Starting with polynomial:
P : t^10 - 45*t^8 + 630*t^6 - 3150*t^4 + 4725*t^2 - 945
Extension levels are: 10 62
-------------------------------------------------
Trying to find an order 62 Kronrod extension for:
P1 : t^10 - 45*t^8 + 630*t^6 - 3150*t^4 + 4725*t^2 - 945
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : t^72 - 8802627507019299408965823428926115544522028539388829678737969939896449143244605688944559847/3892059081659912895706007641576566188809076285615050249820927404029733647120419087711288*t^70 + 3612277141499879495777117035724258741505910100657872692810174612634297810903873175165428638624289/1498442746439066464846812942006977982691494369961794346181057050551447454141361348768845880*t^68 - 21737032401245550700202008907942466003918389582163946388785604305587270953933292019815866785661895299/13485984717951598183621316478062801844223449329656149115629513454963027087272252138919612920*t^66 + 8612826078183513589294253917197955859768237005020342688183416486131470965287453793118109761660114290731/11345352223038646090983012275195690440378457372567871478228003382746673581356021640678404520*t^64 - 4943530087494534575673380382612412920136538565380475161374570589104893160060153561960923587477011734990344/18436197362437799897847394947192996965614993230422791152120505496963344569703535166102407345*t^62 + 1361279910899781785573996517791216046652341297243663699706308086547938473729826769510137594102569461412682596/18436197362437799897847394947192996965614993230422791152120505496963344569703535166102407345*t^60 - 59986592909166515287091044084138621551427676891136219869170840842811113207041478195420683720612999126790805602/3687239472487559979569478989438599393122998646084558230424101099392668913940707033220481469*t^58 + 10770885259107665981098985759263497196867196267699614164954080060455668412047019022325450438825147619290384697302/3687239472487559979569478989438599393122998646084558230424101099392668913940707033220481469*t^56 - 290387362205897741248846018467795209270825353975041909951117713049870771931579652150210608651650864085367710237383/670407176815919996285359816261563526022363390197192405531654745344121620716492187858269358*t^54 + 677540367978623727287604403952492504177831819469784537007144808196758857730944794198372320457316544427880960173269/12649192015394716911044524835123840113629497928248913311918014063096634353141362035061686*t^52 - 5413883200778663972698495489550709986987374788767776822067960457598226804240451732019662966819915019672954977896727/973014770414978223926501910394141547202269071403762562455231851007433411780104771927822*t^50 + 474892726100613742543692329949978631876832065372867034789233352814559291926694601819088063176635335902525764183751925/973014770414978223926501910394141547202269071403762562455231851007433411780104771927822*t^48 - 17653275704753776692962694105807342525172898277615073163944209047888291776592129961719430810848408965644785155900092450/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^46 + 1115049570073177288509503683221698504357071343035156355536793535647244304361590343165635333969665659740034778360687528450/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^44 - 59912405738766239822371176246924279887504725774998114691278784786894731825294176905173078713876686082974907494092925792800/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^42 + 2739019631796726640948824025504368348257091117058639455415460433368768882327491734139610470440574053636348203530216913590950/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^40 - 425869519361440707929991183347211921648561586856274851600369276213817397155045005116444219907908661046536715515320295290664625/1946029540829956447853003820788283094404538142807525124910463702014866823560209543855644*t^38 + 14051530785628692980717907169576165367029017681607178988463543749890552147889156794856966094937495253690182058143898462202104375/1946029540829956447853003820788283094404538142807525124910463702014866823560209543855644*t^36 - 392526515176721875505102103173089570268107747140714848845899109646862361606700381990879639463512961394122006747981736530904009125/1946029540829956447853003820788283094404538142807525124910463702014866823560209543855644*t^34 + 9250272519757910053836691942312493753413434654951095258379182920471112444523141165683947792793848085080365280947979477023867498375/1946029540829956447853003820788283094404538142807525124910463702014866823560209543855644*t^32 - 45760885556902560950221994234925797641566416649347628896870966906723569478974369907052877527039764396068021099192789718864893441500/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^30 + 755891746984018543080929427944674412252228854199399927336983185876816157402481584060324567775425943674286426777953493175412924680000/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^28 - 10347602902046813861396215422905299445025551463093777429392680145530231896042375735385505816410147175653133769448439819569102979253750/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^26 + 116352705447002479943190769494009078867340094215238894933519906862163155696556729771556470898167583487974154232170809205322277197706250/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^24 - 2126121662825397339768077758867959858931675343850968014145508685134150939572652403221642288361894998920563589408115984553645974645571875/973014770414978223926501910394141547202269071403762562455231851007433411780104771927822*t^22 + 187660340056574703659410502741250586079851166261576712209798012080668148806738823817667006216856077236804706547774286097256945909809375/11723069523072026794295203739688452375930952667515211595846166879607631467230177975034*t^20 - 90011851774715443207282944416432664959924365256346767892382607207231040768540610491942990835647002298867449159940264744883178823669196875/973014770414978223926501910394141547202269071403762562455231851007433411780104771927822*t^18 + 402080109291161418233249929703146734234343871703278498738516334980642866699459191786176032539477443994848384445109745133075613760996990625/973014770414978223926501910394141547202269071403762562455231851007433411780104771927822*t^16 - 676573462712949135166735796002212700854747487444654523207830502771658639632985815659558244137534577424395704421528032987332341109522356250/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^14 + 1659496815059425819778396376833382005817242888001616353581323879729904522847983413329152061664352796967026491433724160398344389704264331250/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^12 - 2838573987519641403991989541930972971762896315873645693550048315163299581040269723205954087213977851057469276583489598760755022434703512500/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^10 + 3184260037548162009721205475946259490051207087789265223364277185282762989147647386163406050211738081647176296905761120130248190274768484375/486507385207489111963250955197070773601134535701881281227615925503716705890052385963911*t^8 - 17107459212060759487093896996864845679062333360198801000095925076101941090972499580736426524690678706924944669921431317810635229092004359375/3892059081659912895706007641576566188809076285615050249820927404029733647120419087711288*t^6 + 5921821290924451692653329222289810575860709012871257995224825377812087481698549580812177900059090964288774836957710309473571254468124265625/3892059081659912895706007641576566188809076285615050249820927404029733647120419087711288*t^4 - 788383888575126633622049011185717003297619937051547393695635267999560649343512825183810661963216926976724955166041294575247373565446671875/3892059081659912895706007641576566188809076285615050249820927404029733647120419087711288*t^2 + 16774014062041038874188482977213743004530840575507626642108836165410774016527596262987475247330665375999093437719091540324989858494890625/3892059081659912895706007641576566188809076285615050249820927404029733647120419087711288
-------------------------------------------------
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:   72 out of 72
Indefinite weights: 0 out of 72
Negative weights:   0 out of 72
Extension rule has valid weights: 1
-------------------------------------------------
The nodes are:
| (-14.408171348508016951 - 2.1842113368552407401e-692j)  +/-  (3.35e-242, 3.35e-242j)
| (14.408171348508016951 - 2.2995171111414475797e-688j)  +/-  (3.18e-242, 3.18e-242j)
| (15.291332990554532068 + 7.3874302598261234863e-694j)  +/-  (1.18e-243, 1.18e-243j)
| (-9.3664219942234491258 + 7.6956096592017405974e-687j)  +/-  (2.34e-238, 2.34e-238j)
| (-10.315080598180095463 + 7.491217593192523985e-687j)  +/-  (1.63e-238, 1.63e-238j)
| (10.811072503606645301 + 1.2593417497409041179e-697j)  +/-  (1.08e-238, 1.08e-238j)
| (12.425531116144465883 + 7.0905790282360375061e-718j)  +/-  (8.09e-240, 8.09e-240j)
| (-13.677628051943354279 - 9.8558916379557239429e-729j)  +/-  (3.36e-241, 3.36e-241j)
| (-2.8428884953923814671 - 1.0429186832618661039e-734j)  +/-  (1.19e-245, 1.19e-245j)
| (-10.811072503606645301 - 1.5666079760397164031e-727j)  +/-  (1.16e-238, 1.16e-238j)
| (11.861447089036920331 + 3.6608167398582885882e-734j)  +/-  (2.5e-239, 2.5e-239j)
| (-6.7536907581692272044 + 5.7540343703306259613e-744j)  +/-  (2.61e-239, 2.61e-239j)
| (-13.026107177318140093 - 4.6733922147659452501e-743j)  +/-  (2.16e-240, 2.16e-240j)
| (-7.5942392274264042186 + 6.0377808876273408599e-743j)  +/-  (8.4e-239, 8.4e-239j)
| (-5.1522488825180743934 + 1.7736478155711703138e-750j)  +/-  (1.79e-240, 1.79e-240j)
| (6.3426062150298777801 - 3.6021885729397597445e-751j)  +/-  (1.36e-239, 1.36e-239j)
| (8.9097627216783498618 - 1.0782695900872380242e-768j)  +/-  (2.21e-238, 2.21e-238j)
| (-7.1707659043784213604 + 2.1348106078161000815e-782j)  +/-  (4.81e-239, 4.81e-239j)
| (-2.4843258416389545809 + 1.9669864466229248703e-789j)  +/-  (1.44e-246, 1.44e-246j)
| (-11.325194421889612516 - 6.5810646057286357809e-781j)  +/-  (6.02e-239, 6.02e-239j)
| (2.1354257526104196094 + 6.9992647671805503337e-790j)  +/-  (1.6e-247, 1.6e-247j)
| (4.8594628283323121502 - 5.5904726418471798753e-784j)  +/-  (1.22e-240, 1.22e-240j)
| (13.677628051943354279 - 2.1853220232706569418e-781j)  +/-  (3.22e-241, 3.22e-241j)
| (8.4629000100878421919 + 1.2346774851122430413e-785j)  +/-  (1.69e-238, 1.69e-238j)
| (-1.7967834931240081591 + 1.5695130478602548714e-807j)  +/-  (1.6e-248, 1.6e-248j)
| (-9.834277128402990254 - 1.0361962139362477187e-796j)  +/-  (2.13e-238, 2.13e-238j)
| (1.4659890943911581833 + 6.8925888226272705348e-810j)  +/-  (1.71e-249, 1.71e-249j)
| (5.5387886059069764127 + 2.4172532306754965984e-798j)  +/-  (3.09e-240, 3.09e-240j)
| (13.026107177318140093 - 2.3868641009164610308e-796j)  +/-  (1.92e-240, 1.92e-240j)
| (-1.4659890943911581833 + 1.2086095242683461664e-816j)  +/-  (1.66e-249, 1.66e-249j)
| (7.5942392274264042186 - 1.2671177234176778183e-806j)  +/-  (8.2e-239, 8.2e-239j)
| (4.3367579335096479902 + 3.3665081330902384396e-816j)  +/-  (5.4e-242, 5.4e-242j)
| (5.1522488825180743934 + 8.6734896210131961478e-815j)  +/-  (1.66e-240, 1.66e-240j)
| (-12.425531116144465883 - 4.967180632999766523e-811j)  +/-  (8.58e-240, 8.58e-240j)
| (-3.9587039973280935188 - 2.2792296336787871548e-822j)  +/-  (6.43e-243, 6.43e-243j)
| (-6.3426062150298777801 + 1.1679597324008466328e-818j)  +/-  (1.38e-239, 1.38e-239j)
| (-8.9097627216783498618 - 1.8949989446776627683e-817j)  +/-  (2.26e-238, 2.26e-238j)
| (3.9587039973280935188 - 1.2251068274341695445e-833j)  +/-  (6.3e-243, 6.3e-243j)
| (-15.291332990554532068 + 4.8125194297501853944e-829j)  +/-  (1.29e-243, 1.29e-243j)
| (-4.8594628283323121502 + 1.2721633264359717069e-828j)  +/-  (1.24e-240, 1.24e-240j)
| (10.315080598180095463 + 6.4296346382372057745e-845j)  +/-  (1.68e-238, 1.68e-238j)
| (2.4843258416389545809 + 4.18824409213969537e-873j)  +/-  (1.43e-246, 1.43e-246j)
| (4.6906191580987946045 - 1.7508091507670406739e-865j)  +/-  (6.08e-241, 6.08e-241j)
| (1.1383767352747479711 - 5.548408052994565947e-895j)  +/-  (1.46e-250, 1.46e-250j)
| (11.325194421889612516 + 5.9775063478111588859e-881j)  +/-  (5.98e-239, 5.98e-239j)
| (-2.1354257526104196094 - 1.6716259343537148955e-911j)  +/-  (1.59e-247, 1.59e-247j)
| (-3.2093156132869419472 - 1.6107135654557020488e-909j)  +/-  (9.78e-245, 9.78e-245j)
| (9.3664219942234491258 + 1.6317286407951654396e-901j)  +/-  (2.41e-238, 2.41e-238j)
| (-0.48493570751549765305 + 5.9860647741293754987e-925j)  +/-  (6.49e-253, 6.49e-253j)
| (-8.4629000100878421919 + 1.3566603074756522418e-910j)  +/-  (1.71e-238, 1.71e-238j)
| (0.16118402367603949813 - 1.0775738181721669455e-925j)  +/-  (3.7e-254, 3.7e-254j)
| (-5.9374013890666001063 - 3.4118551557155136604e-913j)  +/-  (6.11e-240, 6.11e-240j)
| (6.7536907581692272044 + 3.8690861259221418839e-911j)  +/-  (2.62e-239, 2.62e-239j)
| (0.48493570751549765305 + 2.2670866277851854251e-980j)  +/-  (6.4e-253, 6.4e-253j)
| (-3.5818234835519269228 - 2.7592277302945648232e-917j)  +/-  (8.58e-244, 8.58e-244j)
| (3.5818234835519269228 - 3.8261801862685332354e-916j)  +/-  (8.22e-244, 8.22e-244j)
| (-0.81112455687726743708 + 3.360356407495396227e-924j)  +/-  (9.56e-252, 9.56e-252j)
| (-5.5387886059069764127 + 2.3764673566264814943e-913j)  +/-  (2.86e-240, 2.86e-240j)
| (7.1707659043784213604 + 1.651123927488558265e-910j)  +/-  (5.1e-239, 5.1e-239j)
| (1.7967834931240081591 + 1.5797556427516054684e-924j)  +/-  (1.68e-248, 1.68e-248j)
| (-11.861447089036920331 - 1.3426488040162964842e-914j)  +/-  (2.5e-239, 2.5e-239j)
| (-4.6906191580987946045 - 2.9048719117150924873e-916j)  +/-  (5.67e-241, 5.67e-241j)
| (-1.1383767352747479711 + 3.0668100039359292309e-925j)  +/-  (1.38e-250, 1.38e-250j)
| (3.2093156132869419472 + 1.4525583866109326772e-918j)  +/-  (1.07e-244, 1.07e-244j)
| (2.8428884953923814671 - 7.75706535050115833e-920j)  +/-  (1.27e-245, 1.27e-245j)
| (9.834277128402990254 + 1.8986980937125730729e-911j)  +/-  (2.17e-238, 2.17e-238j)
| (-8.0247003962030808387 + 2.6442827475674439404e-920j)  +/-  (1.26e-238, 1.26e-238j)
| (-0.16118402367603949813 + 8.6706565960169807587e-936j)  +/-  (3.7e-254, 3.7e-254j)
| (-4.3367579335096479902 + 1.2854136930943603897e-924j)  +/-  (5.52e-242, 5.52e-242j)
| (8.0247003962030808387 + 1.0696310216874798315e-919j)  +/-  (1.27e-238, 1.27e-238j)
| (0.81112455687726743708 + 7.2276267728205507417e-942j)  +/-  (1.1e-251, 1.1e-251j)
| (5.9374013890666001063 - 4.3770739291962137944e-928j)  +/-  (6.16e-240, 6.16e-240j)
-------------------------------------------------
The weights are:
| (2.6185702125675589338e-46 + 3.0942883691328683341e-721j)  +/-  (7.13e-59, 1.83e-177j)
| (2.6185702125675589338e-46 + 6.5337403273306745223e-722j)  +/-  (3.39e-59, 8.68e-178j)
| (6.845793830048443753e-52 - 7.4581580857821375466e-725j)  +/-  (4.84e-61, 1.24e-179j)
| (1.6415457406304830188e-20 + 6.7103072984286850125e-706j)  +/-  (2.23e-47, 5.73e-166j)
| (1.5298478243628908925e-24 - 6.8057422930778868162e-709j)  +/-  (3.06e-50, 7.86e-169j)
| (8.3897822369502702372e-27 + 2.0335781342636177966e-711j)  +/-  (1.42e-52, 3.65e-171j)
| (6.8952505419074154264e-35 - 8.0213448775586510545e-716j)  +/-  (2.8e-56, 7.19e-175j)
| (6.4996262053219427259e-42 - 7.5064345495744093307e-719j)  +/-  (1.53e-59, 3.93e-178j)
| (0.002544513659203098446 - 1.1279601808873194762e-696j)  +/-  (5.75e-18, 1.47e-136j)
| (8.3897822369502702372e-27 + 2.9289905422168999069e-710j)  +/-  (1.31e-52, 3.35e-171j)
| (6.1547081204865184472e-32 + 3.1587172555120871852e-714j)  +/-  (5.44e-56, 1.39e-174j)
| (2.0575407287761530559e-11 + 1.3350452530770271635e-701j)  +/-  (9.39e-42, 2.41e-160j)
| (3.5473982225961720903e-38 + 8.4724036216430027463e-717j)  +/-  (1.29e-58, 3.32e-177j)
| (5.1023872571552827035e-14 + 4.4701161765275273513e-703j)  +/-  (7.65e-45, 1.96e-163j)
| (2.5585272183481261001e-07 + 1.359930338762802193e-698j)  +/-  (1.93e-36, 4.94e-155j)
| (2.9936639150673574132e-10 + 1.3511697887614151991e-701j)  +/-  (1.11e-44, 2.86e-163j)
| (1.0414282396509757996e-18 + 7.4630005941284148584e-707j)  +/-  (1.44e-52, 3.68e-171j)
| (1.1446415096466905205e-12 - 2.4831478178028109199e-702j)  +/-  (1.08e-43, 2.78e-162j)
| (0.0064520769811568800324 + 2.1534667258895085079e-696j)  +/-  (7.9e-22, 2.03e-140j)
| (2.9462336979441296244e-29 - 9.7768308891261941225e-712j)  +/-  (3.62e-55, 9.3e-174j)
| (0.014023248462810671592 + 2.4640291518962608784e-696j)  +/-  (1.58e-21, 4.04e-140j)
| (4.5359627077131122989e-07 + 2.164919039495144446e-698j)  +/-  (4.62e-40, 1.19e-158j)
| (6.4996262053219427259e-42 - 1.3971768382512092745e-719j)  +/-  (1.15e-63, 2.94e-182j)
| (4.9482852815893948254e-17 - 7.1436141196746624277e-706j)  +/-  (2.27e-52, 5.83e-171j)
| (0.026524206558748340594 + 6.5873257516378614506e-696j)  +/-  (3.6e-20, 9.23e-139j)
| (1.8868082323634870544e-22 + 2.1598573949183287744e-707j)  +/-  (5.86e-53, 1.5e-171j)
| (0.044738428803178125208 + 7.3030543590245417953e-696j)  +/-  (9.77e-18, 2.51e-136j)
| (3.4297392462770251405e-08 + 5.2013210983799306469e-700j)  +/-  (5.82e-44, 1.49e-162j)
| (3.5473982225961720903e-38 + 1.3761009795888149039e-717j)  +/-  (2.12e-62, 5.43e-181j)
| (0.044738428803178125208 - 1.0009072130402641222e-695j)  +/-  (1.5e-19, 3.85e-138j)
| (5.1023872571552827035e-14 - 4.6928635967481617846e-704j)  +/-  (9.3e-51, 2.39e-169j)
| (1.2354774425964471744e-05 + 3.6936496072653671729e-698j)  +/-  (1.29e-40, 3.31e-159j)
| (2.5585272183481261001e-07 - 3.9550428836541984663e-699j)  +/-  (8.4e-43, 2.15e-161j)
| (6.8952505419074154264e-35 - 5.7588750458621279046e-715j)  +/-  (1.89e-62, 4.85e-181j)
| (5.967601995848349066e-05 + 1.6016531222609303077e-697j)  +/-  (6.18e-41, 1.59e-159j)
| (2.9936639150673574132e-10 - 6.999098531623319917e-701j)  +/-  (3e-48, 7.69e-167j)
| (1.0414282396509757996e-18 - 2.9569935529280911307e-705j)  +/-  (2.14e-54, 5.49e-173j)
| (5.967601995848349066e-05 - 6.508564273547360909e-698j)  +/-  (2.14e-42, 5.48e-161j)
| (6.845793830048443753e-52 - 3.115138889596541753e-724j)  +/-  (3.92e-71, 1.01e-189j)
| (4.5359627077131122989e-07 - 6.8212655456207585812e-698j)  +/-  (4.14e-45, 1.06e-163j)
| (1.5298478243628908925e-24 - 3.6506618350635491502e-710j)  +/-  (1.53e-60, 3.93e-179j)
| (0.0064520769811568800324 - 1.251524000384712839e-696j)  +/-  (1.99e-38, 5.11e-157j)
| (1.951950429023978692e-06 - 3.2884152702313451593e-698j)  +/-  (4.89e-45, 1.25e-163j)
| (0.068304288002783900101 - 1.0736958096781856045e-695j)  +/-  (1.83e-30, 4.69e-149j)
| (2.9462336979441296244e-29 - 9.1123700190647209844e-713j)  +/-  (1.87e-62, 4.81e-181j)
| (0.014023248462810671592 - 3.9168732103774772289e-696j)  +/-  (2.3e-37, 5.91e-156j)
| (0.0008555757958495675265 + 5.7787535570414132142e-697j)  +/-  (1.68e-42, 4.32e-161j)
| (1.6415457406304830188e-20 - 6.8475681933812144366e-708j)  +/-  (8.25e-59, 2.12e-177j)
| (0.11529284170564083517 + 1.9796667526748512934e-695j)  +/-  (1.24e-33, 3.17e-152j)
| (4.9482852815893948254e-17 + 1.3992779779196742694e-704j)  +/-  (5.28e-56, 1.36e-174j)
| (0.12705232533278421562 + 2.0310341119718294756e-695j)  +/-  (1.07e-34, 2.73e-153j)
| (3.5503746540621782703e-09 + 3.6626160279156152851e-700j)  +/-  (9.53e-51, 2.44e-169j)
| (2.0575407287761530559e-11 - 2.1711285625665554961e-702j)  +/-  (3.43e-54, 8.81e-173j)
| (0.11529284170564083517 - 1.7850144180816637852e-695j)  +/-  (2.66e-37, 6.81e-156j)
| (0.00024494205827478006752 - 2.9726974626034215861e-697j)  +/-  (1.25e-45, 3.2e-164j)
| (0.00024494205827478006752 + 1.3295864549744493039e-697j)  +/-  (2.94e-47, 7.55e-166j)
| (0.093892822276857076258 - 1.7140289732334416155e-695j)  +/-  (1.34e-38, 3.44e-157j)
| (3.4297392462770251405e-08 - 2.0209651030939191837e-699j)  +/-  (2.83e-50, 7.25e-169j)
| (1.1446415096466905205e-12 + 3.3099618948943784837e-703j)  +/-  (2.29e-55, 5.87e-174j)
| (0.026524206558748340594 - 4.4691448365563942574e-696j)  +/-  (5.16e-43, 1.32e-161j)
| (6.1547081204865184472e-32 + 2.7155909298472322101e-713j)  +/-  (4.21e-65, 1.08e-183j)
| (1.951950429023978692e-06 + 9.8694538460967663684e-698j)  +/-  (8.3e-49, 2.13e-167j)
| (0.068304288002783900101 + 1.3703448277865983596e-695j)  +/-  (1.89e-42, 4.85e-161j)
| (0.0008555757958495675265 - 2.8321527203114905474e-697j)  +/-  (4.57e-48, 1.17e-166j)
| (0.002544513659203098446 + 6.0320631854768026374e-697j)  +/-  (1.83e-47, 4.69e-166j)
| (1.8868082323634870544e-22 + 5.4296336128444606081e-709j)  +/-  (5.14e-62, 1.32e-180j)
| (1.7997725444843480721e-15 - 7.8513423496699008276e-704j)  +/-  (3.05e-57, 7.84e-176j)
| (0.12705232533278421562 - 2.1020645972740254609e-695j)  +/-  (3.1e-46, 7.95e-165j)
| (1.2354774425964471744e-05 - 1.0048163214193540769e-697j)  +/-  (3.34e-50, 8.57e-169j)
| (1.7997725444843480721e-15 + 6.0925217697743282964e-705j)  +/-  (2.25e-58, 5.76e-177j)
| (0.093892822276857076258 + 1.441156237067710397e-695j)  +/-  (2.93e-48, 6.7e-167j)
| (3.5503746540621782703e-09 - 8.227349506267379247e-701j)  +/-  (3.25e-54, 8.37e-173j)
