +/-  (2.6e-2005, 2.6e-2005j)
| (258.96218269501523485 - 1.0009521854548809074e-6281j)  +/-  (2.15e-2013, 2.15e-2013j)
| (36.233174884774406078 - 1.2782634404866141651e-6296j)  +/-  (2.05e-2009, 2.05e-2009j)
| (83.553962527547761101 + 1.7304960293386426668e-6290j)  +/-  (1.53e-2003, 1.53e-2003j)
| (17.504746249572672192 + 4.3193588276683060259e-6328j)  +/-  (4.21e-2016, 4.21e-2016j)
| (51.219184734714837673 + 8.2958988350424887715e-6315j)  +/-  (1.9e-2006, 1.9e-2006j)
| (206.60749286234660283 - 4.6320545333123093579e-6344j)  +/-  (3.33e-2008, 3.33e-2008j)
| (8.593660098400875091 - 1.0343500819612402779e-6396j)  +/-  (3.01e-2022, 3.01e-2022j)
| (22.353968657329081344 - 1.7050066854772505894e-6390j)  +/-  (8.17e-2014, 8.17e-2014j)
| (31.888171886176733813 - 1.2839396322466061581e-6382j)  +/-  (1.41e-2010, 1.41e-2010j)
| (149.81372781211233285 - 8.6567190250452264311e-6394j)  +/-  (2.93e-2004, 2.93e-2004j)
| (59.887558261979682567 - 1.2682515240729298357e-6415j)  +/-  (2.62e-2005, 2.62e-2005j)
| (66.13706998919080824 - 1.5818694038101665527e-6423j)  +/-  (1.1e-2004, 1.1e-2004j)
| (25.945226057660547403 + 1.8469538460707612589e-6442j)  +/-  (1.75e-2012, 1.75e-2012j)
| (54.017376091485795832 + 9.4906705294274661339e-6434j)  +/-  (4.62e-2006, 4.62e-2006j)
| (190.32270086308697896 + 5.6350658093263474994e-6456j)  +/-  (7.18e-2007, 7.18e-2007j)
| (45.887047817256059298 - 7.7340598025180302943e-6487j)  +/-  (2.68e-2007, 2.68e-2007j)
| (132.90314744299702876 - 1.6226264992020457632e-6487j)  +/-  (1.36e-2003, 1.36e-2003j)
| (29.83169906473928243 + 9.3652964147299387785e-6515j)  +/-  (3.76e-2011, 3.76e-2011j)
| (14.621021921405750237 - 5.1475649723845608846e-6521j)  +/-  (1.01e-2017, 1.01e-2017j)
| (182.79783134151778767 - 2.5325985607672433972e-6506j)  +/-  (2.7e-2006, 2.7e-2006j)
| (198.24100824694635842 - 1.786015145655393758e-6520j)  +/-  (1.61e-2007, 1.61e-2007j)
| (10.805054612996058203 - 2.4327038238269178817e-6549j)  +/-  (2.07e-2020, 2.07e-2020j)
| (155.88128335831774436 + 4.8388993210638659235e-6532j)  +/-  (1.43e-2004, 1.43e-2004j)
| (91.303102293708116825 + 8.1324208041136572657e-6537j)  +/-  (2.69e-2003, 2.69e-2003j)
| (6.6432320361319048768 + 1.3174861099692035972e-6569j)  +/-  (2.87e-2024, 2.87e-2024j)
| (103.86288019275620219 - 4.106101703739286925e-6547j)  +/-  (4.32e-2003, 4.32e-2003j)
| (72.785162294466642237 + 7.8782190128108281203e-6560j)  +/-  (3.82e-2004, 3.82e-2004j)
| (62.963755970454063507 + 1.9914049656363221303e-6565j)  +/-  (5.62e-2005, 5.62e-2005j)
| (48.509672778108064826 - 1.5474680260358630868e-6566j)  +/-  (7.01e-2007, 7.01e-2007j)
| (7.5860781134367701087 - 2.2192395095964631424e-6583j)  +/-  (2.92e-2023, 2.92e-2023j)
| (43.349625044011737015 + 8.8971535546687340584e-6568j)  +/-  (8.31e-2008, 8.31e-2008j)
| (69.409984540123962173 - 6.3527212448970333226e-6563j)  +/-  (2.22e-2004, 2.22e-2004j)
| (38.524138121498788875 + 5.0033474800607684922e-6575j)  +/-  (7.32e-2009, 7.32e-2009j)
| (117.66933301918851775 - 1.6312961065859912971e-6568j)  +/-  (3.42e-2003, 3.42e-2003j)
| (40.895819338065476719 - 2.7627753423046035105e-6585j)  +/-  (2.61e-2008, 2.61e-2008j)
| (24.113173795183557374 - 1.8247557039829659423e-6591j)  +/-  (3.69e-2013, 3.69e-2013j)
| (20.66671810549868476 - 3.7391218302672221583e-6592j)  +/-  (1.4e-2014, 1.4e-2014j)
| (79.853957661103550359 + 5.5033843802775421035e-6579j)  +/-  (1.04e-2003, 1.04e-2003j)
| (99.545239825823925807 - 1.570774210770770623e-6596j)  +/-  (4.15e-2003, 4.15e-2003j)
| (108.31868238243280715 + 3.4811849388298107743e-6639j)  +/-  (4.76e-2003, 4.76e-2003j)
| (5.764647222883806579 + 5.5393995669123679418e-6708j)  +/-  (2.7e-2025, 2.7e-2025j)
| (76.265461864409773953 - 4.8001088050615292714e-6702j)  +/-  (6.78e-2004, 6.78e-2004j)
| (13.281729728740295816 + 8.3678121126446660752e-6754j)  +/-  (1.32e-2018, 1.32e-2018j)
| (127.65299793306918846 + 5.0157426223931694934e-6776j)  +/-  (1.93e-2003, 1.93e-2003j)
| (56.906155626584501128 + 1.1012624406367503336e-6843j)  +/-  (1.22e-2005, 1.22e-2005j)
| (12.009944870914457963 - 8.7132736120431496609e-6893j)  +/-  (1.85e-2019, 1.85e-2019j)
| (162.19124242749611273 + 6.3703119074039001079e-6995j)  +/-  (6.01e-2005, 6.01e-2005j)
| (175.62318909847927366 - 2.0807007144301996708e-7165j)  +/-  (8.49e-2006, 8.49e-2006j)
| (87.36905364167732005 - 9.6843997917696298522e-7299j)  +/-  (1.99e-2003, 1.99e-2003j)
| (9.6664772180183139455 + 2.8087610824753940618e-7353j)  +/-  (2.53e-2021, 2.53e-2021j)
| (16.028467162317782952 - 2.9105717520278670924e-7363j)  +/-  (6.58e-2017, 6.58e-2017j)
| (122.57808215632978611 + 7.3324074038052729114e-7395j)  +/-  (2.76e-2003, 2.76e-2003j)
-------------------------------------------------
The weights are:
| (0.0055471175741438601217 + 5.5781746002920649184e-5450j)  +/-  (3.04e-232, 2.22e-1741j)
| (0.052306347955544607308 - 4.4834361748779501066e-5450j)  +/-  (4.11e-207, 3e-1716j)
| (0.033239536185374976448 + 5.7470016947786817199e-5450j)  +/-  (1.85e-214, 1.35e-1723j)
| (0.14524345869070031963 - 2.2983118480945161305e-5450j)  +/-  (1.01e-183, 7.38e-1693j)
| (0.1281174409543391416 + 2.8385622921642291805e-5450j)  +/-  (2.62e-186, 1.91e-1695j)
| (0.010810831675590194037 + 1.294793728257943699e-5450j)  +/-  (2.58e-227, 1.88e-1736j)
| (0.096224750571424778703 + 6.0633609909033315228e-5451j)  +/-  (4.26e-184, 3.1e-1693j)
| (0.14810774603472423446 + 1.7250866863434285145e-5450j)  +/-  (2.11e-184, 1.54e-1693j)
| (0.13206669816201610256 - 1.1453186942554078959e-5450j)  +/-  (2.48e-184, 1.81e-1693j)
| (0.076372413933597112721 + 3.8639946745692336719e-5450j)  +/-  (5.91e-201, 4.31e-1710j)
| (0.019642830252489176044 - 9.2301933078348542964e-5450j)  +/-  (2.27e-221, 1.65e-1730j)
| (0.10312411399110433082 - 3.3462138651769055647e-5450j)  +/-  (2.71e-193, 1.98e-1702j)
| (0.044562961514100094986 - 1.7706938985241748329e-5451j)  +/-  (1.25e-184, 9.14e-1694j)
| (5.4558088327464683638e-126 + 6.7591690280991097087e-5514j)  +/-  (5.28e-374, 3.85e-1883j)
| (7.2759849285113574718e-102 + 9.663875672622138763e-5502j)  +/-  (3.52e-367, 2.57e-1876j)
| (2.8704163659774312785e-118 - 5.225644203567108263e-5510j)  +/-  (3.51e-372, 2.56e-1881j)
| (2.3713383587176475911e-93 + 1.903861175185936915e-5497j)  +/-  (6.63e-365, 4.83e-1874j)
| (1.7086169601647707166e-62 + 7.6342942122090701547e-5482j)  +/-  (1.6e-353, 1.17e-1862j)
| (4.2634873355562623964e-49 + 4.8557044724439801429e-5475j)  +/-  (1.1e-346, 8.03e-1856j)
| (1.902515440380463348e-97 - 1.6335906977132460457e-5499j)  +/-  (2.48e-366, 1.81e-1875j)
| (4.6040587481486917219e-60 - 1.3039331932434384242e-5480j)  +/-  (1.32e-352, 9.64e-1862j)
| (1.586611035550980189e-41 + 3.5041642894199732424e-5471j)  +/-  (5.86e-343, 4.28e-1852j)
| (1.0863383533596790231e-106 - 3.5649427211639482985e-5504j)  +/-  (8.41e-370, 6.13e-1879j)
| (8.4203815069957055595e-09 + 4.1550695608189953086e-5454j)  +/-  (6.05e-298, 4.41e-1807j)
| (3.6435522475395395624e-15 + 1.4893637639806412409e-5457j)  +/-  (3.61e-315, 2.63e-1824j)
| (1.5592724533887730547e-12 - 3.7820805873086988909e-5456j)  +/-  (2.17e-309, 1.58e-1818j)
| (3.4166605777330748018e-73 + 2.9147450555968916299e-5487j)  +/-  (5.44e-360, 3.97e-1869j)
| (4.5584604014402004638e-112 + 6.951340938551636866e-5507j)  +/-  (4.5e-372, 3.28e-1881j)
| (4.1354022519410054928e-16 - 4.7069157723235826159e-5458j)  +/-  (3.48e-318, 2.53e-1827j)
| (1.940028211767922988e-36 - 1.3974558957307216675e-5468j)  +/-  (1.03e-341, 7.51e-1851j)
| (3.7759850040726324367e-08 - 9.6598166259651960723e-5454j)  +/-  (4.44e-300, 3.24e-1809j)
| (1.5692157163228975961e-22 - 2.0470090408923468888e-5461j)  +/-  (3.59e-329, 2.62e-1838j)
| (1.6093153129626979801e-89 - 1.6355627848550690165e-5495j)  +/-  (1.45e-365, 1.06e-1874j)
| (0.00019270894801588247454 + 1.7336003780526506574e-5451j)  +/-  (7.53e-285, 5.49e-1794j)
| (3.3736575905797355139e-10 + 7.0019632485425065453e-5455j)  +/-  (2.24e-307, 1.63e-1816j)
| (2.9667253863591029708e-14 - 4.5398129488411805099e-5457j)  +/-  (9.67e-316, 7.05e-1825j)
| (5.1453330767281396169e-65 - 4.0268839520347407369e-5483j)  +/-  (7.07e-357, 5.15e-1866j)
| (2.9674328657880487699e-26 + 2.4079462992484507009e-5463j)  +/-  (2.27e-334, 1.66e-1843j)
| (6.0989270204765868155e-29 + 9.8880596547154739833e-5465j)  +/-  (3.08e-337, 2.25e-1846j)
| (1.0085351323976038178e-11 + 1.0352247736193149612e-5455j)  +/-  (1.7e-313, 1.24e-1822j)
| (9.8708033855165586193e-24 + 4.8680997926388867033e-5462j)  +/-  (1.25e-331, 9.11e-1841j)
| (1.7027695425894736464e-82 - 5.7732202050928991321e-5492j)  +/-  (1.61e-365, 1.17e-1874j)
| (3.0414889048423232365e-20 - 3.1816037444896022644e-5460j)  +/-  (3.75e-329, 2.74e-1838j)
| (1.0198205754167372747e-57 + 2.0195749205021518087e-5479j)  +/-  (8.72e-356, 6.36e-1865j)
| (2.2349029353536239421e-13 + 1.3340543405477109251e-5456j)  +/-  (5.44e-319, 3.96e-1828j)
| (6.1365330192429839471e-07 - 4.7834285516983274856e-5453j)  +/-  (3.41e-308, 2.49e-1817j)
| (3.0047183560237064754e-79 + 2.5245215743578116244e-5490j)  +/-  (9.82e-365, 7.16e-1874j)
| (6.5347174405640398976e-86 + 1.0860057116186353571e-5493j)  +/-  (7.9e-367, 5.76e-1876j)
| (2.3780356300860850299e-05 + 4.3508873717490136523e-5452j)  +/-  (3.54e-307, 2.58e-1816j)
| (1.2388067081264194977e-67 + 1.8993799058508069473e-5484j)  +/-  (2.12e-360, 1.54e-1869j)
| (8.8934895150035460213e-40 - 2.7394385914473622933e-5470j)  +/-  (3.17e-349, 2.31e-1858j)
| (0.0011863884502343684211 + 6.9278797361701806135e-5451j)  +/-  (1.27e-302, 9.28e-1812j)
| (3.4274421657138798282e-45 + 4.7309955542508802851e-5473j)  +/-  (1.9e-352, 1.39e-1861j)
| (8.4091247644757138923e-32 + 3.3376096470187360844e-5466j)  +/-  (6.02e-345, 4.39e-1854j)
| (1.412370767996691264e-27 - 4.9973409521917087659e-5464j)  +/-  (3.37e-341, 2.46e-1850j)
| (2.2821328939307035579e-21 + 8.2428311061800400527e-5461j)  +/-  (3.37e-336, 2.46e-1845j)
| (0.00049484815165936467697 - 3.4392629604441960181e-5451j)  +/-  (9.05e-311, 6.6e-1820j)
| (3.7207450303327516603e-19 + 1.1782176002661449493e-5459j)  +/-  (7.3e-335, 5.32e-1844j)
| (2.3836019558705752783e-30 - 1.8629770815186262248e-5465j)  +/-  (2.3e-344, 1.68e-1853j)
| (4.3325073336348577207e-17 + 1.4319037495086288964e-5458j)  +/-  (2.1e-333, 1.53e-1842j)
| (3.8077210266418200471e-51 - 4.4046002133836458917e-5476j)  +/-  (1.96e-358, 1.43e-1867j)
| (4.1844561805717699933e-18 - 4.1898029578108313673e-5459j)  +/-  (1.94e-334, 1.42e-1843j)
| (6.052868522361382443e-11 - 2.7378928155473244408e-5455j)  +/-  (1.03e-328, 7.51e-1838j)
| (1.7476416341531643129e-09 - 1.7330408669962675609e-5454j)  +/-  (1.4e-327, 1.02e-1836j)
| (7.6103864619008940492e-35 + 9.1559935677924586144e-5468j)  +/-  (2.47e-349, 1.8e-1858j)
| (2.4916286203695737901e-43 - 4.2076904163861286813e-5472j)  +/-  (1.4e-354, 1.02e-1863j)
| (4.1076006270382522163e-47 - 4.9673288322249152652e-5474j)  +/-  (6.79e-357, 4.95e-1866j)
| (0.0026553826129185982077 - 1.4374512597599873836e-5450j)  +/-  (3.15e-323, 2.3e-1832j)
| (2.6704278997671720301e-33 - 5.6775546319938975212e-5467j)  +/-  (6.15e-349, 4.49e-1858j)
| (2.226244687516150021e-06 + 1.0220495316175991047e-5452j)  +/-  (3.71e-331, 2.7e-1840j)
| (1.8781736710767961481e-55 - 2.8528120847564941899e-5478j)  +/-  (4.5e-362, 3.28e-1871j)
| (5.6694429426259966761e-25 - 1.1075324640999501016e-5462j)  +/-  (2.69e-344, 1.96e-1853j)
| (7.532712140375927772e-06 - 2.1313311640205088732e-5452j)  +/-  (1.76e-332, 1.28e-1841j)
| (2.3440421654749908536e-70 - 7.942326304982758077e-5486j)  +/-  (1.1e-369, 7.99e-1879j)
| (3.7466517205442877939e-76 - 9.2769287874254217674e-5489j)  +/-  (1.48e-372, 1.08e-1881j)
| (4.4080890017986616934e-38 + 2.0149909152476115166e-5469j)  +/-  (1.24e-353, 9.04e-1863j)
| (7.0065344415502536043e-05 - 8.7316161680864770817e-5452j)  +/-  (6.32e-336, 4.6e-1845j)
| (1.5769350716452813592e-07 + 2.1801567436239284501e-5453j)  +/-  (8.56e-338, 6.23e-1847j)
| (2.9050335304620493299e-53 + 3.6940292416846338152e-5477j)  +/-  (1.97e-361, 1.44e-1870j)
Starting with polynomial:
P : -t+1
Extension levels are: 1 78
-------------------------------------------------
Trying to find an order 78 Kronrod extension for:
P1 : -t+1
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : -t^79 + 7727128365203330431664108579202581151781750364933086297141209520578334262344097300102426763095596650868064430763144301/1249086551957282301446632998242231306512836704657424089618452441761578339335734758141184987149503350688632085999721*t^78 - 23297788396428719064839332635013956821074569816253732484661865665157125967255164630872274221071856671648839830943774776322/1249086551957282301446632998242231306512836704657424089618452441761578339335734758141184987149503350688632085999721*t^77 + 592634409184995278551615472283737318979679078907779422304451080530350617117129355387379466539377313838163710029988991117718/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^76 - 848050008318894225996613578281456100206100090309126969113726880712489074885213830032943090668209149162186393525616063071406072/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^75 + 945377920996487178485281216408344950781236539509848008972304701281545840984954479747324010610252139284822438488919025839930771000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^74 - 854894485750829949919776988850213932606070495727079783506594439967700184106143610379124442356996494338954344836013902407920782906000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^73 + 644789248903126176281788157074448950314177636534489507087177583021860193660708571678852869107738941695831448411319610263216454250862000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^72 - 413916181001468670686429660185393275269485390194300388075453023690481877533726556579749105313395177255037209719218140660583841257012016000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^71 + 229650556627313341161792850812307382504118787791082465821107764647876275578795296207242602314902399754201822846121090831301315669318373744000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^70 - 111456409991442880030129989426357004263991615650256433662319413878516263303076875822867476097097208049573912905271609340864007083650582868960000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^69 + 47776222626202371198542075962386147730154044124709398876654669625622524966989295728766355716558814153223900744046257504933868103520428104963360000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^68 - 18230923238094383709497429423931292211923599129074021035782897049849092132094385402353244379039766789303682002522260005770164969646378067279003520000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^67 + 6233520483083184236126885794506932979441680005918748572757294834028371503462361434113504990943843316892488064288902863209753345762734503227076824960000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^66 - 1920299952949557883862869476939852216368939845044469993432606643113274220447365376351483423044310327250116092431293948642931507787810614693156739677440000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^65 + 535472143386768888861307810815711771188109336532531236262832552501708515676436561680057770201487261548893781669727033046000837240695493558852370045689600000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^64 - 135695308806676217284584290720434816366668957877982743306789777201453600237277493509405280318846407916118578509987738596072780745683028645324524821051801600000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^63 + 31357376082897756971356131779420953366949591924755129313361091576473101024190935580633699820529343124690239107871361227692584639358932671717900206553273139200000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^62 - 6627459320580361087964356690670604834151829116217338742736117344573895003359329123145232720213188477971217586805059272037115627858860746528837396807091181977600000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^61 + 1284406313944177758811092460237898329171339550310142229137998365437017085427083813918113256365908548733539752669245367286647696006899742917297764598394756572774400000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^60 - 228757867559992716882689768618414045563881600982174931799690112870552287840591675110509510642022373397992094366702405948192154497888762670749052537871926478569472000000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^59 + 37515665036263161658163421685025535720169798600217759869340740475678993455204622190216943281714704053874267750166018475087907916680872609363546210790579312877699072000000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t^58 - 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361601407527133505712248555990509968893114353878255433080366038613784635829876123888491767449127129112351721555076044802340921358019903907645620972276455768305675311213624653957269636598481036118558413175581048832000000000000000000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373*t + 4449858941141712288520533058090448091535154087329732190889366140680889473173455940631672250305975469147442681259932636403041496198760344966261203659678442853397601661179479706507374243305271347310348636969238528000000000000000000/16221903272172497421384844133015990993673203956589923241798083659241277134230321534301103729214329229722494623373
-------------------------------------------------
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 roots: 424
 current precision for weights: 106
Linear system for weights solvable: 0
  current precision for roots: 212
  current precision for roots: 424
  current precision for roots: 848
 current precision for weights: 212
Linear system for weights solvable: 0
  current precision for roots: 424
  current precision for roots: 848
  current precision for roots: 1696
 current precision for weights: 424
Linear system for weights solvable: 0
  current precision for roots: 848
  current precision for roots: 1696
  current precision for roots: 3392
 current precision for weights: 848
Linear system for weights solvable: 1
  current precision for roots: 1696
  current precision for roots: 3392
  current precision for roots: 6784
 current precision for weights: 1696
Linear system for weights solvable: 1
Sufficient bits for target precision reached
Positive weights:   79 out of 79
Indefinite weights: 0 out of 79
Negative weights:   0 out of 79
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (4.9498725302124886088 - 8.8357814175163145528e-5449j)  +/-  (2.48e-2026, 2.48e-2026j)
| (2.320641550826541601 + 8.4794760396265177393e-5452j)  +/-  (7.7e-2031, 7.7e-2031j)
| (2.8842364423891738977 + 1.3495159210422241871e-5450j)  +/-  (1.17e-2029, 1.17e-2029j)
| (0.68222327449371270056 - 1.6574923773299134552e-5456j)  +/-  (8.04e-2036, 8.04e-2036j)
| (1 - 1.1945456534131626716e-5455j)  +/-  (1.69e-2034, 1.69e-2034j)
| (4.1984795330203863244 - 4.90347642541101316e-5448j)  +/-  (2.32e-2027, 2.32e-2027j)
| (0.093135314639414270547 - 7.3472887532969113176e-5461j)  +/-  (4.57e-2040, 4.57e-2040j)
| (0.42527046401496685542 + 5.7750312429626403116e-5458j)  +/-  (3.85e-2037, 3.85e-2037j)
| (0.22895704446347059141 - 9.3926503774342067557e-5460j)  +/-  (1.39e-2038, 1.39e-2038j)
| (1.8189403180157045447 + 4.8711504024643727011e-5453j)  +/-  (5.23e-2032, 5.23e-2032j)
| (3.5100621070803893988 + 2.8222101646284550026e-5450j)  +/-  (1.65e-2028, 1.65e-2028j)
| (1.3788211222413439511 + 4.9780778792646213656e-5455j)  +/-  (3.07e-2033, 3.07e-2033j)
| (0.017673477945381821773 - 3.6419392282020354814e-5462j)  +/-  (1.06e-2041, 1.06e-2041j)
| (291.486758040921935 - 7.5286447518129574775e-5425j)  +/-  (4.86e-2017, 4.86e-2017j)
| (235.2483435973961513 + 2.3145188439535081619e-5493j)  +/-  (6.64e-2011, 6.64e-2011j)
| (273.41112633702259083 - 7.6902186652785760603e-5655j)  +/-  (5.65e-2015, 5.65e-2015j)
| (215.49345270999658653 - 1.1874000525632683966e-5866j)  +/-  (5.36e-2009, 5.36e-2009j)
| (143.97121002076530292 + 1.2999915678690166165e-5996j)  +/-  (5.11e-2004, 5.11e-2004j)
| (112.91863377607137505 + 3.304750142752331437e-6071j)  +/-  (3.84e-2003, 3.84e-2003j)
| (224.99508732240781262 + 8.3700491739699675881e-6134j)  +/-  (6.69e-2010, 6.69e-2010j)
| (138.33871505250814025 - 1.8536703695966710267e-6184j)  +/-  (9.12e-2004, 9.12e-2004j)
| (95.360308279354959519 - 7.41253824981997689e-6220j)  +/-  (3.29e-2003, 3.29e-2003j)
| (246.4579380399895561 - 3.5385897957169521875e-6240j)  +/-  (4.95e-2012, 4.95e-2012j)
| (19.050577298340611984 + 7.8680225575786436294e-6272j)  +/-  (2.44e-2015, 2.44e-2015j)
| (34.021603304824673221 - 2.6322973822963272623e-6266j)  +/-  (5.93e-2010, 5.93e-2010j)
| (27.851068721248447018 - 5.5317105578693786302e-6269j)  +/-  (8.34e-2012, 8.34e-2012j)
| (168.76388941390486722 - 2.793394063855950733e-6259j)  +/-  (2.6e-2005, 2.6e-2005j)
| (258.96218269501523485 - 1.0009521854548809074e-6281j)  +/-  (2.15e-2013, 2.15e-2013j)
| (36.233174884774406078 - 1.2782634404866141651e-6296j)  +/-  (2.05e-2009, 2.05e-2009j)
| (83.553962527547761101 + 1.7304960293386426668e-6290j)  +/-  (1.53e-2003, 1.53e-2003j)
| (17.504746249572672192 + 4.3193588276683060259e-6328j)  +/-  (4.21e-2016, 4.21e-2016j)
| (51.219184734714837673 + 8.2958988350424887715e-6315j)  +/-  (1.9e-2006, 1.9e-2006j)
| (206.60749286234660283 - 4.6320545333123093579e-6344j)  +/-  (3.33e-2008, 3.33e-2008j)
| (8.593660098400875091 - 1.0343500819612402779e-6396j)  +/-  (3.01e-2022, 3.01e-2022j)
| (22.353968657329081344 - 1.7050066854772505894e-6390j)  +/-  (8.17e-2014, 8.17e-2014j)
| (31.888171886176733813 - 1.2839396322466061581e-6382j)  +/-  (1.41e-2010, 1.41e-2010j)
| (149.81372781211233285 - 8.6567190250452264311e-6394j)  +/-  (2.93e-2004, 2.93e-2004j)
| (59.887558261979682567 - 1.2682515240729298357e-6415j)  +/-  (2.62e-2005, 2.62e-2005j)
| (66.13706998919080824 - 1.5818694038101665527e-6423j)  +/-  (1.1e-2004, 1.1e-2004j)
| (25.945226057660547403 + 1.8469538460707612589e-6442j)  +/-  (1.75e-2012, 1.75e-2012j)
| (54.017376091485795832 + 9.4906705294274661339e-6434j)  +/-  (4.62e-2006, 4.62e-2006j)
| (190.32270086308697896 + 5.6350658093263474994e-6456j)  +/-  (7.18e-2007, 7.18e-2007j)
| (45.887047817256059298 - 7.7340598025180302943e-6487j)  +/-  (2.68e-2007, 2.68e-2007j)
| (132.90314744299702876 - 1.6226264992020457632e-6487j)  +/-  (1.36e-2003, 1.36e-2003j)
| (29.83169906473928243 + 9.3652964147299387785e-6515j)  +/-  (3.76e-2011, 3.76e-2011j)
| (14.621021921405750237 - 5.1475649723845608846e-6521j)  +/-  (1.01e-2017, 1.01e-2017j)
| (182.79783134151778767 - 2.5325985607672433972e-6506j)  +/-  (2.7e-2006, 2.7e-2006j)
| (198.24100824694635842 - 1.786015145655393758e-6520j)  +/-  (1.61e-2007, 1.61e-2007j)
| (10.805054612996058203 - 2.4327038238269178817e-6549j)  +/-  (2.07e-2020, 2.07e-2020j)
| (155.88128335831774436 + 4.8388993210638659235e-6532j)  +/-  (1.43e-2004, 1.43e-2004j)
| (91.303102293708116825 + 8.1324208041136572657e-6537j)  +/-  (2.69e-2003, 2.69e-2003j)
| (6.6432320361319048768 + 1.3174861099692035972e-6569j)  +/-  (2.87e-2024, 2.87e-2024j)
| (103.86288019275620219 - 4.106101703739286925e-6547j)  +/-  (4.32e-2003, 4.32e-2003j)
| (72.785162294466642237 + 7.8782190128108281203e-6560j)  +/-  (3.82e-2004, 3.82e-2004j)
| (62.963755970454063507 + 1.9914049656363221303e-6565j)  +/-  (5.62e-2005, 5.62e-2005j)
| (48.509672778108064826 - 1.5474680260358630868e-6566j)  +/-  (7.01e-2007, 7.01e-2007j)
| (7.5860781134367701087 - 2.2192395095964631424e-6583j)  +/-  (2.92e-2023, 2.92e-2023j)
| (43.349625044011737015 + 8.8971535546687340584e-6568j)  +/-  (8.31e-2008, 8.31e-2008j)
| (69.409984540123962173 - 6.3527212448970333226e-6563j)  +/-  (2.22e-2004, 2.22e-2004j)
| (38.524138121498788875 + 5.0033474800607684922e-6575j)  +/-  (7.32e-2009, 7.32e-2009j)
| (117.66933301918851775 - 1.6312961065859912971e-6568j)  +/-  (3.42e-2003, 3.42e-2003j)
| (40.895819338065476719 - 2.7627753423046035105e-6585j)  +/-  (2.61e-2008, 2.61e-2008j)
| (24.113173795183557374 - 1.8247557039829659423e-6591j)  +/-  (3.69e-2013, 3.69e-2013j)
| (20.66671810549868476 - 3.7391218302672221583e-6592j)  +/-  (1.4e-2014, 1.4e-2014j)
| (79.853957661103550359 + 5.5033843802775421035e-6579j)  +/-  (1.04e-2003, 1.04e-2003j)
| (99.545239825823925807 - 1.570774210770770623e-6596j)  +/-  (4.15e-2003, 4.15e-2003j)
| (108.31868238243280715 + 3.4811849388298107743e-6639j)  +/-  (4.76e-2003, 4.76e-2003j)
| (5.764647222883806579 + 5.5393995669123679418e-6708j)  +/-  (2.7e-2025, 2.7e-2025j)
| (76.265461864409773953 - 4.8001088050615292714e-6702j)  +/-  (6.78e-2004, 6.78e-2004j)
| (13.281729728740295816 + 8.3678121126446660752e-6754j)  +/-  (1.32e-2018, 1.32e-2018j)
| (127.65299793306918846 + 5.0157426223931694934e-6776j)  +/-  (1.93e-2003, 1.93e-2003j)
| (56.906155626584501128 + 1.1012624406367503336e-6843j)  +/-  (1.22e-2005, 1.22e-2005j)
| (12.009944870914457963 - 8.7132736120431496609e-6893j)  +/-  (1.85e-2019, 1.85e-2019j)
| (162.19124242749611273 + 6.3703119074039001079e-6995j)  +/-  (6.01e-2005, 6.01e-2005j)
| (175.62318909847927366 - 2.0807007144301996708e-7165j)  +/-  (8.49e-2006, 8.49e-2006j)
| (87.36905364167732005 - 9.6843997917696298522e-7299j)  +/-  (1.99e-2003, 1.99e-2003j)
| (9.6664772180183139455 + 2.8087610824753940618e-7353j)  +/-  (2.53e-2021, 2.53e-2021j)
| (16.028467162317782952 - 2.9105717520278670924e-7363j)  +/-  (6.58e-2017, 6.58e-2017j)
| (122.57808215632978611 + 7.3324074038052729114e-7395j)  +/-  (2.76e-2003, 2.76e-2003j)
-------------------------------------------------
The weights are:
| (0.0055471175741438601217 + 5.5781746002920649184e-5450j)  +/-  (3.04e-232, 2.22e-1741j)
| (0.052306347955544607308 - 4.4834361748779501066e-5450j)  +/-  (4.11e-207, 3e-1716j)
| (0.033239536185374976448 + 5.7470016947786817199e-5450j)  +/-  (1.85e-214, 1.35e-1723j)
| (0.14524345869070031963 - 2.2983118480945161305e-5450j)  +/-  (1.01e-183, 7.38e-1693j)
| (0.1281174409543391416 + 2.8385622921642291805e-5450j)  +/-  (2.62e-186, 1.91e-1695j)
| (0.010810831675590194037 + 1.294793728257943699e-5450j)  +/-  (2.58e-227, 1.88e-1736j)
| (0.096224750571424778703 + 6.0633609909033315228e-5451j)  +/-  (4.26e-184, 3.1e-1693j)
| (0.14810774603472423446 + 1.7250866863434285145e-5450j)  +/-  (2.11e-184, 1.54e-1693j)
| (0.13206669816201610256 - 1.1453186942554078959e-5450j)  +/-  (2.48e-184, 1.81e-1693j)
| (0.076372413933597112721 + 3.8639946745692336719e-5450j)  +/-  (5.91e-201, 4.31e-1710j)
| (0.019642830252489176044 - 9.2301933078348542964e-5450j)  +/-  (2.27e-221, 1.65e-1730j)
| (0.10312411399110433082 - 3.3462138651769055647e-5450j)  +/-  (2.71e-193, 1.98e-1702j)
| (0.044562961514100094986 - 1.7706938985241748329e-5451j)  +/-  (1.25e-184, 9.14e-1694j)
| (5.4558088327464683638e-126 + 6.7591690280991097087e-5514j)  +/-  (5.28e-374, 3.85e-1883j)
| (7.2759849285113574718e-102 + 9.663875672622138763e-5502j)  +/-  (3.52e-367, 2.57e-1876j)
| (2.8704163659774312785e-118 - 5.225644203567108263e-5510j)  +/-  (3.51e-372, 2.56e-1881j)
| (2.3713383587176475911e-93 + 1.903861175185936915e-5497j)  +/-  (6.63e-365, 4.83e-1874j)
| (1.7086169601647707166e-62 + 7.6342942122090701547e-5482j)  +/-  (1.6e-353, 1.17e-1862j)
| (4.2634873355562623964e-49 + 4.8557044724439801429e-5475j)  +/-  (1.1e-346, 8.03e-1856j)
| (1.902515440380463348e-97 - 1.6335906977132460457e-5499j)  +/-  (2.48e-366, 1.81e-1875j)
| (4.6040587481486917219e-60 - 1.3039331932434384242e-5480j)  +/-  (1.32e-352, 9.64e-1862j)
| (1.586611035550980189e-41 + 3.5041642894199732424e-5471j)  +/-  (5.86e-343, 4.28e-1852j)
| (1.0863383533596790231e-106 - 3.5649427211639482985e-5504j)  +/-  (8.41e-370, 6.13e-1879j)
| (8.4203815069957055595e-09 + 4.1550695608189953086e-5454j)  +/-  (6.05e-298, 4.41e-1807j)
| (3.6435522475395395624e-15 + 1.4893637639806412409e-5457j)  +/-  (3.61e-315, 2.63e-1824j)
| (1.5592724533887730547e-12 - 3.7820805873086988909e-5456j)  +/-  (2.17e-309, 1.58e-1818j)
| (3.4166605777330748018e-73 + 2.9147450555968916299e-5487j)  +/-  (5.44e-360, 3.97e-1869j)
| (4.5584604014402004638e-112 + 6.951340938551636866e-5507j)  +/-  (4.5e-372, 3.28e-1881j)
| (4.1354022519410054928e-16 - 4.7069157723235826159e-5458j)  +/-  (3.48e-318, 2.53e-1827j)
| (1.940028211767922988e-36 - 1.3974558957307216675e-5468j)  +/-  (1.03e-341, 7.51e-1851j)
| (3.7759850040726324367e-08 - 9.6598166259651960723e-5454j)  +/-  (4.44e-300, 3.24e-1809j)
| (1.5692157163228975961e-22 - 2.0470090408923468888e-5461j)  +/-  (3.59e-329, 2.62e-1838j)
| (1.6093153129626979801e-89 - 1.6355627848550690165e-5495j)  +/-  (1.45e-365, 1.06e-1874j)
| (0.00019270894801588247454 + 1.7336003780526506574e-5451j)  +/-  (7.53e-285, 5.49e-1794j)
| (3.3736575905797355139e-10 + 7.0019632485425065453e-5455j)  +/-  (2.24e-307, 1.63e-1816j)
| (2.9667253863591029708e-14 - 4.5398129488411805099e-5457j)  +/-  (9.67e-316, 7.05e-1825j)
| (5.1453330767281396169e-65 - 4.0268839520347407369e-5483j)  +/-  (7.07e-357, 5.15e-1866j)
| (2.9674328657880487699e-26 + 2.4079462992484507009e-5463j)  +/-  (2.27e-334, 1.66e-1843j)
| (6.0989270204765868155e-29 + 9.8880596547154739833e-5465j)  +/-  (3.08e-337, 2.25e-1846j)
| (1.0085351323976038178e-11 + 1.0352247736193149612e-5455j)  +/-  (1.7e-313, 1.24e-1822j)
| (9.8708033855165586193e-24 + 4.8680997926388867033e-5462j)  +/-  (1.25e-331, 9.11e-1841j)
| (1.7027695425894736464e-82 - 5.7732202050928991321e-5492j)  +/-  (1.61e-365, 1.17e-1874j)
| (3.0414889048423232365e-20 - 3.1816037444896022644e-5460j)  +/-  (3.75e-329, 2.74e-1838j)
| (1.0198205754167372747e-57 + 2.0195749205021518087e-5479j)  +/-  (8.72e-356, 6.36e-1865j)
| (2.2349029353536239421e-13 + 1.3340543405477109251e-5456j)  +/-  (5.44e-319, 3.96e-1828j)
| (6.1365330192429839471e-07 - 4.7834285516983274856e-5453j)  +/-  (3.41e-308, 2.49e-1817j)
| (3.0047183560237064754e-79 + 2.5245215743578116244e-5490j)  +/-  (9.82e-365, 7.16e-1874j)
| (6.5347174405640398976e-86 + 1.0860057116186353571e-5493j)  +/-  (7.9e-367, 5.76e-1876j)
| (2.3780356300860850299e-05 + 4.3508873717490136523e-5452j)  +/-  (3.54e-307, 2.58e-1816j)
| (1.2388067081264194977e-67 + 1.8993799058508069473e-5484j)  +/-  (2.12e-360, 1.54e-1869j)
| (8.8934895150035460213e-40 - 2.7394385914473622933e-5470j)  +/-  (3.17e-349, 2.31e-1858j)
| (0.0011863884502343684211 + 6.9278797361701806135e-5451j)  +/-  (1.27e-302, 9.28e-1812j)
| (3.4274421657138798282e-45 + 4.7309955542508802851e-5473j)  +/-  (1.9e-352, 1.39e-1861j)
| (8.4091247644757138923e-32 + 3.3376096470187360844e-5466j)  +/-  (6.02e-345, 4.39e-1854j)
| (1.412370767996691264e-27 - 4.9973409521917087659e-5464j)  +/-  (3.37e-341, 2.46e-1850j)
| (2.2821328939307035579e-21 + 8.2428311061800400527e-5461j)  +/-  (3.37e-336, 2.46e-1845j)
| (0.00049484815165936467697 - 3.4392629604441960181e-5451j)  +/-  (9.05e-311, 6.6e-1820j)
| (3.7207450303327516603e-19 + 1.1782176002661449493e-5459j)  +/-  (7.3e-335, 5.32e-1844j)
| (2.3836019558705752783e-30 - 1.8629770815186262248e-5465j)  +/-  (2.3e-344, 1.68e-1853j)
| (4.3325073336348577207e-17 + 1.4319037495086288964e-5458j)  +/-  (2.1e-333, 1.53e-1842j)
| (3.8077210266418200471e-51 - 4.4046002133836458917e-5476j)  +/-  (1.96e-358, 1.43e-1867j)
| (4.1844561805717699933e-18 - 4.1898029578108313673e-5459j)  +/-  (1.94e-334, 1.42e-1843j)
| (6.052868522361382443e-11 - 2.7378928155473244408e-5455j)  +/-  (1.03e-328, 7.51e-1838j)
| (1.7476416341531643129e-09 - 1.7330408669962675609e-5454j)  +/-  (1.4e-327, 1.02e-1836j)
| (7.6103864619008940492e-35 + 9.1559935677924586144e-5468j)  +/-  (2.47e-349, 1.8e-1858j)
| (2.4916286203695737901e-43 - 4.2076904163861286813e-5472j)  +/-  (1.4e-354, 1.02e-1863j)
| (4.1076006270382522163e-47 - 4.9673288322249152652e-5474j)  +/-  (6.79e-357, 4.95e-1866j)
| (0.0026553826129185982077 - 1.4374512597599873836e-5450j)  +/-  (3.15e-323, 2.3e-1832j)
| (2.6704278997671720301e-33 - 5.6775546319938975212e-5467j)  +/-  (6.15e-349, 4.49e-1858j)
| (2.226244687516150021e-06 + 1.0220495316175991047e-5452j)  +/-  (3.71e-331, 2.7e-1840j)
| (1.8781736710767961481e-55 - 2.8528120847564941899e-5478j)  +/-  (4.5e-362, 3.28e-1871j)
| (5.6694429426259966761e-25 - 1.1075324640999501016e-5462j)  +/-  (2.69e-344, 1.96e-1853j)
| (7.532712140375927772e-06 - 2.1313311640205088732e-5452j)  +/-  (1.76e-332, 1.28e-1841j)
| (2.3440421654749908536e-70 - 7.942326304982758077e-5486j)  +/-  (1.1e-369, 7.99e-1879j)
| (3.7466517205442877939e-76 - 9.2769287874254217674e-5489j)  +/-  (1.48e-372, 1.08e-1881j)
| (4.4080890017986616934e-38 + 2.0149909152476115166e-5469j)  +/-  (1.24e-353, 9.04e-1863j)
| (7.0065344415502536043e-05 - 8.7316161680864770817e-5452j)  +/-  (6.32e-336, 4.6e-1845j)
| (1.5769350716452813592e-07 + 2.1801567436239284501e-5453j)  +/-  (8.56e-338, 6.23e-1847j)
| (2.9050335304620493299e-53 + 3.6940292416846338152e-5477j)  +/-  (1.97e-361, 1.44e-1870j)
