Starting with polynomial:
P : -1/60415263063373835637355132068513997507264512000000000*t^43 + 43/1405006117752879898543142606244511569936384000000000*t^42 - 43/1592977457769705100389050573973369126912000000000*t^41 + 1763/116559326178271104906515895656587984896000000000*t^40 - 1763/291398315445677762266289739141469962240000000*t^39 + 1763/957916881806961743150196381135667200000000*t^38 - 1763/3980264051829480927216882470092800000000*t^37 + 65231/753022928724496391635626413260800000000*t^36 - 65231/4648289683484545627380409958400000000*t^35 + 65231/34150699715396661752182603776000000*t^34 - 65231/295421277814850015157288960000000*t^33 + 65231/2984053311261111264215040000000*t^32 - 65231/34969374741341147627520000000*t^31 + 2022161/14664576504433384488960000000*t^30 - 2022161/228115634513408203161600000*t^29 + 58642669/117990845437969760256000000*t^28 - 58642669/2407976437509586944000000*t^27 + 58642669/56153085648371712000000*t^26 - 58642669/1495200505430016000000*t^25 + 58642669/45454095365072486400*t^24 - 58642669/1578267200176128000*t^23 + 1348781387/1441026574073856000*t^22 - 1348781387/65501207912448000*t^21 + 58642669/148528816128000*t^20 - 58642669/8911728967680*t^19 + 1114210711/11725959168000*t^18 - 1114210711/940972032000*t^17 + 18941582087/1494484992000*t^16 - 18941582087/163459296000*t^15 + 653158003/726485760*t^14 - 653158003/111196800*t^13 + 273904969/8553600*t^12 - 273904969/1900800*t^11 + 273904969/518400*t^10 - 16112057/10368*t^9 + 16112057/4480*t^8 - 16112057/2520*t^7 + 3048227/360*t^6 - 160433/20*t^5 + 61705/12*t^4 - 12341/6*t^3 + 903/2*t^2 - 43*t + 1
Extension levels are: 43
-------------------------------------------------
Ending with final polynomial:
P : -1/60415263063373835637355132068513997507264512000000000*t^43 + 43/1405006117752879898543142606244511569936384000000000*t^42 - 43/1592977457769705100389050573973369126912000000000*t^41 + 1763/116559326178271104906515895656587984896000000000*t^40 - 1763/291398315445677762266289739141469962240000000*t^39 + 1763/957916881806961743150196381135667200000000*t^38 - 1763/3980264051829480927216882470092800000000*t^37 + 65231/753022928724496391635626413260800000000*t^36 - 65231/4648289683484545627380409958400000000*t^35 + 65231/34150699715396661752182603776000000*t^34 - 65231/295421277814850015157288960000000*t^33 + 65231/2984053311261111264215040000000*t^32 - 65231/34969374741341147627520000000*t^31 + 2022161/14664576504433384488960000000*t^30 - 2022161/228115634513408203161600000*t^29 + 58642669/117990845437969760256000000*t^28 - 58642669/2407976437509586944000000*t^27 + 58642669/56153085648371712000000*t^26 - 58642669/1495200505430016000000*t^25 + 58642669/45454095365072486400*t^24 - 58642669/1578267200176128000*t^23 + 1348781387/1441026574073856000*t^22 - 1348781387/65501207912448000*t^21 + 58642669/148528816128000*t^20 - 58642669/8911728967680*t^19 + 1114210711/11725959168000*t^18 - 1114210711/940972032000*t^17 + 18941582087/1494484992000*t^16 - 18941582087/163459296000*t^15 + 653158003/726485760*t^14 - 653158003/111196800*t^13 + 273904969/8553600*t^12 - 273904969/1900800*t^11 + 273904969/518400*t^10 - 16112057/10368*t^9 + 16112057/4480*t^8 - 16112057/2520*t^7 + 3048227/360*t^6 - 160433/20*t^5 + 61705/12*t^4 - 12341/6*t^3 + 903/2*t^2 - 43*t + 1
-------------------------------------------------
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
Sufficient bits for target precision reached
Positive weights:   43 out of 43
Indefinite weights: 0 out of 43
Negative weights:   0 out of 43
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (139.31048441974577808 + 1.9716178467994418509e-498j)  +/-  (1.33e-238, 1.33e-238j)
| (109.50961685166409318 + 3.105423191173712812e-495j)  +/-  (8.25e-236, 8.25e-236j)
| (153.77990500254633383 + 3.7481624092145448209e-505j)  +/-  (3.32e-240, 3.32e-240j)
| (118.14623736034144187 - 6.7614064904725197052e-499j)  +/-  (1.55e-236, 1.55e-236j)
| (9.3916611791501164211 + 1.7096097163989646782e-516j)  +/-  (4.97e-241, 4.97e-241j)
| (44.445029680818823982 + 3.7673022712971106818e-508j)  +/-  (7.97e-234, 7.97e-234j)
| (76.108743433264453365 + 5.9500883802819143457e-524j)  +/-  (9.16e-234, 9.16e-234j)
| (48.22929829072524371 - 2.708561433209153047e-534j)  +/-  (1.19e-233, 1.19e-233j)
| (94.562622103834214168 - 6.2480840627998468694e-547j)  +/-  (9.78e-235, 9.78e-235j)
| (10.956104547517913339 - 3.051749921160868233e-563j)  +/-  (3.24e-240, 3.24e-240j)
| (127.8989312705991771 + 1.6226063396303022928e-556j)  +/-  (1.76e-237, 1.76e-237j)
| (101.70570905648291303 + 8.2763797683798132547e-564j)  +/-  (3.4e-235, 3.4e-235j)
| (28.396538654169700277 - 2.7255849627131304394e-574j)  +/-  (2.3e-235, 2.3e-235j)
| (70.741817040700829199 + 1.205114831307989369e-584j)  +/-  (1.34e-233, 1.34e-233j)
| (37.479839026960317508 - 9.07664317135477657e-601j)  +/-  (2.57e-234, 2.57e-234j)
| (60.946329756863601492 - 1.1091571155053182747e-615j)  +/-  (1.94e-233, 1.94e-233j)
| (25.701900501015723609 - 6.1015958875256974166e-625j)  +/-  (8e-236, 8e-236j)
| (34.278535551968399185 + 1.3142662245487799713e-622j)  +/-  (1.44e-234, 1.44e-234j)
| (1.8835604775071323989 - 5.935858701902711423e-645j)  +/-  (6.45e-248, 6.45e-248j)
| (7.9539918105216172582 - 2.6894683833351759663e-639j)  +/-  (6.86e-242, 6.86e-242j)
| (5.4504661510862053458 + 7.8254649404533685086e-641j)  +/-  (1.25e-243, 1.25e-243j)
| (12.649767735758408353 + 2.0988872066241374228e-637j)  +/-  (1.74e-239, 1.74e-239j)
| (40.865501466922973129 - 5.4174210126343901983e-630j)  +/-  (4.98e-234, 4.98e-234j)
| (18.53494700855594726 - 7.4650625085653478325e-644j)  +/-  (1.79e-237, 1.79e-237j)
| (0.17517712820996224005 + 1.0094699637826616413e-671j)  +/-  (2.98e-253, 2.98e-253j)
| (52.230831110965121761 - 3.8025866627141561591e-656j)  +/-  (1.56e-233, 1.56e-233j)
| (1.2843533107738146887 - 6.0989745812839968778e-696j)  +/-  (4.56e-249, 4.56e-249j)
| (0.033238085424746213181 + 5.1093498134396019527e-698j)  +/-  (4.11e-255, 4.11e-255j)
| (4.3809345066194071085 - 5.0002236173041454693e-688j)  +/-  (1.36e-244, 1.36e-244j)
| (65.697488056502592325 + 2.0561063085408787872e-687j)  +/-  (1.69e-233, 1.69e-233j)
| (6.6409095608549595249 + 6.5100606108434287549e-715j)  +/-  (1e-242, 1e-242j)
| (3.430793893821588845 - 1.9037718016864862231e-718j)  +/-  (1.12e-245, 1.12e-245j)
| (2.598717256925388029 + 3.2916186695601732629e-720j)  +/-  (9.02e-247, 9.02e-247j)
| (14.475379281021626136 + 1.755498935285521206e-706j)  +/-  (9.76e-239, 9.76e-239j)
| (81.834733853655233432 - 7.0985152355145375654e-706j)  +/-  (5.1e-234, 5.1e-234j)
| (56.464165202754220917 + 1.0660977906726725196e-713j)  +/-  (1.92e-233, 1.92e-233j)
| (31.253231373872335488 + 1.5042950774527308981e-721j)  +/-  (6.11e-235, 6.11e-235j)
| (0.43073107028859235021 - 3.8424490076011579102e-742j)  +/-  (1.09e-251, 1.09e-251j)
| (23.163476588354721066 - 2.9285296136251966386e-726j)  +/-  (2.41e-236, 2.41e-236j)
| (20.776049438837934709 - 2.0787915030047984664e-727j)  +/-  (7.19e-237, 7.19e-237j)
| (87.965981904811245826 - 2.4720161676333242685e-723j)  +/-  (2.58e-234, 2.58e-234j)
| (0.80029172532678845415 + 4.0266403633792170372e-748j)  +/-  (2.36e-250, 2.36e-250j)
| (16.4359782722583638 + 7.0374418801919239755e-736j)  +/-  (4.31e-238, 4.31e-238j)
-------------------------------------------------
The weights are:
| (3.9567217533700041511e-60 - 8.2293832370769206012e-549j)  +/-  (2.66e-77, 6.57e-192j)
| (2.2573169100503997502e-47 - 1.3132933923541386285e-542j)  +/-  (2.34e-73, 5.79e-188j)
| (2.8089069038966868643e-66 + 6.1616769184609062168e-552j)  +/-  (9.85e-80, 2.43e-194j)
| (4.4707457249288001186e-51 - 3.9905229104199807607e-544j)  +/-  (9.92e-75, 2.45e-189j)
| (0.00012518113242379503279 - 1.1977212588715833953e-520j)  +/-  (1.83e-35, 4.52e-150j)
| (1.8348976945086044803e-19 - 3.333880382243291227e-527j)  +/-  (8.64e-61, 2.13e-175j)
| (4.8964047694567537811e-33 - 4.9802136326079302436e-535j)  +/-  (2.46e-69, 6.08e-184j)
| (4.4086447135457150802e-21 - 3.0130130988060042408e-528j)  +/-  (2.2e-62, 5.43e-177j)
| (5.8603937598677267991e-41 + 3.4388271607090413576e-539j)  +/-  (1.54e-72, 3.81e-187j)
| (2.8421356283644235165e-05 - 5.7394877940583808119e-521j)  +/-  (2.31e-43, 5.71e-158j)
| (2.9754394884994884328e-55 + 2.5871971482087068963e-546j)  +/-  (1.96e-77, 4.83e-192j)
| (5.0346761176095301895e-44 - 7.0076463293563892809e-541j)  +/-  (1.76e-73, 4.35e-188j)
| (1.2904641313659513975e-12 + 7.2476689370251832983e-525j)  +/-  (5.53e-59, 1.36e-173j)
| (9.8455489832142187239e-31 + 8.2276482281057093853e-534j)  +/-  (1.15e-69, 2.84e-184j)
| (1.7384917446210087075e-16 - 2.6417122149223423108e-526j)  +/-  (1.76e-62, 4.33e-177j)
| (1.5679377142903747896e-26 + 1.5239542613090791931e-531j)  +/-  (1.74e-68, 4.29e-183j)
| (1.8004448436188826862e-11 - 1.9911324921078226962e-524j)  +/-  (1.97e-59, 4.87e-174j)
| (4.0370143692949416799e-15 + 7.993917408513780166e-526j)  +/-  (6.87e-62, 1.7e-176j)
| (0.099900613389889181709 + 6.1300095316834117519e-520j)  +/-  (8.33e-36, 2.06e-150j)
| (0.00048298984730168569651 + 3.1106560761530570277e-520j)  +/-  (7.08e-49, 1.75e-163j)
| (0.004851347888965599594 + 3.6066707958528297679e-520j)  +/-  (3e-46, 7.4e-161j)
| (5.6439149011964141737e-06 + 9.6311142792710574733e-522j)  +/-  (1.63e-53, 4.02e-168j)
| (6.2234384337087817052e-18 + 1.0500815500982371379e-526j)  +/-  (6.33e-64, 1.56e-178j)
| (1.9351261655577004676e-08 + 1.5995915296935435137e-523j)  +/-  (1.86e-58, 4.6e-173j)
| (0.16675553095932646323 + 2.1140424311626299199e-520j)  +/-  (6.09e-41, 1.5e-155j)
| (8.5268619493275941998e-23 + 2.1556215934165500111e-529j)  +/-  (1.5e-67, 3.71e-182j)
| (0.14990704193944157033 - 5.8961344111453652822e-520j)  +/-  (6.86e-42, 1.69e-156j)
| (0.082516318111156190815 - 6.4146979878442192513e-521j)  +/-  (5.31e-41, 1.31e-155j)
| (0.01263378018766872641 - 4.3834809251249023485e-520j)  +/-  (1.97e-49, 4.85e-164j)
| (1.43730041819641271e-28 - 1.183233452135459041e-532j)  +/-  (6.76e-71, 1.67e-185j)
| (0.0016342014231564295103 - 3.0451170548233021592e-520j)  +/-  (6.18e-52, 1.52e-166j)
| (0.028830725785878392476 + 5.1911056178017446607e-520j)  +/-  (3.38e-49, 8.35e-164j)
| (0.057519950855049460732 - 5.8398558086266927471e-520j)  +/-  (3.14e-48, 7.74e-163j)
| (9.7830643814065130431e-07 - 1.5249740663048242951e-522j)  +/-  (5.28e-58, 1.3e-172j)
| (1.7058602838187974811e-35 + 2.5504404869914597502e-536j)  +/-  (5.02e-75, 1.24e-189j)
| (1.3088212600041331413e-24 - 1.8224609783014774927e-530j)  +/-  (4.09e-69, 1.01e-183j)
| (7.8562963126508112919e-14 - 2.45611806766619008e-525j)  +/-  (4.13e-64, 1.02e-178j)
| (0.20312689726278242987 - 3.7252645450599799013e-520j)  +/-  (2.43e-53, 6e-168j)
| (2.1455383674959450404e-10 + 4.9385579843762056681e-524j)  +/-  (4.26e-63, 1.05e-177j)
| (2.1945787143527540781e-09 - 1.046983397679121633e-523j)  +/-  (9.48e-63, 2.34e-177j)
| (3.979260838728188612e-38 - 1.0667790979372307972e-537j)  +/-  (2.17e-77, 5.36e-192j)
| (0.19168020819782320024 + 5.0684414541379672307e-520j)  +/-  (2.29e-58, 5.32e-173j)
| (1.4766174199357267823e-07 + 1.0396597476447622108e-524j)  +/-  (8.42e-62, 2.08e-176j)
Starting with polynomial:
P : -1/60415263063373835637355132068513997507264512000000000*t^43 + 43/1405006117752879898543142606244511569936384000000000*t^42 - 43/1592977457769705100389050573973369126912000000000*t^41 + 1763/116559326178271104906515895656587984896000000000*t^40 - 1763/291398315445677762266289739141469962240000000*t^39 + 1763/957916881806961743150196381135667200000000*t^38 - 1763/3980264051829480927216882470092800000000*t^37 + 65231/753022928724496391635626413260800000000*t^36 - 65231/4648289683484545627380409958400000000*t^35 + 65231/34150699715396661752182603776000000*t^34 - 65231/295421277814850015157288960000000*t^33 + 65231/2984053311261111264215040000000*t^32 - 65231/34969374741341147627520000000*t^31 + 2022161/14664576504433384488960000000*t^30 - 2022161/228115634513408203161600000*t^29 + 58642669/117990845437969760256000000*t^28 - 58642669/2407976437509586944000000*t^27 + 58642669/56153085648371712000000*t^26 - 58642669/1495200505430016000000*t^25 + 58642669/45454095365072486400*t^24 - 58642669/1578267200176128000*t^23 + 1348781387/1441026574073856000*t^22 - 1348781387/65501207912448000*t^21 + 58642669/148528816128000*t^20 - 58642669/8911728967680*t^19 + 1114210711/11725959168000*t^18 - 1114210711/940972032000*t^17 + 18941582087/1494484992000*t^16 - 18941582087/163459296000*t^15 + 653158003/726485760*t^14 - 653158003/111196800*t^13 + 273904969/8553600*t^12 - 273904969/1900800*t^11 + 273904969/518400*t^10 - 16112057/10368*t^9 + 16112057/4480*t^8 - 16112057/2520*t^7 + 3048227/360*t^6 - 160433/20*t^5 + 61705/12*t^4 - 12341/6*t^3 + 903/2*t^2 - 43*t + 1
Extension levels are: 43
-------------------------------------------------
Ending with final polynomial:
P : -1/60415263063373835637355132068513997507264512000000000*t^43 + 43/1405006117752879898543142606244511569936384000000000*t^42 - 43/1592977457769705100389050573973369126912000000000*t^41 + 1763/116559326178271104906515895656587984896000000000*t^40 - 1763/291398315445677762266289739141469962240000000*t^39 + 1763/957916881806961743150196381135667200000000*t^38 - 1763/3980264051829480927216882470092800000000*t^37 + 65231/753022928724496391635626413260800000000*t^36 - 65231/4648289683484545627380409958400000000*t^35 + 65231/34150699715396661752182603776000000*t^34 - 65231/295421277814850015157288960000000*t^33 + 65231/2984053311261111264215040000000*t^32 - 65231/34969374741341147627520000000*t^31 + 2022161/14664576504433384488960000000*t^30 - 2022161/228115634513408203161600000*t^29 + 58642669/117990845437969760256000000*t^28 - 58642669/2407976437509586944000000*t^27 + 58642669/56153085648371712000000*t^26 - 58642669/1495200505430016000000*t^25 + 58642669/45454095365072486400*t^24 - 58642669/1578267200176128000*t^23 + 1348781387/1441026574073856000*t^22 - 1348781387/65501207912448000*t^21 + 58642669/148528816128000*t^20 - 58642669/8911728967680*t^19 + 1114210711/11725959168000*t^18 - 1114210711/940972032000*t^17 + 18941582087/1494484992000*t^16 - 18941582087/163459296000*t^15 + 653158003/726485760*t^14 - 653158003/111196800*t^13 + 273904969/8553600*t^12 - 273904969/1900800*t^11 + 273904969/518400*t^10 - 16112057/10368*t^9 + 16112057/4480*t^8 - 16112057/2520*t^7 + 3048227/360*t^6 - 160433/20*t^5 + 61705/12*t^4 - 12341/6*t^3 + 903/2*t^2 - 43*t + 1
-------------------------------------------------
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
Sufficient bits for target precision reached
Positive weights:   43 out of 43
Indefinite weights: 0 out of 43
Negative weights:   0 out of 43
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (139.31048441974577808 + 1.9716178467994418509e-498j)  +/-  (1.33e-238, 1.33e-238j)
| (109.50961685166409318 + 3.105423191173712812e-495j)  +/-  (8.25e-236, 8.25e-236j)
| (153.77990500254633383 + 3.7481624092145448209e-505j)  +/-  (3.32e-240, 3.32e-240j)
| (118.14623736034144187 - 6.7614064904725197052e-499j)  +/-  (1.55e-236, 1.55e-236j)
| (9.3916611791501164211 + 1.7096097163989646782e-516j)  +/-  (4.97e-241, 4.97e-241j)
| (44.445029680818823982 + 3.7673022712971106818e-508j)  +/-  (7.97e-234, 7.97e-234j)
| (76.108743433264453365 + 5.9500883802819143457e-524j)  +/-  (9.16e-234, 9.16e-234j)
| (48.22929829072524371 - 2.708561433209153047e-534j)  +/-  (1.19e-233, 1.19e-233j)
| (94.562622103834214168 - 6.2480840627998468694e-547j)  +/-  (9.78e-235, 9.78e-235j)
| (10.956104547517913339 - 3.051749921160868233e-563j)  +/-  (3.24e-240, 3.24e-240j)
| (127.8989312705991771 + 1.6226063396303022928e-556j)  +/-  (1.76e-237, 1.76e-237j)
| (101.70570905648291303 + 8.2763797683798132547e-564j)  +/-  (3.4e-235, 3.4e-235j)
| (28.396538654169700277 - 2.7255849627131304394e-574j)  +/-  (2.3e-235, 2.3e-235j)
| (70.741817040700829199 + 1.205114831307989369e-584j)  +/-  (1.34e-233, 1.34e-233j)
| (37.479839026960317508 - 9.07664317135477657e-601j)  +/-  (2.57e-234, 2.57e-234j)
| (60.946329756863601492 - 1.1091571155053182747e-615j)  +/-  (1.94e-233, 1.94e-233j)
| (25.701900501015723609 - 6.1015958875256974166e-625j)  +/-  (8e-236, 8e-236j)
| (34.278535551968399185 + 1.3142662245487799713e-622j)  +/-  (1.44e-234, 1.44e-234j)
| (1.8835604775071323989 - 5.935858701902711423e-645j)  +/-  (6.45e-248, 6.45e-248j)
| (7.9539918105216172582 - 2.6894683833351759663e-639j)  +/-  (6.86e-242, 6.86e-242j)
| (5.4504661510862053458 + 7.8254649404533685086e-641j)  +/-  (1.25e-243, 1.25e-243j)
| (12.649767735758408353 + 2.0988872066241374228e-637j)  +/-  (1.74e-239, 1.74e-239j)
| (40.865501466922973129 - 5.4174210126343901983e-630j)  +/-  (4.98e-234, 4.98e-234j)
| (18.53494700855594726 - 7.4650625085653478325e-644j)  +/-  (1.79e-237, 1.79e-237j)
| (0.17517712820996224005 + 1.0094699637826616413e-671j)  +/-  (2.98e-253, 2.98e-253j)
| (52.230831110965121761 - 3.8025866627141561591e-656j)  +/-  (1.56e-233, 1.56e-233j)
| (1.2843533107738146887 - 6.0989745812839968778e-696j)  +/-  (4.56e-249, 4.56e-249j)
| (0.033238085424746213181 + 5.1093498134396019527e-698j)  +/-  (4.11e-255, 4.11e-255j)
| (4.3809345066194071085 - 5.0002236173041454693e-688j)  +/-  (1.36e-244, 1.36e-244j)
| (65.697488056502592325 + 2.0561063085408787872e-687j)  +/-  (1.69e-233, 1.69e-233j)
| (6.6409095608549595249 + 6.5100606108434287549e-715j)  +/-  (1e-242, 1e-242j)
| (3.430793893821588845 - 1.9037718016864862231e-718j)  +/-  (1.12e-245, 1.12e-245j)
| (2.598717256925388029 + 3.2916186695601732629e-720j)  +/-  (9.02e-247, 9.02e-247j)
| (14.475379281021626136 + 1.755498935285521206e-706j)  +/-  (9.76e-239, 9.76e-239j)
| (81.834733853655233432 - 7.0985152355145375654e-706j)  +/-  (5.1e-234, 5.1e-234j)
| (56.464165202754220917 + 1.0660977906726725196e-713j)  +/-  (1.92e-233, 1.92e-233j)
| (31.253231373872335488 + 1.5042950774527308981e-721j)  +/-  (6.11e-235, 6.11e-235j)
| (0.43073107028859235021 - 3.8424490076011579102e-742j)  +/-  (1.09e-251, 1.09e-251j)
| (23.163476588354721066 - 2.9285296136251966386e-726j)  +/-  (2.41e-236, 2.41e-236j)
| (20.776049438837934709 - 2.0787915030047984664e-727j)  +/-  (7.19e-237, 7.19e-237j)
| (87.965981904811245826 - 2.4720161676333242685e-723j)  +/-  (2.58e-234, 2.58e-234j)
| (0.80029172532678845415 + 4.0266403633792170372e-748j)  +/-  (2.36e-250, 2.36e-250j)
| (16.4359782722583638 + 7.0374418801919239755e-736j)  +/-  (4.31e-238, 4.31e-238j)
-------------------------------------------------
The weights are:
| (3.9567217533700041511e-60 - 8.2293832370769206012e-549j)  +/-  (2.66e-77, 6.57e-192j)
| (2.2573169100503997502e-47 - 1.3132933923541386285e-542j)  +/-  (2.34e-73, 5.79e-188j)
| (2.8089069038966868643e-66 + 6.1616769184609062168e-552j)  +/-  (9.85e-80, 2.43e-194j)
| (4.4707457249288001186e-51 - 3.9905229104199807607e-544j)  +/-  (9.92e-75, 2.45e-189j)
| (0.00012518113242379503279 - 1.1977212588715833953e-520j)  +/-  (1.83e-35, 4.52e-150j)
| (1.8348976945086044803e-19 - 3.333880382243291227e-527j)  +/-  (8.64e-61, 2.13e-175j)
| (4.8964047694567537811e-33 - 4.9802136326079302436e-535j)  +/-  (2.46e-69, 6.08e-184j)
| (4.4086447135457150802e-21 - 3.0130130988060042408e-528j)  +/-  (2.2e-62, 5.43e-177j)
| (5.8603937598677267991e-41 + 3.4388271607090413576e-539j)  +/-  (1.54e-72, 3.81e-187j)
| (2.8421356283644235165e-05 - 5.7394877940583808119e-521j)  +/-  (2.31e-43, 5.71e-158j)
| (2.9754394884994884328e-55 + 2.5871971482087068963e-546j)  +/-  (1.96e-77, 4.83e-192j)
| (5.0346761176095301895e-44 - 7.0076463293563892809e-541j)  +/-  (1.76e-73, 4.35e-188j)
| (1.2904641313659513975e-12 + 7.2476689370251832983e-525j)  +/-  (5.53e-59, 1.36e-173j)
| (9.8455489832142187239e-31 + 8.2276482281057093853e-534j)  +/-  (1.15e-69, 2.84e-184j)
| (1.7384917446210087075e-16 - 2.6417122149223423108e-526j)  +/-  (1.76e-62, 4.33e-177j)
| (1.5679377142903747896e-26 + 1.5239542613090791931e-531j)  +/-  (1.74e-68, 4.29e-183j)
| (1.8004448436188826862e-11 - 1.9911324921078226962e-524j)  +/-  (1.97e-59, 4.87e-174j)
| (4.0370143692949416799e-15 + 7.993917408513780166e-526j)  +/-  (6.87e-62, 1.7e-176j)
| (0.099900613389889181709 + 6.1300095316834117519e-520j)  +/-  (8.33e-36, 2.06e-150j)
| (0.00048298984730168569651 + 3.1106560761530570277e-520j)  +/-  (7.08e-49, 1.75e-163j)
| (0.004851347888965599594 + 3.6066707958528297679e-520j)  +/-  (3e-46, 7.4e-161j)
| (5.6439149011964141737e-06 + 9.6311142792710574733e-522j)  +/-  (1.63e-53, 4.02e-168j)
| (6.2234384337087817052e-18 + 1.0500815500982371379e-526j)  +/-  (6.33e-64, 1.56e-178j)
| (1.9351261655577004676e-08 + 1.5995915296935435137e-523j)  +/-  (1.86e-58, 4.6e-173j)
| (0.16675553095932646323 + 2.1140424311626299199e-520j)  +/-  (6.09e-41, 1.5e-155j)
| (8.5268619493275941998e-23 + 2.1556215934165500111e-529j)  +/-  (1.5e-67, 3.71e-182j)
| (0.14990704193944157033 - 5.8961344111453652822e-520j)  +/-  (6.86e-42, 1.69e-156j)
| (0.082516318111156190815 - 6.4146979878442192513e-521j)  +/-  (5.31e-41, 1.31e-155j)
| (0.01263378018766872641 - 4.3834809251249023485e-520j)  +/-  (1.97e-49, 4.85e-164j)
| (1.43730041819641271e-28 - 1.183233452135459041e-532j)  +/-  (6.76e-71, 1.67e-185j)
| (0.0016342014231564295103 - 3.0451170548233021592e-520j)  +/-  (6.18e-52, 1.52e-166j)
| (0.028830725785878392476 + 5.1911056178017446607e-520j)  +/-  (3.38e-49, 8.35e-164j)
| (0.057519950855049460732 - 5.8398558086266927471e-520j)  +/-  (3.14e-48, 7.74e-163j)
| (9.7830643814065130431e-07 - 1.5249740663048242951e-522j)  +/-  (5.28e-58, 1.3e-172j)
| (1.7058602838187974811e-35 + 2.5504404869914597502e-536j)  +/-  (5.02e-75, 1.24e-189j)
| (1.3088212600041331413e-24 - 1.8224609783014774927e-530j)  +/-  (4.09e-69, 1.01e-183j)
| (7.8562963126508112919e-14 - 2.45611806766619008e-525j)  +/-  (4.13e-64, 1.02e-178j)
| (0.20312689726278242987 - 3.7252645450599799013e-520j)  +/-  (2.43e-53, 6e-168j)
| (2.1455383674959450404e-10 + 4.9385579843762056681e-524j)  +/-  (4.26e-63, 1.05e-177j)
| (2.1945787143527540781e-09 - 1.046983397679121633e-523j)  +/-  (9.48e-63, 2.34e-177j)
| (3.979260838728188612e-38 - 1.0667790979372307972e-537j)  +/-  (2.17e-77, 5.36e-192j)
| (0.19168020819782320024 + 5.0684414541379672307e-520j)  +/-  (2.29e-58, 5.32e-173j)
| (1.4766174199357267823e-07 + 1.0396597476447622108e-524j)  +/-  (8.42e-62, 2.08e-176j)
