Starting with polynomial:
P : -1/258623241511168180642964355153611979969197632389120000000000*t^47 + 47/5502622159812088949850305428800254892961651752960000000000*t^46 - 47/5200966124586095415737528760680770220190597120000000000*t^45 + 47/7705134999386808023314857423230770696578662400000000*t^44 - 47/15919700411956214924204250874443741108633600000000*t^43 + 2021/1851127954878629642349331497028341989376000000000*t^42 - 2021/6296353588022549803909290806218850304000000000*t^41 + 82861/1074987197955069478716220381549559808000000000*t^40 - 82861/5374935989775347393581101907747799040000000*t^39 + 82861/31804354969084895820006520164188160000000*t^38 - 82861/220251765713884320083147646566400000000*t^37 + 3065857/65480254671695338403097948979200000000*t^36 - 3065857/606298654367549429658314342400000000*t^35 + 3065857/6434189801451544967802519552000000*t^34 - 3065857/77922713858409714142937088000000*t^33 + 3065857/1073315617884431324282880000000*t^32 - 3065857/16770556529444239441920000000*t^31 + 95041567/9196756806469421629440000000*t^30 - 95041567/183935136129388432588800000*t^29 + 2756205443/120509227119254490316800000*t^28 - 2756205443/3074214977532002304000000*t^27 + 2756205443/88557633097629696000000*t^26 - 2756205443/2882053148147712000000*t^25 + 2756205443/106059555851835801600*t^24 - 2756205443/4419148160493158400*t^23 + 63392725189/4803421913579520000*t^22 - 63392725189/258035061473280000*t^21 + 63392725189/15798064988160000*t^20 - 63392725189/1105864549171200*t^19 + 41533164779/58203397324800*t^18 - 41533164779/5389203456000*t^17 + 22776251653/317011968000*t^16 - 22776251653/39626496000*t^15 + 22776251653/5811886080*t^14 - 1339779509/59304960*t^13 + 17417133617/159667200*t^12 - 17417133617/39916800*t^11 + 5178066751/3628800*t^10 - 272529829/72576*t^9 + 20963833/2688*t^8 - 20963833/1680*t^7 + 3579191/240*t^6 - 511313/40*t^5 + 59455/8*t^4 - 5405/2*t^3 + 1081/2*t^2 - 47*t + 1
Extension levels are: 47
-------------------------------------------------
Ending with final polynomial:
P : -1/258623241511168180642964355153611979969197632389120000000000*t^47 + 47/5502622159812088949850305428800254892961651752960000000000*t^46 - 47/5200966124586095415737528760680770220190597120000000000*t^45 + 47/7705134999386808023314857423230770696578662400000000*t^44 - 47/15919700411956214924204250874443741108633600000000*t^43 + 2021/1851127954878629642349331497028341989376000000000*t^42 - 2021/6296353588022549803909290806218850304000000000*t^41 + 82861/1074987197955069478716220381549559808000000000*t^40 - 82861/5374935989775347393581101907747799040000000*t^39 + 82861/31804354969084895820006520164188160000000*t^38 - 82861/220251765713884320083147646566400000000*t^37 + 3065857/65480254671695338403097948979200000000*t^36 - 3065857/606298654367549429658314342400000000*t^35 + 3065857/6434189801451544967802519552000000*t^34 - 3065857/77922713858409714142937088000000*t^33 + 3065857/1073315617884431324282880000000*t^32 - 3065857/16770556529444239441920000000*t^31 + 95041567/9196756806469421629440000000*t^30 - 95041567/183935136129388432588800000*t^29 + 2756205443/120509227119254490316800000*t^28 - 2756205443/3074214977532002304000000*t^27 + 2756205443/88557633097629696000000*t^26 - 2756205443/2882053148147712000000*t^25 + 2756205443/106059555851835801600*t^24 - 2756205443/4419148160493158400*t^23 + 63392725189/4803421913579520000*t^22 - 63392725189/258035061473280000*t^21 + 63392725189/15798064988160000*t^20 - 63392725189/1105864549171200*t^19 + 41533164779/58203397324800*t^18 - 41533164779/5389203456000*t^17 + 22776251653/317011968000*t^16 - 22776251653/39626496000*t^15 + 22776251653/5811886080*t^14 - 1339779509/59304960*t^13 + 17417133617/159667200*t^12 - 17417133617/39916800*t^11 + 5178066751/3628800*t^10 - 272529829/72576*t^9 + 20963833/2688*t^8 - 20963833/1680*t^7 + 3579191/240*t^6 - 511313/40*t^5 + 59455/8*t^4 - 5405/2*t^3 + 1081/2*t^2 - 47*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 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: 1
Sufficient bits for target precision reached
Positive weights:   46 out of 47
Indefinite weights: 1 out of 47
Negative weights:   0 out of 47
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (169.14847234481057464 + 8.2213079185388573537e-1482j)  +/-  (2.43e-494, 2.43e-494j)
| (132.2247405118236923 - 8.4973503155389466214e-1475j)  +/-  (1.52e-490, 1.52e-490j)
| (123.23114946320214376 + 8.8794910069977916056e-1487j)  +/-  (9.48e-490, 9.48e-490j)
| (142.35739797790497495 + 3.614251901603785322e-1494j)  +/-  (1.6e-491, 1.6e-491j)
| (40.02442988414196658 + 5.0169171232547615963e-1505j)  +/-  (9.09e-488, 9.09e-488j)
| (25.748430891795684796 + 1.8676594953903153829e-1516j)  +/-  (9.52e-490, 9.52e-490j)
| (82.536311480503594958 + 1.2046380314820007058e-1539j)  +/-  (3.64e-487, 3.64e-487j)
| (88.210511654054112157 + 7.8230068421753544637e-1581j)  +/-  (2.19e-487, 2.19e-487j)
| (107.61265906289713365 - 2.218843266602125179e-1602j)  +/-  (1.61e-488, 1.61e-488j)
| (154.18630184947221855 + 1.1839473466628697094e-1614j)  +/-  (9.92e-493, 9.92e-493j)
| (28.306263434108247614 + 6.451917974013948713e-1612j)  +/-  (2.75e-489, 2.75e-489j)
| (43.354782115681529104 - 1.0291368142930357203e-1608j)  +/-  (1.77e-487, 1.77e-487j)
| (9.998025965172184004 + 1.3060070432485977443e-1616j)  +/-  (4.17e-495, 4.17e-495j)
| (16.869313406535863859 - 3.9833994351205347461e-1614j)  +/-  (4.04e-492, 4.04e-492j)
| (58.513486804296581303 - 3.513644787936176466e-1607j)  +/-  (7.38e-487, 7.38e-487j)
| (31.007576315590143405 + 1.7446133869331066414e-1613j)  +/-  (7.85e-489, 7.85e-489j)
| (4.9829068110197710069 + 1.2254394313467134478e-1623j)  +/-  (8.87e-499, 8.87e-499j)
| (33.857289873468370727 - 1.0578138997762263563e-1612j)  +/-  (2.05e-488, 2.05e-488j)
| (46.859600320813206461 - 5.6955803279814183415e-1611j)  +/-  (2.98e-487, 2.98e-487j)
| (50.547541618755598527 - 1.3680580938259956025e-1610j)  +/-  (4.31e-487, 4.31e-487j)
| (11.536916453072441887 - 3.5715481144554067392e-1626j)  +/-  (2.59e-494, 2.59e-494j)
| (0.73271952675175070454 + 4.6599012343793188594e-1638j)  +/-  (1.04e-505, 1.04e-505j)
| (36.860874419895487894 - 1.2024410989157266745e-1618j)  +/-  (4.73e-488, 4.73e-488j)
| (62.815610730259889494 - 8.5067830874169832731e-1629j)  +/-  (8.36e-487, 8.36e-487j)
| (77.187348901259422501 + 1.1800408290045989085e-1678j)  +/-  (5.45e-487, 5.45e-487j)
| (14.970226287158926356 - 6.1297037516993328095e-1716j)  +/-  (8.27e-493, 8.27e-493j)
| (8.5748996822157290751 - 4.1416853620048350872e-1725j)  +/-  (6.37e-496, 6.37e-496j)
| (115.08588962682499029 + 1.0361501236761724943e-1761j)  +/-  (3.94e-489, 3.94e-489j)
| (3.1385198338131876785 - 5.897394630969118386e-1805j)  +/-  (7.55e-501, 7.55e-501j)
| (72.133436234003722936 + 1.8159582033268331427e-1826j)  +/-  (7.12e-487, 7.12e-487j)
| (13.193577111793073557 + 9.3615510229220906751e-1859j)  +/-  (1.6e-493, 1.6e-493j)
| (23.329641959391279947 - 8.3982367614397488062e-1853j)  +/-  (2.77e-490, 2.77e-490j)
| (18.893540610094289046 + 1.7167637209604943282e-1858j)  +/-  (1.77e-491, 1.77e-491j)
| (21.045887830482657527 + 2.7356917669530204897e-1879j)  +/-  (7.64e-491, 7.64e-491j)
| (94.247346489823245857 + 6.4183222917597086875e-1918j)  +/-  (1.13e-487, 1.13e-487j)
| (100.69417855741631591 + 4.4072214650115861879e-1949j)  +/-  (4.74e-488, 4.74e-488j)
| (0.030438884194376671863 + 5.343710793343901139e-2011j)  +/-  (3.31e-510, 3.31e-510j)
| (1.7239395365736023689 - 2.0579302910137980079e-1970j)  +/-  (3.66e-503, 3.66e-503j)
| (0.3944077899529908749 - 1.0067810081675699895e-1973j)  +/-  (3.68e-507, 3.68e-507j)
| (54.428430843994738576 + 3.7224880422150589904e-1953j)  +/-  (5.75e-487, 5.75e-487j)
| (4.0065017929176704157 - 7.5794381747391479431e-1973j)  +/-  (7.85e-500, 7.85e-500j)
| (0.16041724982934306134 + 1.7906774607415023113e-1981j)  +/-  (1.12e-508, 1.12e-508j)
| (1.1757322531260405509 + 6.5977796883963647694e-1977j)  +/-  (1.98e-504, 1.98e-504j)
| (2.3779555903108984049 + 8.8927003358413128152e-1975j)  +/-  (5.6e-502, 5.6e-502j)
| (6.0688827507933387352 + 1.5995709460242821035e-1971j)  +/-  (8.52e-498, 8.52e-498j)
| (7.2657278225341816984 - 1.7069899208769936933e-1969j)  +/-  (7.37e-497, 7.37e-497j)
| (67.349759445468815628 - 7.044040545664335724e-1959j)  +/-  (8.36e-487, 8.36e-487j)
-------------------------------------------------
The weights are:
| (6.1385077754618393594e-73 + 1.2193275762509846313e-1540j)  +/-  (3.34e-68, 1.79e-438j)
| (3.574923520176582336e-57 + 1.5073818502640601645e-1531j)  +/-  (1.34e-63, 7.17e-434j)
| (2.5852501740239102586e-53 - 2.7729302222504703735e-1530j)  +/-  (1.39e-62, 7.42e-433j)
| (1.6234338183067396047e-61 + 2.0962568383416900968e-1534j)  +/-  (2.89e-65, 1.55e-435j)
| (1.345631231641329749e-17 - 1.112125406910100501e-1513j)  +/-  (2.17e-44, 1.16e-414j)
| (1.6344837337434787757e-11 + 8.5128157625653212568e-1511j)  +/-  (6.91e-37, 3.7e-407j)
| (7.8663516500780590065e-36 - 2.265762994757862178e-1522j)  +/-  (3.56e-57, 1.91e-427j)
| (2.868870497281511261e-38 + 1.5969197218070258565e-1523j)  +/-  (2.51e-58, 1.34e-428j)
| (1.3198457464111721672e-46 - 2.1394663751354812512e-1527j)  +/-  (7.85e-62, 4.2e-432j)
| (1.4189180887580134426e-66 - 2.9757667371325065305e-1537j)  +/-  (2.07e-68, 1.11e-438j)
| (1.3381435438776418882e-12 - 2.6167388922543766368e-1511j)  +/-  (4.43e-42, 2.37e-412j)
| (5.0676249888643658416e-19 + 2.3303776146586074453e-1514j)  +/-  (1.05e-48, 5.6e-419j)
| (6.7356095355609149411e-05 + 9.3808022867137333093e-1508j)  +/-  (1.4e-29, 7.51e-400j)
| (9.2527054757441740892e-08 + 4.7852604482651901742e-1509j)  +/-  (1.36e-36, 7.26e-407j)
| (1.6227906767016136428e-25 + 1.8470811750447164546e-1517j)  +/-  (2.5e-54, 1.34e-424j)
| (9.479575221937201063e-14 + 7.484016270226625631e-1512j)  +/-  (2.75e-44, 1.47e-414j)
| (0.0070664977309840492743 + 6.515895557496891654e-1507j)  +/-  (2.03e-24, 1.09e-394j)
| (5.7835409118720349012e-15 - 1.9876143580570111579e-1512j)  +/-  (8.98e-46, 4.81e-416j)
| (1.6025606644060798885e-20 - 4.4852485043851420488e-1515j)  +/-  (3.98e-51, 2.13e-421j)
| (4.2196853150177833409e-22 + 7.9004122727429489429e-1516j)  +/-  (9.44e-53, 5.06e-423j)
| (1.559556401358041244e-05 - 4.9106897675376271276e-1508j)  +/-  (1.05e-37, 5.64e-408j)
| (0.18771752856936152375 + 1.2461847586484361198e-1506j)  +/-  (2.76e-30, 1.48e-400j)
| (3.0229308793923295231e-16 + 4.8907291912253636873e-1513j)  +/-  (7.65e-48, 4.1e-418j)
| (2.314738082671198645e-27 - 2.4273290926871995967e-1518j)  +/-  (2.96e-57, 1.58e-427j)
| (1.5620862032116955403e-33 + 2.7875858828323820257e-1521j)  +/-  (3.81e-61, 2.04e-431j)
| (5.7906378984005516771e-07 - 1.1094515827974415295e-1508j)  +/-  (1.7e-43, 9.12e-414j)
| (0.00025785499167889075533 - 1.6802320827169992405e-1507j)  +/-  (1.5e-39, 8.02e-410j)
| (8.1309779891132284021e-50 + 7.8860816819621955313e-1529j)  +/-  (8.01e-69, 4.29e-439j)
| (0.035289460153555321633 + 1.1391098290138373001e-1506j)  +/-  (7.29e-35, 3.91e-405j)
| (2.3140535943953699144e-31 - 3.004027649708736655e-1520j)  +/-  (2.85e-60, 1.53e-430j)
| (3.1965905839000407183e-06 + 2.4105972040408851887e-1508j)  +/-  (1.67e-43, 8.96e-414j)
| (1.7348052272143484653e-10 - 2.5812591279663240789e-1510j)  +/-  (4.61e-48, 2.47e-418j)
| (1.3011321109360548839e-08 - 1.9329847398584671101e-1509j)  +/-  (4.1e-47, 2.2e-417j)
| (1.6060013698672678464e-09 + 7.3062567971821512636e-1510j)  +/-  (8.09e-48, 4.33e-418j)
| (7.3044849561115441235e-41 - 9.6530541797878098972e-1525j)  +/-  (7.37e-67, 3.95e-437j)
| (1.2395332235198927992e-43 + 4.9506257394385962386e-1526j)  +/-  (3.44e-68, 1.84e-438j)
| (0.075778112923116415178 - 1.6052181492619332903e-1507j)  +/-  (3.47e-43, 1.86e-413j)
| (0.10719544576291999598 + 1.4554474985762179984e-1506j)  +/-  (1.72e-44, 9.22e-415j)
| (0.19285180467984578175 - 9.2433582720757906408e-1507j)  +/-  (4.84e-43, 2.59e-413j)
| (9.1626712425820673872e-24 - 1.2683102479987281414e-1516j)  +/-  (1.67e-58, 8.92e-429j)
| (0.016777839460229406184 - 8.934318285736274518e-1507j)  +/-  (8.3e-47, 4.44e-417j)
| (0.15496745556580411669 + 5.2749799507066764203e-1507j)  +/-  (1.02e-43, 5.45e-414j)
| (0.15291330305354038481 - 1.4295641586392344162e-1506j)  +/-  (8.8e-45, 4.71e-415j)
| (0.065581657688528728054 - 1.3437621472594355372e-1506j)  +/-  (4.46e-46, 2.39e-416j)
| (0.0026404157177842047249 - 4.4334686979030402472e-1507j)  +/-  (2.14e-48, 1.14e-418j)
| (0.00087578905326661572435 + 2.820540062006680342e-1507j)  +/-  (8.24e-49, 4.41e-419j)
| (2.6203609794374377702e-29 + 2.8610923823630772817e-1519j)  +/-  (4.83e-62, 2.59e-432j)
Starting with polynomial:
P : -1/258623241511168180642964355153611979969197632389120000000000*t^47 + 47/5502622159812088949850305428800254892961651752960000000000*t^46 - 47/5200966124586095415737528760680770220190597120000000000*t^45 + 47/7705134999386808023314857423230770696578662400000000*t^44 - 47/15919700411956214924204250874443741108633600000000*t^43 + 2021/1851127954878629642349331497028341989376000000000*t^42 - 2021/6296353588022549803909290806218850304000000000*t^41 + 82861/1074987197955069478716220381549559808000000000*t^40 - 82861/5374935989775347393581101907747799040000000*t^39 + 82861/31804354969084895820006520164188160000000*t^38 - 82861/220251765713884320083147646566400000000*t^37 + 3065857/65480254671695338403097948979200000000*t^36 - 3065857/606298654367549429658314342400000000*t^35 + 3065857/6434189801451544967802519552000000*t^34 - 3065857/77922713858409714142937088000000*t^33 + 3065857/1073315617884431324282880000000*t^32 - 3065857/16770556529444239441920000000*t^31 + 95041567/9196756806469421629440000000*t^30 - 95041567/183935136129388432588800000*t^29 + 2756205443/120509227119254490316800000*t^28 - 2756205443/3074214977532002304000000*t^27 + 2756205443/88557633097629696000000*t^26 - 2756205443/2882053148147712000000*t^25 + 2756205443/106059555851835801600*t^24 - 2756205443/4419148160493158400*t^23 + 63392725189/4803421913579520000*t^22 - 63392725189/258035061473280000*t^21 + 63392725189/15798064988160000*t^20 - 63392725189/1105864549171200*t^19 + 41533164779/58203397324800*t^18 - 41533164779/5389203456000*t^17 + 22776251653/317011968000*t^16 - 22776251653/39626496000*t^15 + 22776251653/5811886080*t^14 - 1339779509/59304960*t^13 + 17417133617/159667200*t^12 - 17417133617/39916800*t^11 + 5178066751/3628800*t^10 - 272529829/72576*t^9 + 20963833/2688*t^8 - 20963833/1680*t^7 + 3579191/240*t^6 - 511313/40*t^5 + 59455/8*t^4 - 5405/2*t^3 + 1081/2*t^2 - 47*t + 1
Extension levels are: 47
-------------------------------------------------
Ending with final polynomial:
P : -1/258623241511168180642964355153611979969197632389120000000000*t^47 + 47/5502622159812088949850305428800254892961651752960000000000*t^46 - 47/5200966124586095415737528760680770220190597120000000000*t^45 + 47/7705134999386808023314857423230770696578662400000000*t^44 - 47/15919700411956214924204250874443741108633600000000*t^43 + 2021/1851127954878629642349331497028341989376000000000*t^42 - 2021/6296353588022549803909290806218850304000000000*t^41 + 82861/1074987197955069478716220381549559808000000000*t^40 - 82861/5374935989775347393581101907747799040000000*t^39 + 82861/31804354969084895820006520164188160000000*t^38 - 82861/220251765713884320083147646566400000000*t^37 + 3065857/65480254671695338403097948979200000000*t^36 - 3065857/606298654367549429658314342400000000*t^35 + 3065857/6434189801451544967802519552000000*t^34 - 3065857/77922713858409714142937088000000*t^33 + 3065857/1073315617884431324282880000000*t^32 - 3065857/16770556529444239441920000000*t^31 + 95041567/9196756806469421629440000000*t^30 - 95041567/183935136129388432588800000*t^29 + 2756205443/120509227119254490316800000*t^28 - 2756205443/3074214977532002304000000*t^27 + 2756205443/88557633097629696000000*t^26 - 2756205443/2882053148147712000000*t^25 + 2756205443/106059555851835801600*t^24 - 2756205443/4419148160493158400*t^23 + 63392725189/4803421913579520000*t^22 - 63392725189/258035061473280000*t^21 + 63392725189/15798064988160000*t^20 - 63392725189/1105864549171200*t^19 + 41533164779/58203397324800*t^18 - 41533164779/5389203456000*t^17 + 22776251653/317011968000*t^16 - 22776251653/39626496000*t^15 + 22776251653/5811886080*t^14 - 1339779509/59304960*t^13 + 17417133617/159667200*t^12 - 17417133617/39916800*t^11 + 5178066751/3628800*t^10 - 272529829/72576*t^9 + 20963833/2688*t^8 - 20963833/1680*t^7 + 3579191/240*t^6 - 511313/40*t^5 + 59455/8*t^4 - 5405/2*t^3 + 1081/2*t^2 - 47*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 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: 1
Sufficient bits for target precision reached
Positive weights:   46 out of 47
Indefinite weights: 1 out of 47
Negative weights:   0 out of 47
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (169.14847234481057464 + 8.2213079185388573537e-1482j)  +/-  (2.43e-494, 2.43e-494j)
| (132.2247405118236923 - 8.4973503155389466214e-1475j)  +/-  (1.52e-490, 1.52e-490j)
| (123.23114946320214376 + 8.8794910069977916056e-1487j)  +/-  (9.48e-490, 9.48e-490j)
| (142.35739797790497495 + 3.614251901603785322e-1494j)  +/-  (1.6e-491, 1.6e-491j)
| (40.02442988414196658 + 5.0169171232547615963e-1505j)  +/-  (9.09e-488, 9.09e-488j)
| (25.748430891795684796 + 1.8676594953903153829e-1516j)  +/-  (9.52e-490, 9.52e-490j)
| (82.536311480503594958 + 1.2046380314820007058e-1539j)  +/-  (3.64e-487, 3.64e-487j)
| (88.210511654054112157 + 7.8230068421753544637e-1581j)  +/-  (2.19e-487, 2.19e-487j)
| (107.61265906289713365 - 2.218843266602125179e-1602j)  +/-  (1.61e-488, 1.61e-488j)
| (154.18630184947221855 + 1.1839473466628697094e-1614j)  +/-  (9.92e-493, 9.92e-493j)
| (28.306263434108247614 + 6.451917974013948713e-1612j)  +/-  (2.75e-489, 2.75e-489j)
| (43.354782115681529104 - 1.0291368142930357203e-1608j)  +/-  (1.77e-487, 1.77e-487j)
| (9.998025965172184004 + 1.3060070432485977443e-1616j)  +/-  (4.17e-495, 4.17e-495j)
| (16.869313406535863859 - 3.9833994351205347461e-1614j)  +/-  (4.04e-492, 4.04e-492j)
| (58.513486804296581303 - 3.513644787936176466e-1607j)  +/-  (7.38e-487, 7.38e-487j)
| (31.007576315590143405 + 1.7446133869331066414e-1613j)  +/-  (7.85e-489, 7.85e-489j)
| (4.9829068110197710069 + 1.2254394313467134478e-1623j)  +/-  (8.87e-499, 8.87e-499j)
| (33.857289873468370727 - 1.0578138997762263563e-1612j)  +/-  (2.05e-488, 2.05e-488j)
| (46.859600320813206461 - 5.6955803279814183415e-1611j)  +/-  (2.98e-487, 2.98e-487j)
| (50.547541618755598527 - 1.3680580938259956025e-1610j)  +/-  (4.31e-487, 4.31e-487j)
| (11.536916453072441887 - 3.5715481144554067392e-1626j)  +/-  (2.59e-494, 2.59e-494j)
| (0.73271952675175070454 + 4.6599012343793188594e-1638j)  +/-  (1.04e-505, 1.04e-505j)
| (36.860874419895487894 - 1.2024410989157266745e-1618j)  +/-  (4.73e-488, 4.73e-488j)
| (62.815610730259889494 - 8.5067830874169832731e-1629j)  +/-  (8.36e-487, 8.36e-487j)
| (77.187348901259422501 + 1.1800408290045989085e-1678j)  +/-  (5.45e-487, 5.45e-487j)
| (14.970226287158926356 - 6.1297037516993328095e-1716j)  +/-  (8.27e-493, 8.27e-493j)
| (8.5748996822157290751 - 4.1416853620048350872e-1725j)  +/-  (6.37e-496, 6.37e-496j)
| (115.08588962682499029 + 1.0361501236761724943e-1761j)  +/-  (3.94e-489, 3.94e-489j)
| (3.1385198338131876785 - 5.897394630969118386e-1805j)  +/-  (7.55e-501, 7.55e-501j)
| (72.133436234003722936 + 1.8159582033268331427e-1826j)  +/-  (7.12e-487, 7.12e-487j)
| (13.193577111793073557 + 9.3615510229220906751e-1859j)  +/-  (1.6e-493, 1.6e-493j)
| (23.329641959391279947 - 8.3982367614397488062e-1853j)  +/-  (2.77e-490, 2.77e-490j)
| (18.893540610094289046 + 1.7167637209604943282e-1858j)  +/-  (1.77e-491, 1.77e-491j)
| (21.045887830482657527 + 2.7356917669530204897e-1879j)  +/-  (7.64e-491, 7.64e-491j)
| (94.247346489823245857 + 6.4183222917597086875e-1918j)  +/-  (1.13e-487, 1.13e-487j)
| (100.69417855741631591 + 4.4072214650115861879e-1949j)  +/-  (4.74e-488, 4.74e-488j)
| (0.030438884194376671863 + 5.343710793343901139e-2011j)  +/-  (3.31e-510, 3.31e-510j)
| (1.7239395365736023689 - 2.0579302910137980079e-1970j)  +/-  (3.66e-503, 3.66e-503j)
| (0.3944077899529908749 - 1.0067810081675699895e-1973j)  +/-  (3.68e-507, 3.68e-507j)
| (54.428430843994738576 + 3.7224880422150589904e-1953j)  +/-  (5.75e-487, 5.75e-487j)
| (4.0065017929176704157 - 7.5794381747391479431e-1973j)  +/-  (7.85e-500, 7.85e-500j)
| (0.16041724982934306134 + 1.7906774607415023113e-1981j)  +/-  (1.12e-508, 1.12e-508j)
| (1.1757322531260405509 + 6.5977796883963647694e-1977j)  +/-  (1.98e-504, 1.98e-504j)
| (2.3779555903108984049 + 8.8927003358413128152e-1975j)  +/-  (5.6e-502, 5.6e-502j)
| (6.0688827507933387352 + 1.5995709460242821035e-1971j)  +/-  (8.52e-498, 8.52e-498j)
| (7.2657278225341816984 - 1.7069899208769936933e-1969j)  +/-  (7.37e-497, 7.37e-497j)
| (67.349759445468815628 - 7.044040545664335724e-1959j)  +/-  (8.36e-487, 8.36e-487j)
-------------------------------------------------
The weights are:
| (6.1385077754618393594e-73 + 1.2193275762509846313e-1540j)  +/-  (3.34e-68, 1.79e-438j)
| (3.574923520176582336e-57 + 1.5073818502640601645e-1531j)  +/-  (1.34e-63, 7.17e-434j)
| (2.5852501740239102586e-53 - 2.7729302222504703735e-1530j)  +/-  (1.39e-62, 7.42e-433j)
| (1.6234338183067396047e-61 + 2.0962568383416900968e-1534j)  +/-  (2.89e-65, 1.55e-435j)
| (1.345631231641329749e-17 - 1.112125406910100501e-1513j)  +/-  (2.17e-44, 1.16e-414j)
| (1.6344837337434787757e-11 + 8.5128157625653212568e-1511j)  +/-  (6.91e-37, 3.7e-407j)
| (7.8663516500780590065e-36 - 2.265762994757862178e-1522j)  +/-  (3.56e-57, 1.91e-427j)
| (2.868870497281511261e-38 + 1.5969197218070258565e-1523j)  +/-  (2.51e-58, 1.34e-428j)
| (1.3198457464111721672e-46 - 2.1394663751354812512e-1527j)  +/-  (7.85e-62, 4.2e-432j)
| (1.4189180887580134426e-66 - 2.9757667371325065305e-1537j)  +/-  (2.07e-68, 1.11e-438j)
| (1.3381435438776418882e-12 - 2.6167388922543766368e-1511j)  +/-  (4.43e-42, 2.37e-412j)
| (5.0676249888643658416e-19 + 2.3303776146586074453e-1514j)  +/-  (1.05e-48, 5.6e-419j)
| (6.7356095355609149411e-05 + 9.3808022867137333093e-1508j)  +/-  (1.4e-29, 7.51e-400j)
| (9.2527054757441740892e-08 + 4.7852604482651901742e-1509j)  +/-  (1.36e-36, 7.26e-407j)
| (1.6227906767016136428e-25 + 1.8470811750447164546e-1517j)  +/-  (2.5e-54, 1.34e-424j)
| (9.479575221937201063e-14 + 7.484016270226625631e-1512j)  +/-  (2.75e-44, 1.47e-414j)
| (0.0070664977309840492743 + 6.515895557496891654e-1507j)  +/-  (2.03e-24, 1.09e-394j)
| (5.7835409118720349012e-15 - 1.9876143580570111579e-1512j)  +/-  (8.98e-46, 4.81e-416j)
| (1.6025606644060798885e-20 - 4.4852485043851420488e-1515j)  +/-  (3.98e-51, 2.13e-421j)
| (4.2196853150177833409e-22 + 7.9004122727429489429e-1516j)  +/-  (9.44e-53, 5.06e-423j)
| (1.559556401358041244e-05 - 4.9106897675376271276e-1508j)  +/-  (1.05e-37, 5.64e-408j)
| (0.18771752856936152375 + 1.2461847586484361198e-1506j)  +/-  (2.76e-30, 1.48e-400j)
| (3.0229308793923295231e-16 + 4.8907291912253636873e-1513j)  +/-  (7.65e-48, 4.1e-418j)
| (2.314738082671198645e-27 - 2.4273290926871995967e-1518j)  +/-  (2.96e-57, 1.58e-427j)
| (1.5620862032116955403e-33 + 2.7875858828323820257e-1521j)  +/-  (3.81e-61, 2.04e-431j)
| (5.7906378984005516771e-07 - 1.1094515827974415295e-1508j)  +/-  (1.7e-43, 9.12e-414j)
| (0.00025785499167889075533 - 1.6802320827169992405e-1507j)  +/-  (1.5e-39, 8.02e-410j)
| (8.1309779891132284021e-50 + 7.8860816819621955313e-1529j)  +/-  (8.01e-69, 4.29e-439j)
| (0.035289460153555321633 + 1.1391098290138373001e-1506j)  +/-  (7.29e-35, 3.91e-405j)
| (2.3140535943953699144e-31 - 3.004027649708736655e-1520j)  +/-  (2.85e-60, 1.53e-430j)
| (3.1965905839000407183e-06 + 2.4105972040408851887e-1508j)  +/-  (1.67e-43, 8.96e-414j)
| (1.7348052272143484653e-10 - 2.5812591279663240789e-1510j)  +/-  (4.61e-48, 2.47e-418j)
| (1.3011321109360548839e-08 - 1.9329847398584671101e-1509j)  +/-  (4.1e-47, 2.2e-417j)
| (1.6060013698672678464e-09 + 7.3062567971821512636e-1510j)  +/-  (8.09e-48, 4.33e-418j)
| (7.3044849561115441235e-41 - 9.6530541797878098972e-1525j)  +/-  (7.37e-67, 3.95e-437j)
| (1.2395332235198927992e-43 + 4.9506257394385962386e-1526j)  +/-  (3.44e-68, 1.84e-438j)
| (0.075778112923116415178 - 1.6052181492619332903e-1507j)  +/-  (3.47e-43, 1.86e-413j)
| (0.10719544576291999598 + 1.4554474985762179984e-1506j)  +/-  (1.72e-44, 9.22e-415j)
| (0.19285180467984578175 - 9.2433582720757906408e-1507j)  +/-  (4.84e-43, 2.59e-413j)
| (9.1626712425820673872e-24 - 1.2683102479987281414e-1516j)  +/-  (1.67e-58, 8.92e-429j)
| (0.016777839460229406184 - 8.934318285736274518e-1507j)  +/-  (8.3e-47, 4.44e-417j)
| (0.15496745556580411669 + 5.2749799507066764203e-1507j)  +/-  (1.02e-43, 5.45e-414j)
| (0.15291330305354038481 - 1.4295641586392344162e-1506j)  +/-  (8.8e-45, 4.71e-415j)
| (0.065581657688528728054 - 1.3437621472594355372e-1506j)  +/-  (4.46e-46, 2.39e-416j)
| (0.0026404157177842047249 - 4.4334686979030402472e-1507j)  +/-  (2.14e-48, 1.14e-418j)
| (0.00087578905326661572435 + 2.820540062006680342e-1507j)  +/-  (8.24e-49, 4.41e-419j)
| (2.6203609794374377702e-29 + 2.8610923823630772817e-1519j)  +/-  (4.83e-62, 2.59e-432j)
