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+ (-8.3158096383762370836236069741000682823917296280190146943430900871E-01-5.5540354750657541171461203507971839931590219704300799298558841702E-01*I)*k2_0*x1_2
+ (-7.2878495707526140495126291834445963715723348729492530412183577843E-01-6.8474264241451283479449448734103453283287407562438252684473830947E-01*I)*k4_0*x3_2
+ (9.3521593408508576543599872109709317704461906182247115379654780350E-01+3.5407789627899750727486231039304463818006781408903446406903881856E-01*I)*x3_3;


+ (-4.8808409868626897315515654253113169885809093124084888354264527275E-01-8.7279660437561995021941157739743089843532304306306621639153316440E-01*I)*x2_3
+ (-4.6931946792231052848406611896277581717182317473289589961292934467E-01+8.8302844633064870413401963361732920276126252476249826512298741469E-01*I);


+ (4.9627741346652573015965491520452782770794765132612470439000449050E-01-8.6816399884064247337778612795655465369817260042209705733828462537E-01*I)*k3_0*x2_3
+ (-5.8509883238307934325600390293900674060964324539310313029367544402E-01+8.1096199438935313354328688366156880890039916265014514593151678482E-01*I)*k5_0*x4_3
+ (-8.8125669402477133626946704275485312707854706017648486138763509562E-01-4.7263795788799120972553665835751519823443436852882867550487279208E-01*I)*k6_0*x2_3
+ (-3.8550926365270961515062024370558591611997583945408259464704392978E-01+9.2270396533121370627512647069733889643096158292021399029135304851E-01*I)*k7_0*x2_3
+ (-7.0424953687439761447767181608886543962095929453050693535935156037E-01+7.0995252644961865413692278345815574912611000285130343618465593981E-01*I)*x1_3
+ (5.2538578297277560304290754754035674563555411631993214002371811770E-01-8.5086413665760030858253869184132144377525080267987354157071474848E-01*I)*x2_4;


+ (-1.0642602723072576056551360836433307209281873129399444901464011810E-01-9.9432062270068844172514786580527617483513775042893111516133802912E-01*I)*k2_0*x1_2
+ (9.8340766120612528252581753788773380699309779520586349042007157598E-01+1.8140940405915762512139654347725502783584024034172999041969752130E-01*I)*x1_2
+ (9.6355814106570350551564047194900613654529109958159879685037669623E-01-2.6749898838314477583222776709034528345990017998958561603725985988E-01*I)*x1_3;


+ (-6.2855375715744157604167136098151757233205373151367661964701347996E-01-7.7776614374969033021741415266487563179986563416921334324103315621E-01*I)*k5_0*x4_2
+ (6.8752387911843600293784196256044408592859228097911085033086513773E-01+7.2616176960918164180350125022943724279620004077494367354049482892E-01*I)*k6_0*x2_2
+ (9.7701669672183543665631014020450302668461622654399569243040472341E-01-2.1316278832561990279840597651816716704184035627463876993109021247E-01*I)*x4_3;


+ (-9.9999749692656854656888981312081016450763863602205119356351022719E-01-2.2374406355320936139689230603481942115598545345184334644494539221E-03*I)*s3_0*x3_3
+ (-9.9554614730490578354274350811857197928783383232653270816468653646E-01+9.4275493031640173433209964512659351493903946110020754438226733302E-02*I);


+ (6.9749733070867609393433609490720215376189504399408497280603297123E-01+7.1658738033422813884750000903428420609777336720343174959583030593E-01*I)*k3_0*x2_3
+ (9.9495730743529619146736442019222536388255626399844741796238064036E-01-1.0029933390160424186557877179430799048853342801920467878092842520E-01*I)*k2_0*x1_3
+ (-3.5869973687418615103552779800380924115191526729566642836661761438E-02+9.9935646542545763238721720273333494036842641367029861677129034918E-01*I)*k4_0*x3_3
+ (-1.8864931377833432510052792093963025785377118978988215429687179921E-01-9.8204451854840244760899115236526084914688745032177632515393004047E-01*I)*x3_4;


+ (9.4259475372902121236345207162599670589319398401605752954075240844E-01-3.3393881212360723624762733435737384851936609524079314661812504039E-01*I)*x2_4
+ (2.2720156477582937906094932299241586035314177394892207939852756587E-02+9.9974186392770116209835833934516460365235457218338089136562845303E-01*I);


+ (9.0419647209885629616893534983035114273985131574280889942627871036E-01-4.2711677541859929565295713773034238006498334250320382411851239483E-01*I)*k3_0*x2_4
+ (-9.4161691081758318796525852819521933378056161375241142405166487107E-01-3.3668619404773874554786006103567882271735837951258247015869672019E-01*I)*k5_0*x4_4
+ (9.4248600011095183702798858763958939012763582402437995913152866936E-01+3.3424562763760858782278589777118503878653690448242248423591703086E-01*I)*k6_0*x2_4
+ (-7.0996794874717361256722211954151817371153169272655606044342922596E-01-7.0423398934709950735781521909261604621607383597136897894243075081E-01*I)*k7_0*x2_4
+ (-9.8291612098770685853143826432304122552880126955415724753878150033E-01-1.8405406570483471081560409563234838108054983414726184399314718080E-01*I)*x1_4
+ (-5.7600797322265694460202837557963625009475653443102944484652197800E-01-8.1744407440749542709095230978959527229755114124728355548270980230E-01*I)*x2_5;


+ (-8.0285303295527190061253421619495201686246261953684430244756044629E-01+5.9617699341262833698015745641947702050887336356201775702690725314E-01*I)*k5_0*x4_3
+ (9.4682960818845986898080543554857424431198987260501384637990017371E-01-3.2173543954262727167022433872137810500342356057630247052130118212E-01*I)*k6_0*x2_3
+ (3.0480250930362718069350425168427370715780587088655790709971024353E-01-9.5241557648025279761133120826844586418966292272465705126445075960E-01*I)*x4_4;


+ (3.0972518363857663885054729096605610622720561743891209339236905723E-02-9.9952023646657624826801335012110561550342184279251230737732449710E-01*I)*k2_0*x1_3
+ (7.6174390422404884492587482148412237402541443392101656832473319618E-01+6.4787824811263967940474941168710117357652293234621339374011109843E-01*I)*x1_3
+ (-1.2653676040791904910741385874105338712336968982001930777290745915E-01+9.9196191875770558241673256272195029439741406413717627988331533069E-01*I)*x1_4;


+ (9.8256211936504313924711485183519737437660192551292486965213989352E-01-1.8593461643511871352481440227890881486069449185598038971703633165E-01*I)*s3_0*x3_4
+ (-1.3139869827032101892262255338052300600173012175235777722098710463E-01-9.9132960315571386454689974924376007647801610201443936709921256759E-01*I);


+ (-8.5551699626003808025886722280876303800205609406819454521301671998E-01-5.1777472814941633591347179244430428700817948282452062600451414702E-01*I)*k3_0*x2_4
+ (-4.1321308922606005287213190268025100399602686873221032408226103985E-01+9.1063436289888387533047580084750127919975144017682727755311120516E-01*I)*k2_0*x1_4
+ (2.4697967278302285794064924314642979216372114205952479523540355848E-01+9.6902066089015406407802113066873782099637039728637638586851826070E-01*I)*k4_0*x3_4
+ (3.5642441191094722090583831743716572438473636402100179674028003446E-01+9.3432416140969801254846393816536595210363946750596107295706194561E-01*I)*x3_5;


+ (6.0512874881167072909959919093347682113776114113563219262544843796E-05-9.9999999816909598513200479999320488629886568063300209030927180278E-01*I)*x2_5
+ (-8.5055506957749153915407508603463374489657843286715551388882400991E-01+5.2588598918019153365370745838433479519592412634816991873719545899E-01*I);


+ (-2.3477566655377861716687332195623248192876031458495703907070998492E-01+9.7204958021400788852956781906950045859929270847349879988032403828E-01*I)*k3_0*x2_5
+ (-4.6700867302912486461606115250378543022455064674139642935033470102E-01-8.8425273497771887991240001497617710789418813512128670241846484731E-01*I)*k5_0*x4_5
+ (-9.9946104848467827042967010825858095860653401102249401709471850664E-01+3.2827009640044759217915451605637359633619564476523615176914668794E-02*I)*k6_0*x2_5
+ (-4.5571837905855395411256804346700743952608033582198305174990646985E-01-8.9012401326345765139060556710852214912512504342549971634679759895E-01*I)*k7_0*x2_5
+ (-9.7576074768020428165824130518075493680684902839607180796927972932E-01-2.1884004040981329194256985984405121293834098136277635606608432805E-01*I)*x1_5
+ (-5.6193684222052004765398037108643013272291977655969126436992029611E-01-8.2718014081288868766714370894402868153335672120158205107664813280E-01*I)*x2_6;


+ (6.6050450365600686070924295908908191183596385210296175666766390367E-01+7.5082208321954144529787295567607739184721858289585087893345013096E-01*I)*k2_0*x1_4
+ (4.4112501175506914343313277327117193564392048045442263514118405172E-01-8.9744566632420155111616606667172577097053472868965314045564692543E-01*I)*x1_4
+ (-2.5393137596326845107242701798969081099479839954795336097846473407E-01+9.6722223728644763284127141623896287364029889175420405746528751493E-01*I)*x1_5;


+ (-9.9528702404974085360476029221178537920582881440615325140526756822E-01-9.6972881560829013484675051465159000165457703750652227233498736325E-02*I)*k5_0*x4_4
+ (-3.2509553812177317170179152068251123069274660033772611437918228259E-01+9.4568117835416113691702374338208988394456823681740328007010737115E-01*I)*k6_0*x2_4
+ (-9.4943590430664945747587264286761614547208809404920090733006792692E-01+3.1396092688966054548941039607181744689877585852943407470364512900E-01*I)*x4_5;


+ (1.6217296174188240579487547179271977310057702886220542015665858360E-02+9.9986849100509145880027487121267192422310824540338503694765813770E-01*I)*s3_0*x3_5
+ (-6.7614319064662007055477520736273461777267343234362435335809168009E-01+7.3677023945203458871774926435391146355139990051082411598936872403E-01*I);


+ (8.3793379663168588006863593389958161198470791989249206758394047194E-01-5.4577188683772315469559306664232732358158261422818506694136328130E-01*I)*k3_0*x2_5
+ (-4.0541863619979308336337171278202099666751994465943524722213602095E-02-9.9917784067413094239477931711395184847437088856272644340193318110E-01*I)*k2_0*x1_5
+ (1.5112503653522403266536462260010894563275906587039863771173237920E-01-9.8851465509228905983987721214115966269719663710013272037231436266E-01*I)*k4_0*x3_5
+ (9.4763625840261177917516536244781727718674653295654361635414827490E-01+3.1935172108616918513792284463616165965385469240002048356584317149E-01*I)*x3_6;


START SOLUTIONS :
12 34
===========================================================================
solution 1 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948542E-01  -9.7985033371052994763940639151401227322982122694010959739981009134E-01
 x1_0 : -1.9190859243492670639274562462673462147918759567318097212846790923E-01  5.0177738179298869973983527274281905602221325935831666257101722188E-01
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184342E-01  8.9639939811142713103123949943871363357740130751464703682988015710E-01
 k3_0 : 3.6948493086026488826942357608807231575401889592223240238584700197E-01  1.4733462697470310767702014888641835922839829674100020438859678756E-01
 k5_0 : -2.4148635440864602325469713334764314652205329185673443627264118514E-01  1.0236593940562805468224785679403701222125451795640813247296559854E-02
 x4_0 : 3.3342260208978776442619393815196531366356937573163336303089304653E+00  1.0116481600084152790310719338610002350528975892869348913823501875E+01
 k6_0 : -9.5750056865079960182127603503613912570011059148020831547895274465E-02  8.5460942080245646089250050589665638404352427543673299186948297787E-01
 k7_0 : 1.0057677819118962691164117791333008845264002570857244097132837263E+00  -1.0175631667117593733539582798864325229678074898834037005642438488E-01
 s3_0 : 2.2781819429764647423500913041944673329289485018094795016758275662E+00  1.2741490263528628007809351979109368645940085264397193678918518836E+00
 x3_0 : -3.7753972238674753031449015550913993626695188386828343251887990202E-01  -6.5036336204502207599751213474724194322343255744335289054007258958E-02
 x3_1 : -2.9619654000219527415000351870704713646319811192722211121639744602E-01  -2.4296826273712246656213931216619723009053989202468211919034998641E-01
 k2_0 : 8.1879833841349151893839026706112181182487390414121012233917142026E-01  -1.9191160986899300552338729147647667998100134708351586642326198990E-01
 k4_0 : -9.0328593778080255392847319988093776992267537302240139392369769559E-01  -5.4886641487472596234532380225476805001065577535080452402891195735E-01
 x1_1 : 3.2675708598946740457018867396521238492238219036145944758570507849E-01  1.5941293044095321317046352508189973244944198971929145867030973283E-01
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087983E-01
 x4_1 : 2.0120607362066661777551945312580871347528657073123982384104489345E+00  -6.5183391446186082930713895998352769977868065342539964545352851286E-02
 u1_0 : 2.6021175987626818749889737190024686289262676814916457080039999534E-02  5.7312052419258851010090039476774547465179949873813097646287372482E-01
 x3_2 : -1.0157628492889766601963801059949474044156524497164960824307588920E-01  3.6938898920624425645176466834934962925897674698113508464037148011E-01
 x1_2 : -3.6505117279606279705300234891245338670954446776493899581126835016E-01  5.3615455215075917103079461729061721294983054118910769168686747692E-01
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 9.9852306851502827466623981808884774499042644893429680541473853487E-01  -7.1184202388978849880203794773743794026882118224268151286379067827E-01
 x3_3 : -3.1475284959838520324425852936952307000679638866859895309346713137E-01  2.1839553721737022372295095963543079294967845797216863852346659799E-01
 x1_3 : 9.2775731283328166266172248367561922432655376410982514985915556203E-02  -5.9875570137794037019435823063358579817254223031894623668059502507E-01
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : 5.7855496795435354374851780577059499063921328836827246739208583768E-01  -2.8066555316325266141989780907907269398526424278660059434538012405E-01
 x3_4 : 1.6825474011555490172037697201624907914997797710635512914527391511E-01  3.4417482394186608927549546245987293864753180760473999995864250930E-01
 x1_4 : 3.6342378300263244773107822290385927433757415112166080689454844263E-01  -9.7202993428305892122892827305740659989931911702619577547166325377E-02
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : 6.1151071670101567396927785223239617761796435004657980539622858758E-01  3.7164060474734863697692512645291951791705516867243176231601858765E-01
 x3_5 : -3.7130514640225413570114059903289476256810982624771924376637631254E-01  -9.4331623870089619002609252196867558442109847566701656877968280898E-02
 x1_5 : 3.4359660275267500669363460907546864506945633894692947320362718084E-01  2.9174312212118611153721165988161319051095303288557405518117874038E-01
 x2_6 : -1.2681066198145312604782361140356955083212250999488257622126904233E+00  -1.2683983829606537013855749756507025068562811937880609399107026736E+00
 x4_5 : -6.5361429806155984190952767131620594421841756980045106012917214577E-01  5.4309819710278108138591734334511300360133282192920544502316267330E-01
 x3_6 : -6.2687974545835480071224438624677088089927141093009365697000184049E-01  5.1744584623485322676330179114672777944498241415711052426063550919E-01
== err : 2.624E-19 = rco : 8.250E-04 = res : 6.619E-42 ==
solution 2 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948541E-01  -9.7985033371052994763940639151401227322982122694010959739981009133E-01
 x1_0 : -2.4115575239793304117502310986261001083286874994821716630051118527E-01  3.4625403901691715209103758312753971117705094877415756658163192727E-01
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184341E-01  8.9639939811142713103123949943871363357740130751464703682988015709E-01
 k3_0 : 2.9971227367382406755267030388868629591790019305107205143516929460E-01  1.5070655824601477673350901577387192749363863030111808381763185409E+00
 k5_0 : -5.2447993389895338813532515621463035083553268846904873097754581889E-01  -1.2704227179357196528334906814291941427433129302333891194465671519E-01
 x4_0 : -4.8137531722375666875108166866696731942626699992300399379051669762E+00  1.0130893860349977167013959169566482182606451626059417726512340713E+01
 k6_0 : -2.9006808331994378431398994956975923346083212475977551628809084613E+00  2.4456890303059813248748339726869660513717273672193622996711128028E-01
 k7_0 : -9.4049801725490625494042487162496865406280773333995546433161805165E-02  2.6386692489848023959510949277099287027057085296034164664102322786E+00
 s3_0 : 2.3709841996707075263201348748589867526886534375876906498277390090E-01  -3.3126963785979640325078277603403625126808088684251724839328197747E-01
 x3_0 : 1.4555162472577586969149469261990417390818408109765299416263305020E-01  -2.4504154963787843898149259153982471651076297872503636604656189792E+00
 x3_1 : 1.3364800198500727481421425712950587795864393636249714715024586163E+00  -2.0590149433394470961189161499422564945883421769487764481854116970E+00
 k2_0 : -6.7132149500279698352490791047568904304373453513841012909419422983E-01  7.8485844194024915434610196941687973024723021117340007260986729191E-01
 k4_0 : 6.5126199173938926141239216221451626791824587574745239572257253011E-01  -2.1699896207048605411297773871734042237829763689953504747837492639E-01
 x1_1 : 3.3891280200545144618082281833274377194058146638757382698077799327E+00  1.8675958083002372986059593627656541950178084841779090003992871475E+00
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087984E-01
 x4_1 : 1.7876954974195986195259259653255851041681776918013502650103231573E+00  3.0565788852402036460755367119079683478803347519230448325753349994E+00
 u1_0 : 1.8000042313648788242504476533543303639812364293189177647969126776E+00  4.1178274556170463489956353642441835641701318265250303835710077630E+00
 x3_2 : -2.4245080205478657589804419950021065751792725818517076433417293105E+00  -3.8403416339261684126654508910692518453370984259726972535603907847E-01
 x1_2 : -4.4462266715405609920227680077155987276064377797083929790074831646E-01  -2.9884476893331674321741699144465575265879814674173439634324512344E-01
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 3.2871852268416943880067686835238427611552812274226484979149418321E+00  2.8544282975812231472957287594479024314439458017852800553262661604E+00
 x3_3 : -1.6146537495612552731324221591514327448535522078909259857790862494E+00  -1.8489496070421650405783317172481038472473486766260367531182299994E+00
 x1_3 : 3.2811853785206991563873732116733165474350564653645101949893795251E-01  1.0134695816616765769524044784566489015903346078241245922196329286E+00
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : 2.1670839298044316505051506674126746977962314410055874790739114648E+00  6.3345123302598927132975302995798350980858089662539274891697611202E-01
 x3_4 : -2.0719786107908192090075019270835297721095678195470767174280792840E+00  1.3162925270542807085459420445379537715101161316442688052957695107E+00
 x1_4 : -2.0796526637081391351180223773753438293667470719998431124602724870E+00  -6.0244593344151321306912383250033972423627546047473007351092565166E-01
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : -1.3000397266852024407516473882656206549197122423110579157041155024E+00  1.6907158867383285559616095506463358288578450757308808485717848113E+00
 x3_5 : 3.3653745018812356913128324367245100930342562684350113628940675750E-01  -2.4315558650737337377660324622860090767994781433856545805621985686E+00
 x1_5 : -1.9437160428991380482348625315754270540678756602368407736470595310E+00  1.2322185422252772835450998093748028244427253619910076540173739674E+00
 x2_6 : 3.2438129957622569519501728859221745129457965418361693081737404138E+00  -5.1233468218799336425950236628435640563092174605818616796853145098E+00
 x4_5 : -2.9573852175217271473410971449767641301162663126529304459600814900E+00  -1.9540491031393645909903791503280075425071273894112965516836304586E+00
 x3_6 : 3.7712109437480482340317685690449376140033408710637663522075722474E+00  -2.6467321508329619011606722882126883706693726444278693555226803584E+00
== err : 4.500E-32 = rco : 1.199E-04 = res : 2.605E-64 ==
solution 3 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948541E-01  -9.7985033371052994763940639151401227322982122694010959739981009133E-01
 x1_0 : 7.0675154977868427182490197862871578651603199187116908507407062380E-02  -5.2044745313500345076916724460849109837536139138165721868949208575E-01
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184342E-01  8.9639939811142713103123949943871363357740130751464703682988015710E-01
 k3_0 : 7.2797681141891241610533870467422737204135098161107113560166435235E-01  -5.4604093570580673633971708171850230077486048083124934909864622375E-01
 k5_0 : 9.9010701144628602459455873294589525106753893187159398447722557878E-01  1.0604501347986739186912429983557013634551783870621589351597967983E+00
 x4_0 : 1.0690305764308499656986229935629593012449145252623239382644496541E+00  2.8567665897799129509068087578667008784366735596118198354120333882E+00
 k6_0 : 2.6698193181689466244777004555926053858142238691506801192601010574E+00  -1.3095899317281952195839858462445155075014605206071080512206553681E-01
 k7_0 : -6.9016674462271216835448146954411638045621278174554563774986996946E-01  -3.9611053877303388999609358020842710885912969735094814271428699114E+00
 s3_0 : -7.9731149835275215206161359795888069360048950447807873506879385049E-01  4.5333338729613399018942875675545592402241587827270106243745227737E-01
 x3_0 : 3.9759150246892423248172501241533543142290327333994672828908858139E-01  1.0152217555042996585616862250918801347118759276935392093134150704E+00
 x3_1 : -1.5552654033672855837890377954243072852103385368777354164637847966E-01  1.0791504579694235216676215373468894927878661824878043032097992230E+00
 k2_0 : -3.4386490776981044295198165191335523953612074877009956204301473757E-01  -1.7990237191523716877649272348328225601810957881065675911243985721E+00
 k4_0 : 4.5406142577205793379552836692029178648949657230366317891585372054E-01  -1.3568039014881719818296470040199652684058648873729776514026322059E-01
 x1_1 : 2.0045708502388313089642687472921256985838571856611470296153753129E-01  1.4366965584535794508884379654088727182424641797618152494911691608E-01
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087984E-01
 x4_1 : -1.3815574475574396616442713758659381762745989959892926880318415105E+00  -1.1760019209741361956529509649885535913429543051486982080085185484E+00
 u1_0 : -2.7049239953084312537399346037902484449255866908615514549995783791E-02  -1.0398807718567851437022653506897316605373396506931598970416284663E+00
 x3_2 : 1.0491818026568399634512180383875915453598919437097854531877600400E+00  -2.9660033826425805467088689567970629091020176110522267794020474713E-01
 x1_2 : 8.6851178360577077462626755661870895764715984126472658664904088437E-02  6.1012045951417147855920496947389752255784568966825402700040141745E-01
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 1.2167995866364790468630797868010216006057711896125612626907789451E+00  -1.3509022151344433129871381425682965416339094397567614589821798172E+00
 x3_3 : 9.9538923505909593034143151010314544898421828739343203282692076473E-01  4.4492076419649875376322804502357255564669879726045767889415112510E-01
 x1_3 : 3.7568285670732853164860608679809461567219734121974869049108773063E-01  5.2666991797791605674486793928149580664498088875178926199756519627E-01
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297140E-01
 x4_3 : 3.3362969068698819649159891373086579581713751512956801327221425484E-01  -1.8390719046675542023501820719096642458499674424436539373940160368E-01
 x3_4 : 5.9041315722028961212166496520788548945948811120751180918410461325E-01  -9.1660597830578115774249690320815148074147454475345946346254215710E-01
 x1_4 : 8.6122741763024971914896104424631461203612123501604529568604140555E-02  -9.0442084593249255534820070240458518375643599544674524661066875675E-01
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : 1.1475597103068931073314941752431712456714049937150824213550989879E+00  -2.0981271123876783680974892170869437474748599552456554105012953902E+00
 x3_5 : 3.1706553219230991793794657419561315528901647736334493430986014992E-01  1.0431795933492640274887456841756877286064471069651691966300515920E+00
 x1_5 : 1.0599691766915171553240620815446171058555588681435905168604669632E+00  -2.3306560324093189919469811526365318024677762374195512770690609376E+00
 x2_6 : -1.4708321394790320165721517861236735553831302451830398226855362801E+00  6.4086508905531295486330927750560904893419412243528624100345516612E+00
 x4_5 : -1.8008961805408534616356489270690403269206143109003595353060289116E+00  1.5525257713548043028046153118408468952002271320133779394462780235E+00
 x3_6 : -1.7574914137578026801192321009808794991083068647460766417756777264E+00  -3.8367121978105463552781458088669989020794341934610994946450160365E+00
== err : 4.647E-20 = rco : 1.831E-03 = res : 8.899E-41 ==
solution 4 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948541E-01  -9.7985033371052994763940639151401227322982122694010959739981009132E-01
 x1_0 : 1.6362257504909102577906153720382481738041416465038762926778223106E+00  -1.5372311721712970380837679040884374566091422132596898033888751896E+00
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184342E-01  8.9639939811142713103123949943871363357740130751464703682988015710E-01
 k3_0 : -1.1209676164964354600291336269082694097058534942463136376375619526E+00  -1.2274862210206209046228507888171551504794367220549083859049850481E+00
 k5_0 : -2.3508385203279563862049266810285378999760572722393688434424856560E+00  4.1571479467837472768536108316941135532176550470749410130034398719E-01
 x4_0 : -7.9168890674578511727885060459529047720126764756765839126184762320E-01  1.7035793686331927437266026873926713224148437199604778645513689490E+00
 k6_0 : -3.4504648495157550220353098533548597001474144179954549899140217409E+00  -4.6897604236341249420982999753277485405894734029264895499713792555E-01
 k7_0 : 1.1416815366368492373186721922308982777273255076409884366581699350E+00  2.4221049673605409196136793436961937215159005312538387860236882891E+00
 s3_0 : -6.2354289334091051753316907764186499225304481219570497005916946502E-01  -3.6614475977090187149671925412204890207191721195582527792119993191E-02
 x3_0 : 1.3012537603320288536782192476846814269126523873711613499704819438E+00  9.3267321002296224317835780138467918530937656928535880443120932516E-01
 x3_1 : 6.7105727766768600652992999139249699125891469125887905451526771681E-01  1.4535552261823477033917050003402082135187402697633331059024521788E+00
 k2_0 : 8.1879833841349151893839026706112181182487390414125154097251943848E-01  -1.9191160986899300552338729147647667998100134708344292780286064289E-01
 k4_0 : -9.0328593778080255392847319988093776992267537302239900089456684792E-01  -5.4886641487472596234532380225476805001065577535075053814818108187E-01
 x1_1 : -9.3827031345747889189292324227454343188123031796324034155051074600E-01  -1.1950334366418897920352375386318934519386265190605318273698185209E+00
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087983E-01
 x4_1 : 1.3143141033150590017595864201908384039468167786768793433447037011E+00  -4.8982358787478718767875298304370151094326315060226504245828684970E-01
 u1_0 : 9.4670076197219078404239633540638079559307100833297212266013217633E-01  -2.2027203780025212699234109171236193187803714149461452885901037370E+00
 x3_2 : 1.0552311244492667685462393331131574661879807051429445884232461390E+00  -1.2040049582399226549597146087067230884928617183403110220720370109E+00
 x1_2 : 2.3500061607407408698576952965122494771817748485952530313165146749E+00  -1.3509451812889528185956575558904649619089476175862660324932730149E+00
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 6.9948248950223527798455323409637852827593266959407722588213067329E-01  6.5430978847405343297170142536896112874864586329297680216459066728E-03
 x3_3 : 1.5817121741377236447126763413177992378409939795475859903107976077E+00  -2.4764342037957967877927967087385882438833149927052309346276478216E-01
 x1_3 : -1.4401741906927364104697354967424036871897498149711847237299770988E+00  2.0826082000545969544553678283103032506651137970857022496986541676E+00
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : -4.4462875065749155843366542491155539709469121915374880102307349028E-01  2.0912456140376838232992356134527940752507835010410344948083225140E+00
 x3_4 : -5.4585488322908954706264296873600088513661850247591448703750416614E-03  -1.6009718516318228268073239876769181363723095124432005303122452716E+00
 x1_4 : -1.5438627388631145369919401577058748126777705911245714519616068794E+00  -2.9682357324122901289703674457669035087345190072305469060239408636E-01
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : 1.4586133301838085162850601291094524158141310587760466276794200739E+00  -9.7993284430034646041918671546247860878865181028200511997735965924E-01
 x3_5 : 1.2244148773465977459960673637859467952902805037265010146595257307E+00  1.0314789739035390655376054161102470118665907409388700555769136535E+00
 x1_5 : -7.6041543800174288271529896726572580396389085873481725397379721177E-01  -1.7233697767199117702272855255800830607087151066063152211775371449E+00
 x2_6 : 1.3346666002305326120588139954791102911198031741617265800967105577E+01  -1.2742854384052594680477555817992587902607628898761459125486068734E+01
 x4_5 : 2.3713546360922666864270599941807383931226035236402840992354357061E+00  -4.5474627098794286517840787665933834403456958477404989551748825532E+00
 x3_6 : 3.3005487099878329779712773346484811587824997020395055170929676201E+00  -8.0338567377995693604816221563208910267885705004083407892273216147E-01
== err : 6.291E-38 = rco : 4.060E-04 = res : 1.424E-64 ==
solution 5 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948541E-01  -9.7985033371052994763940639151401227322982122694010959739981009132E-01
 x1_0 : 3.7615692967444367045153044385885925995246029370494271866027478822E-01  3.7649377326847548144281130974341816449314705670315175585729142106E-01
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184341E-01  8.9639939811142713103123949943871363357740130751464703682988015709E-01
 k3_0 : 2.8267822330003320702819247374266959633533402355604978307454728504E-01  -2.7454830061055229788331700164803601207993879993415948844249006561E-01
 k5_0 : 1.5276275094702719647662834699324918930178920052890404161452815412E+00  6.0742765185932239052461516314909170392833983982885042356354675355E-01
 x4_0 : -3.0081131918594361879655743453873909871632163200735889761806302142E-01  1.8949076879105823325128091687287933815082528482423223010764270733E+00
 k6_0 : 1.9691427411080969995841192217102661808058418801432977595439281791E+00  -3.9860923443886951223543663209660182459462009620603746581598824412E-01
 k7_0 : -5.9391941711553788533799339580094452952038364401526517789143525787E-01  -2.6280683535680495329893687127933924716296561183061385844442293260E+00
 s3_0 : -2.3521910219381745732030093426392370988603587684654134824374729627E-01  2.6243795444078113098701550926725322198784575363336041623962127413E+00
 x3_0 : -2.1151082113534019167392786635432920547024826577013348680161251227E-01  3.1511813184919976454218120684894753914367348352793558778193706273E-01
 x3_1 : -3.3952145631873608279767199520099580822296408050540144661423783131E-01  1.6959199620465614479948747346307105714535878786148240323612875045E-01
 k2_0 : 8.1879833841349151893839026706112181182487390414125154097250230174E-01  -1.9191160986899300552338729147647667998100134708344292780281393539E-01
 k4_0 : -9.0328593778080255392847319988093776992267537302239900089456635059E-01  -5.4886641487472596234532380225476805001065577535075053814816630335E-01
 x1_1 : 2.7631973801483238813026740740355993050370586231025884604557703183E-01  -2.3102296499666718365602457874757431848111018370818949982271052873E-01
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087983E-01
 x4_1 : -6.8058294206868286083877199620451141101510194346893738201951548731E-01  -1.2917602034605170775358719678092587666266688037710352439215728075E+00
 u1_0 : 5.2881684379565011748951793866861330713285112053105295182552536643E-01  2.0826719311804316520576773430121317849700444274349652400527202133E-01
 x3_2 : 2.9296853381746984276403388224639656348509484013838201108391513606E-01  2.4125858051127953046063332119003369675772433497992945272699334059E-01
 x1_2 : 3.3721773520626271218153066493741123439072280883263225744565711688E-01  5.4697642376601444672949419937704952615685923953905081949961020331E-01
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 1.0963991205477024699446487845456081370571163841360492020070966575E+00  -8.2841056546981841680550487837503078519864539197679155484396589330E-01
 x3_3 : 7.0200548083449204409874937764808147100078097066702059472020258847E-02  3.7297204657488589647462385044205437550417957479791669600467578911E-01
 x1_3 : -5.0395211404598389727160425622888270914892709962086600266598267844E-01  -3.2606748048273024346987686606009064100737686512342118942792405700E-01
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : 5.6593706848975463570694102169079984276758382094375484890188062979E-01  -9.4031923475845854259819930580850930313972729066783340568286454050E-02
 x3_4 : 3.7929986387361861346704066516574681831328723036808729037492206364E-01  -1.2956764369622053850576587346173042767400941022871853336191256830E-02
 x1_4 : 5.9083024872771676162513280567187927188686693608995895631894682938E-02  -3.6797042472125739293301346273681727311960316286571226195987904915E-01
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : 9.5505218872670875143433357628811262142198637844095153512509030712E-01  -1.2831065366758449945428575351569275942310396592078302740416539517E+00
 x3_5 : -2.3548197613063832249758018978807138533934700546461900551857248726E-01  2.9763148925321225406194778301013644741806429501475823874809621534E-01
 x1_5 : 4.0280122732166625180130888350517073830035725603670955835805152059E-01  -1.9273047040558721579972091899912581464474907510281118010300385991E-01
 x2_6 : -1.0511215626823758993027917390888827688836305621389836942717018323E+00  1.1317196036314445487886208749241615544603264931029120513903738583E+00
 x4_5 : -1.1608531594812658523536886927272165001021332415678132484786479637E+00  1.7529193019761665549969320417730611209774902801484412795867096492E+00
 x3_6 : 2.1440204333684754128826287157801489412781981004015326960554007019E-01  7.7619023738001876734736000626698982845367386321540136736549382535E-01
== err : 2.811E-27 = rco : 6.153E-03 = res : 3.602E-57 ==
solution 6 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948542E-01  -9.7985033371052994763940639151401227322982122694010959739981009134E-01
 x1_0 : -1.1954098702253392907954693730511263216239507887040787567720497977E-01  4.8847837463770535120685749161528732274119267343133373437291187806E-01
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184342E-01  8.9639939811142713103123949943871363357740130751464703682988015710E-01
 k3_0 : 3.6039663701654509295108018067491765272513047602981900762182604616E-01  9.3617534017700861380328103531066803456791202378333055975957297532E-02
 k5_0 : 3.4592345228202434673766548559478123016673545462250756358179846261E-01  -1.2477650702551716354768867355215511219393294674832572378609608597E-01
 x4_0 : -2.6210535923608007615442668912858333935190321489886127560994227784E+00  -4.3391270832481177948508469636696393134607987605151762082066226086E+00
 k6_0 : 9.0397252419580087697594955419346086795834189000739766742385556713E-01  6.6352477435049111946024530632176669486862918112373008330655961191E-01
 k7_0 : 1.1732730793396295117932730518141757485680042098557048668400088542E+00  -7.2734859688726372357767311469945795252277038813027916840047408204E-01
 s3_0 : 2.2445421047094903059488361600126019911095786309889741844365842095E+00  1.6545810742052660196269393235289169649895494928910022327582503183E+00
 x3_0 : -3.5825070581010384418101760656342013979904025092151449540182148084E-01  -1.6240122533896275782140578999723403541059663263090806672674906039E-02
 x3_1 : -3.0351624776631901659444680667956933511114440333809393427096855550E-01  -1.9101098694893962675226025170247581061190926729096383912752801407E-01
 k2_0 : 8.1879833841349151893839026706112181182487390414125154097251943845E-01  -1.9191160986899300552338729147647667998100134708344292780286064292E-01
 k4_0 : -9.0328593778080255392847319988093776992267537302239900089456684795E-01  -5.4886641487472596234532380225476805001065577535075053814818108190E-01
 x1_1 : 3.2212567363233896051048622432266241911607263022568082469528845040E-01  1.0983346623347871093006975798933229093806359865178804497961157203E-01
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087983E-01
 x4_1 : 1.7923472734034596562113273384232375211678333589252551714386483129E+00  -4.2676802498043806369453546729188085433349747758256211128784044960E-01
 u1_0 : 9.1208434496448880131119375538568968061172699070288226945787853503E-02  5.2924644781479323471790467444405409706952063065514312686522490156E-01
 x3_2 : -5.1130329320259826178097776591750321268558083276458139265376796800E-02  3.5495492561303514920551073434038483049703384349497217574684140731E-01
 x1_2 : -2.7632726190807829491918639451073814807159958897247896225168231257E-01  5.4065988704834465242512016586838266547067832313504052490189484856E-01
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 3.2714895426673708585076803284355549526048190755733808895799607615E-01  -4.2355664657669668918979810641351822738890396010779351649250772643E-01
 x3_3 : -2.6678230927937492524487821999185413283688187279464059508121132322E-01  2.3965497960384107467634065430432205116741955007215448404103263971E-01
 x1_3 : 1.6126459222756881404972925176488233438542812880493330446465482243E-02  -5.6695165174378679512267307038808120327341093561990182636960084003E-01
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : 5.7099866850935528579582885117077438397180778928416156438977878295E-01  -1.0863271448618733368581983256614845653202329338047905752535138213E+00
 x3_4 : 1.9652796185239066646408282184382431896094826323638462141156037675E-01  2.9997344883089039287794707110292542866645694116739565899006927023E-01
 x1_4 : 3.2616238749962865992191367617888087427490381425069693859473140489E-01  -1.3278973827867432782075724144362663944551796948834946184539550793E-01
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : 1.2510678670704170441641983947399316938182032953667286385240078767E+00  -9.3832630960924635885040494576801338048998963182742878484462758856E-01
 x3_5 : -3.5588712416059382470940067732281457493693456038898214593490409791E-01  -4.4177648761060303963527555842746239587676294871887542601758078337E-02
 x1_5 : 3.5324490000881683328542934886085030865692434593184075332718040270E-01  2.3076638324521694686050941053490463727563035458902378678495672294E-01
 x2_6 : -2.5905370493264146865036705225984457213976097983888748242289711934E+00  -1.5983832274707460005184163985826742748516291378456239733902430709E+00
 x4_5 : -5.1750568314426193646479145850099021964359976038148649183735825361E-01  1.4327142025886802988356445053925718133341282775970270808294257295E+00
 x3_6 : -5.2169111089223331178227901542355418022334054616868050206449344496E-01  5.5391155376372515258359595536582316613324820131084601861717310452E-01
== err : 2.248E-28 = rco : 2.409E-03 = res : 1.271E-58 ==
solution 7 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948541E-01  -9.7985033371052994763940639151401227322982122694010959739981009133E-01
 x1_0 : 1.1248327531566992087883791158891192813825587851355381802983427271E-01  1.0284053299415593556622508429242852436558254845709965593828790087E-01
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184342E-01  8.9639939811142713103123949943871363357740130751464703682988015710E-01
 k3_0 : 5.5387003966969405267514556730501126319973359674577224826457526870E-01  -3.5506117473494456832407518631915697448645449935713394826999103356E-02
 k5_0 : 4.8034263713312273399251403358360490265516766390177875511719080709E-01  -1.4889338912212420172016727094556332418321781124713790402662443853E-01
 x4_0 : -4.5125829305605562374678991605941618342370741653717192370315703349E+00  -3.0234027610226919353089724544449139309630999902441736161010181476E+00
 k6_0 : 1.7208773407555139130739531296584330646197537908696188430867046456E+00  1.4408482327479036079700208281980769401926893359506343024322543542E+00
 k7_0 : 1.9716934105865314145796929154258102822071268597396470423112447169E+00  -9.0550549622800609881221996107311287237903627527050268389616656667E-01
 s3_0 : 9.9571801189729071481689755192570213428116779261916077111961483338E-01  5.2971157801179634657824876615070280544667006792556810377306265794E-01
 x3_0 : -8.7041322517821480338828215389212676431490413446111507438296070948E-01  -1.6886157669798423177972049881930955478542365129604818950606979654E-01
 x3_1 : -6.7353509803334544997818034599666783997745185876320826985684894555E-01  -5.7661415727267971234400141089075881395035560084207950704047858432E-01
 k2_0 : -6.7132149500279698352490791047568904304373453513799932756031181362E-01  7.8485844194024915434610196941687973024723021117581006111330499781E-01
 k4_0 : 6.5126199173938926141239216221451626791824587573866987637070999187E-01  -2.1699896207048605411297773871734042237829763686211518717891611473E-01
 x1_1 : 8.3014734288220345029854945169458658168027948192851428312743298492E-01  -1.1244648004567400779478760718272127669714313148557825303102858526E+00
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087983E-01
 x4_1 : 1.8814389165670156190259214008820297425478430838284458687788262926E+00  -5.7092128072107967349883153813814723978312371793842020259203914058E-01
 u1_0 : 1.5601087375827641167926829405091182192532249042035005176927488605E+00  -4.4828357262610218373078391240349203142716763070914938964549539463E-01
 x3_2 : -2.5301363539097303315213144248220418648847419653673333299362542598E-01  8.4977497901286469807858480876102745728374179490910701779641201998E-01
 x1_2 : -1.2818223508715631054878043768353753071052502279480188264344580718E-01  1.4495467562040247114488825565207119647633351260193992929321311390E-01
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 7.6130876626425707280867923144425318252449249935189565116264998967E-01  -1.1790290381425429926668949428665920410546744179651450376351381449E+00
 x3_3 : -7.3892775555650077179473062007623287019837588632026471663825304392E-01  4.9001957789286656481763424182107116855019497764448024643026941311E-01
 x1_3 : 3.7849608926596308936787681869887949006039769937993418121197681211E-01  -6.9193720115352575628548503811183701379783515338634051486147104053E-02
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : 1.5797849094112623828923523586070890488682812735605662331065303442E+00  -2.1964846839157856306345790206661603651169834682082220003067736460E+00
 x3_4 : 3.7256813550105072202993716986509122335382504371499289550103693191E-01  8.0456596936444036285338875602346248949316932293191961232266784807E-01
 x1_4 : -3.1478351458483018324199369059193757011715707856351991216918983527E-01  7.1589673940993778113511265021413651470636046020356313592353719194E-01
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : 3.0589335616651336885126175265957453619891459090377807388957303440E+00  -1.8974729850209502993769946657764574967188120966435603129294931262E+00
 x3_5 : -8.5456133779298603629865610992409161022669621806317142772704847703E-01  -2.3634367899212556560366148056975895715970187128656287575851276829E-01
 x1_5 : 3.4857721984397328110133162675943968461071107790281820826178179366E-01  7.5463713710966469188248893985830209161816167583861793748315035693E-01
 x2_6 : -3.6123562246363966262932953307468231267848169849045647122578817726E+00  -4.3013943489432142382820025210995073377523796767071739602787586149E+00
 x4_5 : -1.8501116423779489516051941896252027952546449816813253086004062265E+00  3.0043330852268749887549494838488729136078410137568064040362099254E+00
 x3_6 : -7.6796072038805977416364910706517902690590481015001172016453181855E-01  -1.4763477129613866906605780556965889648132853295391366456301693681E+00
== err : 8.188E-22 = rco : 1.259E-03 = res : 1.462E-45 ==
solution 8 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948541E-01  -9.7985033371052994763940639151401227322982122694010959739981009133E-01
 x1_0 : 4.9702594757789546249387793668011177999872608700464580654032875037E-01  -2.6101200353887410539162664858328721171048196834780514967255073858E-02
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184341E-01  8.9639939811142713103123949943871363357740130751464703682988015708E-01
 k3_0 : 6.3692083747427278213418377396899230427713426015441903874890779253E-01  5.8133930702573281276181324577133060036323319315400709243885613719E-01
 k5_0 : 3.1235351758975824240489236255042962319346259049436397157183835609E-01  -3.9037180257328735303159465755014816560870026955384152693963579193E-02
 x4_0 : -5.9560065530320491366900099667049558396748139443264573629307227559E+00  -2.1991759117397218803335379412758652281434378704890628119628429797E+00
 k6_0 : 9.0788776587543739703338645682000750130617427367179042432096904620E-01  1.3214701517187078239030110056073453112251717186914987408477750781E+00
 k7_0 : 1.5693035589985672356172248663322720202689457373393060322911555061E+00  -1.0008175401473736809432769915826038097974439896449793624841334950E+00
 s3_0 : 3.1322861466143500087486355480943622356951290480213159845290893178E-01  9.1579482142278321578383833976255999972192321201181005025147125917E-01
 x3_0 : -8.7498291562130968895559000137040744041703878028273515568415633381E-01  5.4943366741373417527140267706213932554241144259117532436283825867E-01
 x3_1 : -1.0321717622240784078224431223275969913838806136418765117905456114E+00  4.5759269925495491190463892110777720559290342913148363722081459197E-02
 k2_0 : -3.4386490776981044295198165191335523953612015433871581597631945455E-01  -1.7990237191523716877649272348328225601810955634470788314523096138E+00
 k4_0 : 4.5406142577205793379552836692029178648949577410046470217483713737E-01  -1.3568039014881719818296470040199652684058733274702278457090751957E-01
 x1_1 : -9.8362184847463257959002499478123798976849508689882903863761655975E-02  2.1199851223813691414920015981880294353482052618668675782551609222E-01
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087984E-01
 x4_1 : 8.3223524662341869793727536630120726591211996925895596444378733123E-01  -3.5047415872654434132654889060008913278395401421432586116429850550E-01
 u1_0 : 9.6337158038217112680263160188991220661812302042152577469725418816E-01  -2.0880637532090492752980105948931349620688617907656450746520929678E-01
 x3_2 : 4.6140574649159082354421160031990087926505671813927898309835037624E-01  9.2443344520923280616962372754903680844957086614701245259577628094E-01
 x1_2 : -5.5269701627074299676687054148360655344162808533258401585379046948E-01  1.8859562529550325649296054789398214855466268279304424123742930798E-01
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 8.6004026907925912962208773320516906728244056671537383098635988683E-01  -1.0824399511318777499274142154256499458639500948208661468714555629E+00
 x3_3 : -2.3846265759340794286516344786925113198243439886895146151280162865E-01  1.0052900170848026935107826465816221679841215810801363352718901684E+00
 x1_3 : -4.2400089476291159613933143876111577409829314510914659253221504285E-01  4.4276741571754074698940529408693979310465946636277080390001066109E-01
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : 1.4394253830332993620977157114232413659814149577052373869859310344E+00  -1.2129150304539816388556676483502232614034023176519666516759743513E+00
 x3_4 : 9.5763254032733354983831026757787073681095319864883789603550528217E-01  3.8783034335014542879008721295371458778684836630488271103367978989E-01
 x1_4 : 8.5723992527394284948666996009925230675470419498203024294847237196E-01  -7.9521566862887544077545374962509383464196070982846211836156048691E-02
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : 2.1374643557921163910940566070189764258994380939305211708034786838E+00  -5.0142023283937533066083978960832429981003177554807213781689309669E-01
 x3_5 : -9.1523151738823429519195928776966703445595356698912231213616889781E-01  4.7939933989952885125148674950179829426555655777356785733741284406E-01
 x1_5 : 2.3570535277808020032533053643467942024828396062989132740944891783E+00  5.7530138579781601008486505667065565366081024853792710074126659665E-01
 x2_6 : -4.9143986284333256568284662288771783018858099094527484980128534205E+00  -1.1579462415982102648461972610581813239302415656398160125406649326E+00
 x4_5 : -1.2639747963025043633687540834446599153947694388817604246008420478E+00  1.4543097406855939560377234238748737079783835880369349650927583520E+00
 x3_6 : 3.2617096664980618835680393232195158940725708194978980078978412163E+00  -2.3137464848318550662084200092976127464789604822302226963945177744E+00
== err : 9.694E-21 = rco : 1.143E-03 = res : 1.135E-43 ==
solution 9 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948541E-01  -9.7985033371052994763940639151401227322982122694010959739981009132E-01
 x1_0 : -1.0209078053373022993737707554789357765917978341393327493207485854E-01  -1.5598282281332221219281519923179797841611951544863175287243161521E-01
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184341E-01  8.9639939811142713103123949943871363357740130751464703682988015709E-01
 k3_0 : -6.6708043753113800961224863617788614211620238767066750137227722640E-01  -1.2594278773782982128902403208630278453839215106716160351126086984E-01
 k5_0 : -1.1431551927526032613526297549411288939123113019012854144334547850E+00  2.3590947607334758628814318968989409256937701132535870063519957188E-01
 x4_0 : 3.0744803599403259325380137588441980868768681826652027134677015355E-01  2.9576316784266725772711284975137464254000397328538785691351473654E-01
 k6_0 : -1.1970008151798357352283864444925991008087102704406544642822115322E-01  -1.2266990434660574568903331883213843279439630899253477522246395912E-01
 k7_0 : 1.1495461719640255336080749644683822138394189802293830328602051340E-01  -7.4487343053882708778216587745017543591421550082464232765909759650E-01
 s3_0 : -8.9602058803765217605892964210372887915519623135909182417683942774E-01  -2.1764985619333448586599849693395003685093721872274970627360057983E-01
 x3_0 : 9.8017437233631434368251628394808361499592641582294124830291407519E-01  4.6413181888425720064669376850464360199904998737297670056082011586E-01
 x3_1 : 6.2319185550350075222706854139101172978258777166572505567161258686E-01  8.8757650753036526814602811439550349692948830283724498282848820858E-01
 k2_0 : -6.7132149500279698352490791047568904304373453513841012909419422983E-01  7.8485844194024915434610196941687973024723021117340007260986729192E-01
 k4_0 : 6.5126199173938926141239216221451626791824587574745239572257253012E-01  -2.1699896207048605411297773871734042237829763689953504747837492637E-01
 x1_1 : -1.3247903095662721070620921532171763677069340504988993404203334510E+00  1.0806131353106497447143447939239862174451498002055153922391943109E+00
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087983E-01
 x4_1 : 2.2264310518878182723614742158890724184581541020906098296295286877E-01  -5.7044665735873083690360328571766792142455425642574587888317557801E-01
 u1_0 : -1.9846410888621723266935413349144113232373728679110395742142869009E+00  5.7937523675039521041807233800610102088068177600893372921116706889E-02
 x3_2 : 5.5758742387271652183641330418823130344172697312900496442443741097E-01  -9.3019159866378296147052759364671877713886706392308405801747094798E-01
 x1_2 : 1.9586169906892060772272260090406345780793787225788331730282445158E-01  -1.3288047130675605811394425493071969617552476016613139032125314315E-01
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : -6.4565831847554254986588002796628160460857420348231908323992709937E-01  -2.5561393228570404084129924240777247581863924778420548455983375768E-01
 x3_3 : 1.0242411883931994045878905967813521994664048552604484008162138517E+00  -3.5649703152282112606678292846319923096059455089516214695306718099E-01
 x1_3 : -4.6948973001819433611238081288752709815663554728762949777701481344E-01  -3.2825088460341532729834599333135176692256220636151594303195071692E-02
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : 1.4968564204935195935620222873398508778274721379819451121120105241E-01  9.2621967588330247473583075753205759516716151400807199473040178208E-01
 x3_4 : -1.9741137136047845609839621063862177046574294402387513624446108072E-01  -1.0663905925800695944336425232668034678924387973245610379354047354E+00
 x1_4 : 5.9016998484626558261525629271423525269424537826596661026447913933E-01  -7.5281441875669641108354206242731052414953023391273726386615172291E-01
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : 1.2300983525880598189827456025849698989998327029747518219530694092E-01  -9.9009831398964290342793309399795676619202108719121825432696186326E-01
 x3_5 : 9.4092001898712184770771861109036216621031019530323993805609749551E-01  5.3928625363064000127118826593989116712484234223278496058850835704E-01
 x1_5 : -1.8412913036986291453594468669501029349266125887551450339443170903E-01  -9.9994968002404847424713237533086787929900906821305724420487865067E-01
 x2_6 : 8.6597558031370817796096451799919906446064252330452139764547888922E-01  -1.1910283414061676521770413595714021664247149553581006718466243014E+00
 x4_5 : 4.1784177963649403276667766896545396723995177818346851426212731547E-01  -1.2673679794432866998984080110764207395751872009754296837149921831E+00
 x3_6 : 4.6214857635383253286533126173139122676879037222080342817942217598E-01  1.9823619537287382750751289474845407505739386372550218857755431589E+00
== err : 9.356E-32 = rco : 3.340E-03 = res : 1.094E-63 ==
solution 10 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948541E-01  -9.7985033371052994763940639151401227322982122694010959739981009132E-01
 x1_0 : 4.3737106834122712132125344708469827913566073410802729201760541346E-01  3.1951379215560592753907279301220599914971511092786328454907648436E-01
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184341E-01  8.9639939811142713103123949943871363357740130751464703682988015709E-01
 k3_0 : 1.3801326402858766979475884132478313376187287845954306989264586794E-01  9.2825797118070924039438210178210214202631200665099840147603319366E-01
 k5_0 : -1.8485178197357321798340063148555386698255787908317434131892687622E-01  -3.6469139764138879370026759941225845010781227175709410375253290617E-01
 x4_0 : 4.7667408886371345169875036448710740742986990582944083106302318714E+00  -6.0466123398858412727759081661891704404277070496909432987856206730E-01
 k6_0 : -2.2043479807519446920270325274580492049229062859154317257976165772E-01  9.5858674109323426236317782017378035237700054698180107120048702520E-01
 k7_0 : 1.5036682456047964963486281633224824605548346414645611896540457292E+00  -1.3175802295567709542839821459733204241872651947745849933685602215E-01
 s3_0 : 7.5453656228001965145165120006492665881950335334806284687524889487E-01  4.7079773365792708262980024334219567808606050965332101692021933990E-01
 x3_0 : -1.1159424512003966601166886627683175746859471254289407456290344526E+00  -1.3759876557273963706636043440387926456987037190628601276263729873E-01
 x3_1 : -9.0248359270717740752962814868337776718822845484391770725050325200E-01  -6.7065963019451003898393584423417161234776980867481641429277468502E-01
 k2_0 : -3.4386490776981044295198165191335523953612015433920794017674784944E-01  -1.7990237191523716877649272348328225601810955634459027162079403163E+00
 k4_0 : 4.5406142577205793379552836692029178648949577410163137968651936707E-01  -1.3568039014881719818296470040199652684058733275116220594158306584E-01
 x1_1 : -2.2868544607171996281959718933792608658799748725749032050467127069E-01  1.1131204864191563649901680523707684095773063739027226483183625002E-01
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087983E-01
 x4_1 : 1.0824113497459409444826118424183105382131814506563573719652800740E+00  -2.4532829286120057766443345712727670163219541953083451090101962594E-01
 u1_0 : 9.5646457141702810120959363458997618407556347476771905839099724678E-01  4.8578854693374612155878114498415263391706970130042009077604087240E-01
 x3_2 : -2.4586545757318867363972644430144436637946795663798124859613130573E-01  1.0971832807013685077956336999024538407310517161571013203042524745E+00
 x1_2 : -5.9601228920236855560214435904040813273375579524000963918891269019E-01  -2.2064177166211392451675080187751757109005577002346879338048006141E-01
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 1.4061961926054203082455585063268713173130799162153182403967112300E+00  -2.9596666852801003034934367012360113046173041147889229736109195048E-01
 x3_3 : -8.9203935820991360207370189051313003653509296594931736963489268290E-01  6.8449014462060510096973136086458937095536829386650113755199403327E-01
 x1_3 : -6.6206565996074375240630325808774192617620931738657223226888616961E-01  8.2287083073310370260310511533242488177959465288353080779235737953E-02
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : 1.2261198297045227826992419713588496524440641109096536585003435213E+00  -5.9786292723088191941805309295782551579486701310334314092100927419E-01
 x3_4 : 5.4163178797728088757359955181468242090726861771789550233051793682E-01  9.8534054059032062284232480987969810659307374780151323847271626617E-01
 x1_4 : 7.7806075925198387128935914930082589801803688391203278058016247607E-01  5.2196040807417146693445638433070446044303846513924347994861416039E-01
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : 6.5379702661354273998657345997948429061781933608931801782118778839E-01  1.2158944350531567073262049238008304928778752505704572205947192890E-02
 x3_5 : -1.1017824888457283666762529313255295038240277388049547367251737047E+00  -2.2435757609495581108850491616796036019098710144306081908163213525E-01
 x1_5 : 1.5937648695486056466766698999734431421774291619444001732840250610E+00  2.1051827856787363222113311531028896923398015864260751305652744407E+00
 x2_6 : -4.4204412985627891061683625507116489353891475276298037084992398670E+00  -3.0933480100771572941607469277295941897144336056144855354600905439E+00
 x4_5 : -9.0559705962151354421001696998280439899906541272647358992737723558E-01  6.2887850910192866408392925886883848057949327967101969783208581719E-01
 x3_6 : 4.3424562853916361963802755672321010238278800492786819371088170785E+00  2.8879533300871401034425432990183535872265972783261859326415249928E-01
== err : 3.568E-22 = rco : 1.884E-03 = res : 2.766E-46 ==
solution 11 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948541E-01  -9.7985033371052994763940639151401227322982122694010959739981009132E-01
 x1_0 : -9.8603150108970675050619317075348059894683622349482758607902524442E-01  -6.8085769031369135300818437030297636610458162529288196719804637030E-01
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184341E-01  8.9639939811142713103123949943871363357740130751464703682988015708E-01
 k3_0 : -3.5983199980176526190160088387397282868687481329062338129797003423E-01  -2.0446887570708216697525729440733003285462107332087903468508417548E+00
 k5_0 : -8.7012530788187462855376725099127406978283816993399791575264258815E-01  4.7651087303561817519156684668658929881783997142165477207955011604E-01
 x4_0 : -1.8564492847213906254421302659823486035821450120318900982553189532E+00  1.8323982709139474868396103897467903091586441865005929233992242494E+00
 k6_0 : -7.3942928134236432729394512959061192174368362874320177756010886575E-01  -4.0315610688766483835285922865340263396636167812859329476773873948E-01
 k7_0 : -7.6351630077677774440993523123532070380034989586016643281969709188E-01  2.9872879182363976540873357611834665647028605750469421711705683637E-02
 s3_0 : -3.3529125379184895404074364496212467498640193248331131095384421760E-01  -2.2181088250824732652689100637893938023151545492179087309656853669E-01
 x3_0 : 2.4759639165522103445671223987375662019098216500333032329271284386E+00  2.3863054634791310038539669226682861388825425839418549360024477987E-01
 x3_1 : 2.0352735450441314055725092650591173290853614877628999437429588968E+00  1.4300361710678364318380330323139705239039216497822588613483098766E+00
 k2_0 : -3.4386490776981044295198165191335523953612015433920751826078043699E-01  -1.7990237191523716877649272348328225601810955634459036136132664208E+00
 k4_0 : 4.5406142577205793379552836692029178648949577410163035757314435382E-01  -1.3568039014881719818296470040199652684058733275115870732314098573E-01
 x1_1 : 4.9917996866193056908607993398407941023466773948787288045069688923E-01  -2.5961897063047614241815052093918915877738346228564755777052296607E-01
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087983E-01
 x4_1 : 1.9322341321096022348886677087241398778816974956485839028368529184E+00  1.7669018790022806426470323721874113657750223948388280975015256645E-01
 u1_0 : -2.1437723926805838756817640735859848832043722629495293391537502899E+00  -1.0180239495308686506798570166058618111957320442705712207871867375E+00
 x3_2 : 4.7916234012338359685462216856824510459007750772894992737327482600E-01  -2.4408493000442176391281366135413214337718325966795333030510016641E+00
 x1_2 : 1.3310431345262611541191461254249158527472694234504092799437460765E+00  4.5287094378699310292615346929690610167140145739525605172448181545E-01
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 9.7863167055671819024812247830617538833071686859785955379181113554E-03  -1.0838908577068251900331107008204293608018516881595083361336077836E+00
 x3_3 : 1.9324367903352735776771682300576778973799932137742988437501117258E+00  -1.5662151528693528255792647528715609745044845919167923501176406011E+00
 x1_3 : 1.4592928976807544342748871109235813935719218469543431868810637430E+00  -2.2093223481010014768193828532152863308013435250284005651239624468E-01
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : -7.9370467702836319294087892746594167736877577268342023835558862852E-01  1.7029429624379523783016727401662546590631522036173926450104030767E+00
 x3_4 : -1.2557789672791918038518538162587652956364306148113282556247227317E+00  -2.1471751300390173003414718222899360503129412830204321356921171919E+00
 x1_4 : -1.7513670846372910179390686731733260440751663392314035192702796121E+00  -1.1085143773240389884602332386569712747341558431256622310429432471E+00
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : 3.4764434428719154425498101289796471534514781871934446562495527314E-01  -1.0324263004118420179734080068348423542233582548990417778959608642E+00
 x3_5 : 2.4497547201023784352492453415542640299806355902525162571870677744E+00  4.3132779304721580049960547648767688845768237754767952458215446426E-01
 x1_5 : -3.6484278689713479315938359121705436120470246909793028731672222476E+00  -4.5617571229863637374659847564351343351080912795066392646016839758E+00
 x2_6 : 8.3713402648908036506436356745670658887881068033203116707425960649E+00  3.4614267390979959412988935387245649318550167682362678916641138628E-01
 x4_5 : 1.7024640315350567380459078589506445628422947662724096830404714916E-01  -1.8873871316746355430235990585851338165835461518524665264978520332E+00
 x3_6 : -9.6201820544121471233743515336933927273364584137629806277751590078E+00  -3.8314194781382734781988765290811083048708114083251872147530052450E-01
== err : 2.024E-27 = rco : 7.106E-04 = res : 3.863E-55 ==
solution 12 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.9973313077044353708289184768715752317778020803409803495167948541E-01  -9.7985033371052994763940639151401227322982122694010959739981009132E-01
 x1_0 : 7.6192534902996638934265466132824547542460012325112808074171406375E-02  -9.3844668431391592607494982329046502862071130740312199573395174840E-02
 x2_1 : -4.4324724372010613737138431835530162850404317737579271252652184342E-01  8.9639939811142713103123949943871363357740130751464703682988015710E-01
 k3_0 : -5.3879778093754185808405832285185633732375698259484965667848845336E-02  -4.3688295959620605777203513066196815334628559547402820104021229603E-01
 k5_0 : 1.1362957137529852957095794068365114842394041827323315157272663063E+00  8.9875599199229693642693394954121494236548738739337535386006011681E-01
 x4_0 : 1.8161278952914207499943561176947884045984281278640406778723169961E+00  2.5544351162717161258110819197750848445297674403968340415423486411E+00
 k6_0 : 2.2866111429106350185371409389196438207792419986863577410170609784E+00  -1.3646723898010015943696592474465833177899806256640769293877390749E+00
 k7_0 : -1.8088876882997894660293027017384075845928968674373691882630047755E+00  -3.1418739188588633608834241989736332938782068132504084606307147181E+00
 s3_0 : -7.4036363353318892493369366192738159190388302918536966728812198267E-01  1.2140911801003343471093359167995465118478970136487154551124393670E+00
 x3_0 : -9.3205058296182232625558394151218203823348964518829456476945930422E-02  6.9701834865418506270816789103454354233504909383997961586498635424E-01
 x3_1 : -4.2520840145477912625341910240168341241389931846456414202633530260E-01  5.6010675463243005321376625868110375541162050232723931110507031145E-01
 k2_0 : -6.7132149500279698352490791047568904304373453513841012909419422983E-01  7.8485844194024915434610196941687973024723021117340007260986729191E-01
 k4_0 : 6.5126199173938926141239216221451626791824587574745239572257253013E-01  -2.1699896207048605411297773871734042237829763689953504747837492639E-01
 x1_1 : -9.2893194300178770894451858724114346086349825417775369991909494092E-01  -6.0496877756627617410112874343614547304816090922591613255574421972E-01
 x2_2 : 9.6829576898548546411131373914001833528849887279720774912504510643E-01  2.4980653267039948725276122575023773204287345739128372763775087984E-01
 x4_1 : -1.8786691392821128620754119045148748690478330119172088077663911223E+00  -7.4573809294852202120329144111907246894339661954530116075806881374E-01
 u1_0 : -4.2751492162327960333738687214364533812358571655487399156006063429E-01  -1.2143839709778041793292859554254152369312756031238540258086704661E+00
 x3_2 : 6.8459265626261086616084703990625992389613466241933093935853288068E-01  1.6079383148586434333646883310242799035736462601729373050889138827E-01
 x1_2 : 1.2073333242979538212562522622499202768934365601474624388172694358E-01  9.4746558943625505704938324989632708887826453452943268180890290322E-02
 x2_3 : 5.4163686002768929343439851589959419099487117156696506130485830795E-01  8.4061258131159642791456657538352590118335239287769458399022204393E-01
 x4_2 : 7.4547832817768983776659632382008861810698854667457096405509735020E-01  -1.7504885582937559663293271631853078610666826848749660177219334391E+00
 x3_3 : 4.2235682628261931402823389694456208195610303349732389280712930228E-01  5.6226014668040909200902532018921265041860553470055540795968668037E-01
 x1_3 : -7.2393642781218541077730278364501420185078346903139865613860811005E-02  -2.9646082079408760477120272162573498448212991587989859927881332957E-01
 x2_4 : 3.1243671017058539331031512621465042353229359772586117507810740906E-01  -9.4993857808691063910212383763434503559344582323226937658710297139E-01
 x4_3 : 3.0120596992513485492710517797828949173396563394189073424304092398E-01  -2.2723991693196286258994105838043539999007900375359283305723434738E-01
 x3_4 : 6.1969427828232315925770387251387015289432401410361249144201954200E-01  -3.3241655000428669915699163981102679194700534406957808696897693872E-01
 x1_4 : 5.8146625701146493727468262022986390158230000796098920363698218802E-01  2.1592936372964213348340704589362393828188870293748129277210629903E-01
 x2_5 : 5.2593745774984964980062091790094017583725553410130877637829790835E-01  8.5052324514714182768697670342635357242456897659974780439073491435E-01
 x4_4 : -3.1992126504770179419123191554133418142460703252884854798407228222E-02  -2.2925735342914235495415433951553256927007225411795098315116128735E+00
 x3_5 : -1.4737247507720684747037216540959358635598612487986098981295944042E-01  6.8760680249850630956601314038095708329669484119050150416590701822E-01
 x1_5 : 5.8127849949378265471367480817752661403997647972615738575510908293E-01  -3.1109858615378795208767682790345368265428285871195286493272511475E-01
 x2_6 : -9.1509891892531170564880607073063038191718362805194153211640629457E-01  2.7142076224402185799363577877757642657055192791711283422560834692E+00
 x4_5 : -4.9629903670656740996600598372679005279954271013587693010370332162E-01  2.7002567126608634588201087355852737435214029304780496269021233929E+00
 x3_6 : -1.1331928397024804271757059749447388865806466037107146924026193986E+00  6.7672727284053679970289827525730513509007143965338105858432224426E-01
== err : 4.751E-35 = rco : 2.994E-03 = res : 1.140E-64 ==

TIMING INFORMATION for pipelined polyhedral continuation
The elapsed time in seconds was                 59.379220000 =  0h 0m59s379ms
User time in seconds was                        47.307998000 =  0h 0m47s308ms
System CPU time in seconds was                  12.071222000 =  0h 0m12s 71ms
Non-I/O page faults was                               36276
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                          9692627

The total elapsed wall clock time is 23.112 seconds
 = 23 seconds 112 milliseconds.

HOMOTOPY PARAMETERS :
      k :  2
  gamma : 9.3231615379186378197800492480307347956312481546180925666656098847E-01  3.6164428569900810828078045134088583286573044827605083833200245327E-01
      t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
  no projective transformation

****************** CURRENT CONTINUATION PARAMETERS *****************
GLOBAL MONITOR : 
  1. the condition of the homotopy           : 0
  2. number of paths tracked simultaneously  : 1
  3. maximum number of steps along a path    : 500
  4. distance from target to start end game  : 1.000E-01
  5. order of extrapolator in end game       : 0
  6. maximum number of re-runs               : 1
STEP CONTROL (PREDICTOR) :                    along path : end game
  7: 8. type ( x:Cub,t:Rea ):( x:Cub,t:Rea ) : 8         : 8
  9:10. minimum step size                    : 1.000E-06 : 1.000E-08
 11:12. maximum step size                    : 1.000E-01 : 1.000E-02
 13:14. reduction factor for step size       : 7.000E-01 : 5.000E-01
 15:16. expansion factor for step size       : 1.250E+00 : 1.100E+00
 17:18. expansion threshold                  : 1         : 3
PATH CLOSENESS (CORRECTOR) :                  along path : end game
 19:20. maximum number of iterations         : 3         : 3
 21:22. relative precision for residuals     : 1.000E-09 : 1.000E-11
 23:24. absolute precision for residuals     : 1.000E-09 : 1.000E-11
 25:26. relative precision for corrections   : 1.000E-09 : 1.000E-11
 27:28. absolute precision for corrections   : 1.000E-09 : 1.000E-11
SOLUTION TOLERANCES :                         along path : end game
 29:30. inverse condition of Jacobian        : 1.000E-04 : 1.000E-12
 31:32. clustering of solutions              : 1.000E-04 : 1.000E-12
 33:34. solution at infinity                 : 1.000E+08 : 1.000E+12
********************************************************************

TIMING INFORMATION for continuation
The elapsed time in seconds was                 66.973787000 =  0h 1m 6s974ms
User time in seconds was                        66.973787000 =  0h 1m 6s974ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                1138
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                              205

The total elapsed wall clock time is 6.908 seconds
 = 6 seconds 908 milliseconds.

THE SOLUTIONS :

12 34
===========================================================================
solution 1 :    start residual : 2.871E+06   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  2.8686322303639472000000000000000000000000000000000000000000000000E+16
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538527066719523E-16  -4.9064945721905728423966474092180545232162824850558700856880408238E-73
 x1_0 : 3.0192825691622984140859325122756373046472593570663342319763392876E-23  8.1282084809432021365492310978629807089651830467712148398965774181E-23
 x2_1 : -2.0380970359761379417064628597271492440960733442809976156367592670E-16  2.1099600308318037621518369257424276318751724908276975436394666101E-73
 k3_0 : 7.2688276910294343948171976054190245851563702436215433639485873528E+03  2.2955842801461892016949305381907547867277874336614195520303884175E+03
 k5_0 : -1.8500015598454810896585595549205902831015583981880970910223469120E+06  -4.8723146383648785139339648834111027515551545594976782665230927475E+07
 x4_0 : -5.3702255765231186025491759660642091579833889577841781512553629124E-08  -9.3049704727895455144042977116467141253978475565298660162386285480E-08
 k6_0 : -8.4888819488727214334816009545671342536739953685997137414688428902E+07  -2.2268469664686692154507656588263993946358038622028181519524232814E+08
 k7_0 : 8.6730187594541030946827531623600715448624028339331715922233877746E+07  2.7140624932934312164377421740058456220155134572139381513754308347E+08
 s3_0 : 8.2769493788467694970369455013066433941831392386242226260889450419E+10  2.5506357886632040432410121059543050617044368056073693447801919477E+10
 x3_0 : 5.7053943088881939805466977957868145950002972737903419316214455155E-12  4.5789366885847068985963274975101863393290574409375723383255850171E-12
 x3_1 : 6.9325111957370838685663417486332247599820581932420184224915730785E-13  4.9855216615666997442907175412107624432990366227244492922332828052E-13
 k2_0 : -4.6188405344112127347639217836914837052867568425384362420201818586E+18  4.0696577020964005570188553749199769419932843017813734120895757015E+19
 k4_0 : -1.9598499927236391374734136932043228372042473179493041007394245126E+00  -8.5896341714125086461709765197525922879555148198644090865992044802E-01
 x1_1 : 1.4971807752230131806480346097376315839738486347560677011535774603E-39  3.5057799850512293009755270025766830319308148722115757473507754273E-39
 x2_2 : 2.3574725512990206237196343620259575413134210100701835953453863250E-16  3.6265372193672807625669101017673688781947580589222329329976824798E-73
 x4_1 : -1.1753526792227752442521554420765940507892613017699038490058137103E-08  -4.8915888791002203231510712495138322013737984285954903034601587791E-08
 u1_0 : 2.7761329731630637091376134247479145293292254677150269966941114135E-08  7.4776837834944583879119119610237395379783786487012644206218278060E-08
 x3_2 : -2.0504850064607933964329223462843790981962976398848388283831926706E-13  -2.8342276630175775000618528922969836839557506894790105979488010823E-13
 x1_2 : 2.7726857286064624953528011102549970039892214108924050879582165367E-32  -9.3181530365882063585302339241083573840471210192381524054862379277E-33
 x2_3 : -2.9190014254150259926533580376333982857913706695759380819039953440E-16  3.1402340480490243555474202039263013449591252883349684833100850859E-74
 x4_2 : 1.7677935048478805500072171081196160594572214917820018012776804989E-08  5.5315695092705212392391169025053886165178493400262515575586336585E-08
 x3_3 : 7.5232760104550154277628874564344168573148368055081741051853012215E-13  4.5067839988318740225093848421499033868837101427945805120843675169E-13
 x1_3 : 6.9173897089926439239125717931706571487486539882314628679094787926E-33  4.2040295921854806557642282897635746201349307107518868287575409445E-33
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : -2.0448116951082005514592020233167051392153511295043183805192069101E-08  -6.3983819490760076574459097564586592007436442148345662868547858648E-08
 x3_4 : -7.2792094320203050311177979674932182465736664695095712303883145440E-13  -4.7226056945031974950131110714266658044310673641332570075575669179E-13
 x1_4 : -4.9502944965954130328440893064605678090440373213438740710315113640E-29  1.7824449082338937270802076385920611126690588518058779263170057615E-29
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339175E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : 2.5318675534203739641527093722442930311581046541267862659599839358E-08  7.9224192951136126163274812800195944899847160100183108199909878722E-08
 x3_5 : 1.1480345702535752564494539936201412376171509893623585669580541482E-12  6.9819941958824458153879533180503160620155673772570192343827157409E-13
 x1_5 : -4.1509058080022814449108130913529906084179765711843679198767586228E-13  -1.0184462819663754103779984503554817598700235008963388044927001865E-13
 x2_6 : -3.8188104266232662924867154323700481596933561932506863414486041682E+02  -9.3696495666716966375434802243136400670926920229501088206843131443E+01
 x4_5 : -3.1702336399466949818207312590076314190940901908786400318945957739E-08  -9.9199027604911799571277471877059674611958163921514269985692298697E-08
 x3_6 : 5.3276568457783509947759335619207791836102892911793610936848119851E+06  -1.8559012709330881710098455851357711462773370274108271986717744468E+07
== err : 2.869E+16 = rco : 9.788E-71 = res : 5.005E+02 = at infinity ==
solution 2 :    start residual : 2.032E+06   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.2881429301010375000000000000000000000000000000000000000000000000E+15
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538527036434466E-16  6.4339055583630847867792259515167526840802896527261923189132294872E-74
 x1_0 : -6.1143234311222387083656091725242695174095671877428159698720797169E-23  2.5475464227454736429166233167031122774929560577372054918167398225E-23
 x2_1 : -2.0380970359761379417064628597271492440960733442809976156268959613E-16  1.0810122948826130052016784766339858959359632637747966513836900270E-72
 k3_0 : -7.3347566476260848665318103533910495453446986936916843697376484114E+04  4.0369027538158307000247929156804014253091093885869573785111398258E+04
 k5_0 : -3.1615001718754333569421212250449449115106692957128556739012267718E+05  2.2311242889954986439598483846929310219562052012407506646043405693E+06
 x4_0 : -1.3261129678586468604601422511127822270090468792795018736604546746E-06  -3.3722835686748804368651286401202777621325680279715033183318957300E-06
 k6_0 : 6.0676434371128064459388117642264035277329283104613119775408649232E+07  -1.6806503613689200841398200223625552855786293278424346506799202037E+08
 k7_0 : -6.0282883299593951642020556175674075866472072374089054109693317920E+07  1.6578730592852019505917214793613874028267699545328625733379006610E+08
 s3_0 : -4.2669091623745277686825206647294042608761147892377794823230021342E+10  1.1130548154808180184065993874643956015948699003206024992968407252E+10
 x3_0 : -7.3559815155291694386350641115681609735617464662025814286936569212E-11  3.3898658368419764287379846143082478907110204981926592156758700937E-11
 x3_1 : -7.7644930723565108775707297214792113324239847907332884690891203978E-12  3.5201023756742696921474549362471860257375696492668602238188229124E-12
 k2_0 : 4.4902528790174145786590885788845027549967094539146934798972038866E+19  3.8720586158766877989141897827551857725185914925562263942948111796E+19
 k4_0 : -1.0703406329986437041494782754899226099361739962016600943788434535E+01  1.1155814357700543142337122149205617082829689237722081772253636251E+01
 x1_1 : -1.5845925173010270126678915335685857594805200951632940460853992971E-30  -3.5090958738493643488629822275637391393857776360568652963034259792E-30
 x2_2 : 2.3574725512990206237196343620259575413134210100701835953499485070E-16  -6.5663399037553776634120213851829306174197615353447875854600864248E-74
 x4_1 : -2.8743971337499124894145696675593348617062673410690675839913600971E-08  -5.2138990297384095671629863997676238313638705715731876689706283701E-08
 u1_0 : -5.6110273562910007292073352225633125042147454293555576332493022074E-08  2.3354697521159053251102986422998161173896126002720527608772434530E-08
 x3_2 : 4.4526669775685264117406226663192557021141262730140946311792489884E-12  -1.9646181361949857740008326319700030387806798251582961561401887292E-12
 x1_2 : 3.1802139422150947249007808071258601999296192178912052842658385022E-46  8.5475790573207135558095338634825127498345068179045127459147766006E-48
 x2_3 : -2.9190014254150259926533580376333982857913706695759380819042953837E-16  -1.6279613893548708782622176115051902566073914418968019612979230056E-76
 x4_2 : -1.2301187216646541581516631055379322923740949305295369698979183082E-08  3.3797286052726866492045791695345770228092886172581520758415036255E-08
 x3_3 : -8.1315898673484987687276368452095503861211925318334715613880013714E-12  4.1206698562666972509429803011934504406509115162985989118988574180E-12
 x1_3 : -1.6927408301060012732234982820387181846223116185674373118744901316E-38  -1.0120219901905764768101009206759827893754574768349810189079636256E-39
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : 1.4228816048562866639949677240360008003357088400758128233175958519E-08  -3.9093419195464359401034715607024264211079477596811720848332195750E-08
 x3_4 : 9.7773115177123587270369673563458504915295912411801739427074178683E-12  -5.3054651862571865747114432097022286942208362965658632494297537539E-12
 x1_4 : 1.7921494546220480277631855900415320926625741135572559947137670681E-29  -2.7584743759117365283492412427405680736224112813622132771169704631E-29
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339175E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : -1.7617992758570878666008924585542583748126254911696892516734185203E-08  4.8405121956999393195650085212521038500530340412489240099611117537E-08
 x3_5 : -1.3752586330448368843081345561326397914866339778256054342481503581E-11  7.3052329140664583978116670975110790395031414736944149031787803667E-12
 x1_5 : 4.7982814516963301891246361854484150286010073841088481166700657000E-12  -2.1311918417865103720137199372749112788478977681998180944672004037E-12
 x2_6 : 4.4143924447190556652127330484808427446510366383600196815422155360E+03  -1.9606847283424996098024596164342349650927571695751531881764689939E+03
 x4_5 : 2.2060046056351444043197061237102456673483130372959520359291846777E-08  -6.0609564514346159240674778871698578703724839153052455286139386364E-08
 x3_6 : 2.9960121754693019097137359957016174125512781798000979467790109906E+08  8.9689208167837183819203520292272747869826291526090482167433449020E+07
== err : 1.288E+15 = rco : 4.083E-73 = res : 6.742E+03 = at infinity ==
solution 3 :    start residual : 9.094E+01   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  9.6468984151328076171875000000000000000000000000000000000000000000E+11
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538527071664502E-16  -2.5882611303330258087857202323502587136883569121123858615338640221E-74
 x1_0 : 1.6379423649640274045535400860630093178550635219071440642451787464E-22  -1.1309553351528080101284026360018199797886313388017968231246390853E-22
 x2_1 : -2.0380970359761379417064628597271492440960733442809976156390461036E-16  -4.8510121465991768228923247759308795010002870634699302852236053148E-74
 k3_0 : -2.3926249955105126001142839010117765630449558085620028308910005099E+02  -1.6589463631310659701115258245331015927282220358691905692057604697E+03
 k5_0 : -4.4628684168122449388084998972996177640406519055480284924694619622E+06  1.0990123381992050261634872960598642829997486914792761768768669160E+07
 x4_0 : 1.8983296543735034129629171521724015368127396855438286840037418745E-07  -1.3074395084962755700963516503286056420761463944508610250275943764E-07
 k6_0 : -5.0556884474209281492854049076486578107238964223961853285312524498E+08  3.4151967662637923368104006418151102964113813462363089663422024374E+08
 k7_0 : 5.1003195387146214846444927132929904078851593684583563684234268857E+08  -3.5250814106197446789084663121853322489884091387402879955279162334E+08
 s3_0 : -6.7423639307366183054659508907472131300909383981825746313291921194E+11  1.0147805713069311707052928009902305175134157983662597059741822014E+12
 x3_0 : 1.4968737992009042103832703340537955324257114444811958398138883224E-13  -2.3328247240678812505928802384300488468568442920434679019243578705E-12
 x3_1 : -1.6399019121975688576290125180122181264926544510040752685197174474E-14  -2.4326473313464054336486768608006697661500182830604858777569548879E-13
 k2_0 : -3.0686397200533457515272880320862138364254189659141937721487932148E+13  3.2412253530858812078739044318535083274321771624500776252480285863E+12
 k4_0 : -2.0558863614154180021675757262511381722348604997791541860205315192E+00  -2.7944544041715409362069454414983520655620666629047780094757628641E-01
 x1_1 : 2.6567938619311492838012360378740336146684303304627628626217461580E-54  2.3764368608585030245157150844197483882298087523712489213546086027E-53
 x2_2 : 2.3574725512990206237196343620259575413134210100701835953502490366E-16  -6.5530816251098024603172694567991699038631025373444049192793983376E-74
 x4_1 : -8.1758125830193772370232450795675836812214054551802133295882168072E-08  5.6609742138059905920583910812397695592072102998614380639870669241E-08
 u1_0 : 1.5069076192900363765216126639413326733684523216061126365992725186E-07  -1.0404478978578446838116463597397704883167372080795445873202385763E-07
 x3_2 : -5.6728427997578278421422671713181141990493393559485654769307025884E-14  1.5012235744655870035332415553423039274079253716022694408882652476E-13
 x1_2 : -1.5380518824244768687402733478096590324557925102708623694695759034E-46  3.9330590606883635366093285802429327700472971615905182962148779743E-45
 x2_3 : -2.9190014254150259926533580376333982857913706695759380819045843194E-16  4.9145681280499698171197704112217427747102515172547908902631904884E-74
 x4_2 : 1.0394941234408816110181099104173884336952864777195924196927290167E-07  -7.1844917854953402632440282449974116046629276087027374842083736996E-08
 x3_3 : -2.1469661313742175045728136037189764041751419076881700220413530648E-14  -2.4285725265186352168349500927959428722726615440403226640079729727E-13
 x1_3 : 9.0891253659851988576013919366540581891222968171798901628392530649E-42  1.0407167913228171948458451828020641215713502762389283692954696137E-41
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : -1.2023857645636035979913992527480962528215359123054169018567346240E-07  8.3103217758356316094775456835455922617217686835232431978319202421E-08
 x3_4 : -3.9323666567088742044812397622839352183281360152696350937120999988E-14  2.9194034778084288142676202119960391191304542746350945260371864802E-13
 x1_4 : 4.7633430111753774528718827329183082013668179917453118747689165574E-33  -1.1004096374059408485906521989660475465428905372483850879531616633E-33
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339175E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : 1.4887832982954602664542026114494605376617091758262723019932394671E-07  -1.0289766086971031928087782467604157515896928353809429491969868960E-07
 x3_5 : 1.0526167751204410059675587695031615385785720885933517157789866729E-14  -4.0849943797145538189306821396270664317721847581288521170771467919E-13
 x1_5 : 5.3092247754909953681826360496246301487082995845859871064928270665E-15  7.1387124634805561769358002591526067848011227867996841661072589656E-14
 x2_6 : 4.8844343245021821242425012380588775105071460355740251372481563927E+00  6.5675750304908895451307740742726729195224486253515039300225259011E+01
 x4_5 : -1.8641512702210702206718471070864817073247505752891268366901985422E-07  1.2884131991304105263202954848313355062494423010990098013981506510E-07
 x3_6 : 4.9769876448149283854180151422291161115192587602739784583318469416E+00  6.4419550267631066652875014721254477444674132993035003274549141806E+01
== err : 6.207E+11 = rco : 4.652E-56 = res : 4.147E+01 = at infinity ==
solution 4 :    start residual : 1.284E+04   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.0250121275058018750000000000000000000000000000000000000000000000E+14
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538527069837661E-16  -1.7951155505535949284146347748395248273707541105805982641685247839E-76
 x1_0 : 1.7672967148394414463547250020891491684521380651500664574883854058E-21  -9.1158850282608165131623064698161942534709618389150474257500458326E-22
 x2_1 : -2.0380970359761379417064628597271492440960733442809976156383976105E-16  8.8536188921067248380544142614896012521484157311513087001227890013E-76
 k3_0 : -5.4689711520090828074307701780480585543040771712314979230288381196E+03  2.8064717070071776491659071481221316364155118564041338629050385287E+03
 k5_0 : 7.0546413004270413072741839619505327338317418855476078570216552138E+03  1.9088439532575792731990722770069661762817958359047079560974932779E+04
 x4_0 : 2.5497765787385366404353671404882016320571707189106738145291114524E-05  -7.9618847214017918538912821459861802252683356852352421299005564822E-06
 k6_0 : -5.0619283857135963021260718632919770861291115736345618560807214366E+09  2.2565323849818324518594164939044491317746984015504464922912901458E+09
 k7_0 : 5.0619405153695106568918559659977992512992091435949091644212470484E+09  -2.2565572409747816630149260169662777847610223661770914549496561140E+09
 s3_0 : -7.7222041400214219483743735641253627104221506070231937036746411530E+10  -4.6770457105631461937032861709475523673485717636348397052832896974E+10
 x3_0 : -5.5449834264989472973991410156013209209933385946915577619487452096E-12  3.8952367980462283507542356896467607152731931494075843080014550243E-12
 x3_1 : -5.2147305610657169465082052409103781332850023114238125790625654001E-13  3.8112622612231937072084104745089075801568089690598999366236192126E-13
 k2_0 : 5.0452757100367451124567823678205906924929757989049126023685737510E+15  -2.4988691309844309518611655410154847795127837585815413849505045746E+16
 k4_0 : -1.2482989949470529379539632584847402269337615747810258906500902534E+00  -8.3395775270125324344112904373840630240450595010872118881345507073E-01
 x1_1 : -4.0905233636938971476312453014616176458655852086625650359566177124E-39  -1.7351550643336675965495157745483575467542993586087515246804914708E-38
 x2_2 : 2.3574725512990206237196343620259575413134210100701835953498161071E-16  -7.0957637135982097400022237894691558146981836560712028341537310681E-76
 x4_1 : -6.8108325781976525946286509145187453268591281202595050546086908719E-07  1.8977256491162644537890754023923452836678452705808119384419330139E-07
 u1_0 : 1.6259134083137584275113111419912885110025561429095450425187767778E-06  -8.3866042676638984410960464918013844655388634402558782095471723736E-07
 x3_2 : 4.1980658878485563092885541033686573029522319711190792109050168976E-13  -2.7676049740387611534955380857126079242174040841716881560037702958E-13
 x1_2 : -3.7560070036076700025326055717895019511177726357025866120148148618E-31  -1.3275845583315595533319506524615433976725894410250190467353839340E-31
 x2_3 : -2.9190014254150259926533580376333982857913706695759380819043521178E-16  1.3679430605648779197329276876949969730880611455955598382729815842E-76
 x4_2 : 1.0316714812010756457277723714782622419923576478938736094103334749E-06  -4.5990769044795267151233299008649967499689947222458352528986788479E-07
 x3_3 : -5.6393418563601265095713037073924850008781626608728902805766832651E-13  4.0401511035734710821874543121361176248636020706092349554410985549E-13
 x1_3 : -2.1800433375113383987001172709578064064507443762808766497483340483E-34  1.8749969585481877840054651466540787813822341386263626725640053454E-34
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : -1.1933372928879169179823269208451185778148331903911826640353242910E-06  5.3197651386317116765017077271754253582889001628572760500753922603E-07
 x3_4 : 8.2107797629462400481677605298251832939611706924361528399549087951E-13  -5.5122091779616443365434806268734877083710092991088205924029260413E-13
 x1_4 : 4.1475202423935759694104893732710318503475935325520483734051815493E-28  -9.0046503653859951180789437938989709555234680927678345244334417198E-29
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339175E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : 1.4775795612138107708268785135377472819472988097740417702151635091E-06  -6.5868856108393478445761812877713884590265094969210058434907344151E-07
 x3_5 : -1.0615820213965720661409887043409383407048123177936868387368206305E-12  7.3202969166518931326338366026883756785012440840954269325972438431E-13
 x1_5 : -3.9962244630110985737418696694044716701248353823556161964682377650E-16  5.1377399117527135539634684043465871301790626930722509082743716231E-16
 x2_6 : -3.6765044411378095629169618179253565915750877203263135285836675258E-01  4.7266923518678205087564687625792621705535082183684114899314588879E-01
 x4_5 : -1.8501223455720112052779982296538261224493001896086586832852073420E-06  8.2476408482740693481996513978265986863533107863950046344887848160E-07
 x3_6 : 9.3099822546761882001782191290449798583846576181465524968559642573E+02  -1.1901774491426837958169855026368301504283180467944545710517597159E+04
== err : 1.024E+14 = rco : 5.051E-61 = res : 4.846E+02 = at infinity ==
solution 5 :    start residual : 2.854E+00   #iterations : 0   at infinity
t : 9.9999571619533954713958099079369995065141862866653355013113468887E-01  4.9709310969209417724609375000000000000000000000000000000000000000E+11
m : 1
the solution for t :
 x2_0 : -5.3574853927644848944790857421571163758357954151399012178126954807E-12  -7.4487279308868282793085952349270804681728983733362215766761054514E-12
 x1_0 : 2.7356116904331827924144205299204204334640848467551925297957534253E-23  -1.1406648468737362943544800775099951169896797585505812832959175855E-21
 x2_1 : 3.4428447297170906753388248438514831522782430097384995514387636046E-12  -8.5050865872210728542934934999983095319239744660077496300345863015E-12
 k3_0 : 5.7506190494657062078118800832594543767851801003391102715488799476E-02  -3.4488304096573997565995910684579476116584882854341097512507590752E-02
 k5_0 : 3.0771691455259908461564870074276411036908513549766351499164795009E-01  6.0238361273020849886238950370841878841000625811992165628114617737E-02
 x4_0 : 5.0392465644512090524998421951046967148633967855064550058064819982E-10  -7.7411525832970066936075677491529122441979452970874075831684184998E-10
 k6_0 : 5.0570486342716596571580946889232772397602541021900331098124756638E+00  2.3079965210650515647987165478443934153843656838176876673214918765E+00
 k7_0 : 4.1982666290772962352638430845467646916741558396778623607699863975E+00  -4.9849323279466743412789573213953016288462204674389369141735490530E+00
 s3_0 : -1.1230918810998134869172833094077712747338295119340704216137908295E+10  -1.5025594999111075247821329370593084424089277051725814014840518243E+10
 x3_0 : 1.3339827738972690277492171961281446774989379448107010700320342999E-12  -1.8224712275183267148134531679964253609949828776689666412512601786E-11
 x3_1 : 1.2723813597588026290945545459021502134995833341633816447016940943E-13  -1.7590176539676311931164718286155435893714319680780725118888281407E-12
 k2_0 : 1.8711216328771388152606283183500910804321533698324050166191445849E+10  1.2090625807646933784285642884898729127122596896379067669625585148E+10
 k4_0 : 1.0878215647902106664347519343846898465390099844952634337559800894E+00  -7.6938642139736772079922499288086364956319578518971322689014975483E-02
 x1_1 : -2.7552245030799881325656453029436798129824165676450589355916317303E-33  -2.0001005014539419124369975227848725186928212013605019750024213624E-32
 x2_2 : 6.1332783815555151321685062702940522914571693419136460119247754989E-12  -6.8247248402067396994051356581702572669219296785078852316917591697E-12
 x4_1 : -2.1168016618013106759205823832080642695212937831571842998987114766E-10  1.3678845052769051638922767597303619724813236799091113162150587275E-10
 u1_0 : 1.3386864783720844229518396992690767363578464787333456605200653110E-10  2.2945800175816364620857637455577341282251130213191618053034140478E-10
 x3_2 : -9.8512232224240370649429962771723765929349074586036261152173091075E-14  1.3148399466453349605541343390808491390880086750247776547777672391E-12
 x1_2 : -8.4512530588969066193691900657510903409236108382526378386540177658E-25  -1.3956012937277740405941645322428914263627145798046998021722831620E-25
 x2_3 : -6.9452468487091412843878606820427526953122536527284914041350218600E-12  5.9965558332728789528446240459561206594882643531133028630511148819E-12
 x4_2 : 1.0826680246285489360710112056303821984672678473177711196148650854E-10  -6.0061828302623910125711732813131892707491370487388799721927441109E-11
 x3_3 : 1.3736808160249714225642706582532608163803317295167557430430164925E-13  -1.9020960373291645839912210168522690282066298045297701809430873254E-12
 x1_3 : -1.3269696181331752371443542744527500221563912025436027291499374739E-28  1.1417278048049463068169106759393855535087602807247301660521606025E-28
 x2_4 : -3.1227100127376046666947227108427937422600168748224928773129971611E-12  8.6277158310069901589309886334843482610738189217172248529047147046E-12
 x4_3 : 1.0641208232320070250484450307057006641122728029995125154561269967E-11  -1.0090830031478490322456606443025459682376764241216144510583573325E-11
 x3_4 : -1.9574817016065975544264252442108135476353164122596149374305455315E-13  2.6634274909508579972538897861642511922653029923034558579289932813E-12
 x1_4 : 4.4530405222266288512124407129114504414140059878254518599320521018E-24  -7.6483254012741490583755888217165440880849539759441895091299868990E-23
 x2_5 : -9.0216024396942257964877258006513420708355389463504287792409403232E-12  1.6763180818642781167943178384105962431609658108227852560406905015E-12
 x4_4 : -5.2649678923823482074421384744282110997249786408869027861392905387E-11  1.6274832446577704943685831193301686956817933249579422375433460764E-11
 x3_5 : 2.5543599147006587777266200715455949509143509558462261877991874793E-13  -3.5030954761769755240383148420399792366222744800302951771460208236E-12
 x1_5 : 1.1475395865212160038080697297363674517119439035497985699754607236E-11  -5.9681817230100106459917375547509249350888344495781347218022806016E-12
 x2_6 : 1.0596271468323356402132940428238132580476577714327403378419291637E+00  4.0944816651967289731825281511087385588728508550227596369500332389E+00
 x4_5 : -1.9116848546516918024869020735130217727419915032697908835727628424E-11  3.5435111533322209498368383295519815148542309551831838223373233079E-11
 x3_6 : 2.5697797682985843200215974038174314927025417956040091882990221433E-01  -2.6872834371178071434614462050063099428239065087854222738317379132E-01
== err : 1.445E+10 = rco : 2.056E-44 = res : 4.254E-01 = at infinity ==
solution 6 :    start residual : 3.160E+04   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  5.0608850755996757812500000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538527032667073E-16  -1.3527222622802635520937262519670638817379313637757588395455246615E-72
 x1_0 : 1.4474047679169559943166683474264111819506904986721263951043120482E-21  4.1043376332240551827104974795712309802858945359933043660247312815E-20
 x2_1 : -2.0380970359761379417064628597271492440960733442809976156421163504E-16  -7.1318473215886204582048423806798919650243615742696210890441629941E-73
 k3_0 : 3.9461325564939820598539793554088254337879939414654570084613983940E+02  -2.2050334506671584157143943924475828605869968725683280588043027899E+02
 k5_0 : -5.5633064424745876708792868773352418941891339111553096173493575668E+07  -1.0758178417800449921206634530799811052277322725927870587504128725E+08
 x4_0 : -6.7896053568503327870062547515805663651771060105467534268221652147E-06  6.1266312269588508116521178078198960133813361907195775142182117941E-05
 k6_0 : -8.5992792855719303106985437433346290298017794569762394385414615526E+09  -1.3787296752140699921818627679539382059144346480953467413399279587E+11
 k7_0 : 8.6549119581129435900100088361655499853397924851518288353191100079E+09  1.3798054951814295687989094806340133177608801086946895683422731124E+11
 s3_0 : 9.7090723870053742682147610287812108254025644551234647344371224499E+11  7.2955841747413190626108802928364004071341168244527994563341644399E+11
 x3_0 : 3.7938683385889232140342915679381406777259026397791970300378839654E-13  -2.7388628435478323631615689233684270083677874325068680749864904240E-13
 x3_1 : 3.6833091550102846837385446641042846896272299709445539145469516184E-14  -2.6313254284684989179117371411081855028107899308201309137501087265E-14
 k2_0 : 4.2851365909533862448239942872710456721858160794497939020381887376E+16  4.2179656470357940944897387383490726983699379332144381760474602585E+16
 k4_0 : -1.2431658513522679624912018840192590879318307064243081806765402079E+00  -1.0224291785395570470917683436130043998596129018417107737458838800E+00
 x1_1 : 4.9357341016574152954007856108624347776309472108172009714515868021E-45  -3.7822582819899313465077107831002287206870873116797599347082985479E-45
 x2_2 : 2.3574725512990206237196343620259575413134210100701835953509680416E-16  1.1852366608718962677259954230671176565574116745844292358837764306E-72
 x4_1 : -2.6128882910266093448475071943515272063388003738043510708800007448E-06  -2.5125216882158625329957752941623204437601752914687081583669089696E-05
 u1_0 : 1.3316036326862911730116938630114085494360135570125180602640612159E-06  3.7759679979178694320116526034790552976625786739759028017062772572E-05
 x3_2 : -2.7048837690440692867070931140600797304454793763257777309663175442E-14  1.9870851415230916404136118675743227103122933516794465844208705515E-14
 x1_2 : 1.4122860620796505916160070513738389322067097971918467293767776991E-38  8.9575998619808113565738217149960869666994589678686712659197616442E-38
 x2_3 : -2.9190014254150259926533580376333982857913706695759380819022007104E-16  7.1723349810417923800820678097544043614153852977708708123389391752E-74
 x4_2 : 1.7639551210367056614998154560939678769572652643069386841103066144E-06  2.8121774854587867472190818395939480432333704428322216348904181237E-05
 x3_3 : 3.9859727854160165372131398870498086371836374899701718791206140403E-14  -2.8618082754494512963595047201019114275065462893439758833648938248E-14
 x1_3 : -2.1250753596581488407889304602276030185374141402875776368907793140E-40  -2.2310615618926760430997499412696070909564515520386221775314248223E-40
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : -2.0403718302531840460068336105387862587395233083731847799246778262E-06  -3.2528535758234674302791936553177200632834757399499529589335179162E-05
 x3_4 : -5.5331084336043491358516862740909852766508998855732397624261078676E-14  4.0405895148776189356058701989040378142187735626053112758498875816E-14
 x1_4 : 3.8987061981655804820285049080099190237994322798070848492057580839E-32  -2.4005356218169147043652814204979300305768634753789319789951403058E-31
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339176E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : 2.5263701490794920511338942398857051255681510338582369512909982288E-06  4.0276542007935829045616088937703648269310115434939305776992101803E-05
 x3_5 : 7.3062173844397048949703065473114353290991396776725283659075842273E-14  -5.2978809657969662650094922198458948542963423383113316375750336118E-14
 x1_5 : -2.8145382468674039848038811648943019528905354327839804256422018683E-14  8.6608953110116175404284882969343604774082023794971605323392964696E-15
 x2_6 : -2.5893596537655317625364207907763534793402096883105945242295181127E+01  7.9679758688524706386812476304526369524169898563267787004006590671E+00
 x4_5 : -3.1633456178099461960741981197416016240926180978496158458817088145E-06  -5.0431494652436267343849661469196034236436471187551758854748190930E-05
 x3_6 : -1.2430500465981328965263931352484790213438638493493676950219518513E+03  -1.4063662907476699955825234416030817728579772480119715519374183055E+03
== err : 5.016E+13 = rco : 1.700E-58 = res : 3.081E+01 = at infinity ==
solution 7 :    start residual : 3.407E+02   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.0802525522216968000000000000000000000000000000000000000000000000E+16
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538527069781268E-16  -7.6224474622846790960609990311938862281318873550284518936503145989E-77
 x1_0 : -2.2158090617115068270606479997193995590246515789496645621955276054E-25  -2.3057805713707336592580630731829806712744443737822855607619255415E-25
 x2_1 : -2.0380970359761379417064628597271492440960733442809976156383936283E-16  -2.7172951978822943414842167522707294454436934666481428414183291083E-76
 k3_0 : -1.7353518410657233019527845438167709925488696526744398603211306862E+01  3.0170932439335960200931099406039328597893470205819697098938040567E+01
 k5_0 : -1.0751754044372252915539266664717178536926625073526258327014743275E+04  5.2296668828364726388009184538243716847578846310809980604270675416E+02
 x4_0 : 2.0822851130280322107623095229833113444522979290660814821877704115E-09  3.2722680882380919726446217706464697475941787709813367767695861860E-10
 k6_0 : 8.9045397673862215028447557280171032059141363240257169779554826407E+05  7.3812208603384969757956017261588655606905079809759473450628844194E+05
 k7_0 : -8.7940054243134123629566816076341116026008939678819169864671925363E+05  -7.3912672164748240191651869130926308801027233351107453313137510987E+05
 s3_0 : -1.9767650994379354447860539314008513763158420310544524675625147479E+14  -9.8546722465126986762425891551960894895400736142062510062621209100E+13
 x3_0 : -2.0259844101228398024387560847199352345339697012517878926737043300E-14  2.8248423685813339826271519928882240329643731212604911333380108731E-14
 x3_1 : -2.1626639445915530820610914266020330687882694744387386979463785649E-15  2.9768077107585294677085729255678258397984236277247668853747604713E-15
 k2_0 : -1.0479965260683337939914903780794939992140352122280142058065051296E+17  -2.0791710040288853148127163804272257077614421222332206413232907718E+16
 k4_0 : -2.4697038108455744513174320738689884048143715764304104559985864241E+01  1.8446615038066525446420149827874043699687511827482242687916716891E+01
 x1_1 : 7.4717278814567874251041126944590179258576715280241554418068162180E-32  -7.1995641820925207926354236543025219116782798951450878371388290456E-32
 x2_2 : 2.3574725512990206237196343620259575413134210100701835953498196438E-16  1.0386319656376539167557726453539382380015623350673286492077168294E-76
 x4_1 : 1.9694336409604678197639925791555549201910929158472677089140993179E-10  1.2471411237975168491199077843737164745203646312722737651322343361E-10
 u1_0 : -2.0382279350130615052180858874214396278369822137012895096177271191E-10  -2.1218961440420302629893164292573894198716924632750623948153533864E-10
 x3_2 : 1.2322437172385343062673974787600496228282121980226543692914040785E-15  -1.6519922989729171772848260560577539077329384705281926968879437800E-15
 x1_2 : -6.3779278545759339696160946839326672408137056217620761918064532455E-52  8.4473569553237633611431729403965524097380430030636824237964419849E-52
 x2_3 : -2.9190014254150259926533580376333982857913706695759380819043526710E-16  -3.6068576677547878067983708959804662013531878442465073912652332471E-78
 x4_2 : -1.7923406771972722907364198792058398719311400836628004000516382029E-10  -1.5063511516684465320803555055460462143163689059101016719364517550E-10
 x3_3 : -2.1618310946847831067221332951869465721892441399369943705532762894E-15  3.2832109205367567270131113320464929037870680395842851498084603485E-15
 x1_3 : -5.0091104128416475582840054881966026147466964636377745218817182452E-43  -9.3986223846752313754733066491620054647429189068507977291492868711E-42
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : 2.0732064698241036670372517288417643608307844014405358248028689255E-10  1.7423998310704985623587442403035537710350178368937005519576616290E-10
 x3_4 : 2.4943016368314754053296310904140172118717994377623795920798347980E-15  -4.0454933295378331435151336542889827296107707366594572390397973506E-15
 x1_4 : 1.2511172284776159801608808787332798648482879760219609943480098972E-30  -1.9969011068556331622840947165595147731891436600697416256607317000E-30
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339176E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : -2.5670257467841006859352327103263150966070515610038959506092688329E-10  -2.1574238850565398445568513098592251588992597044395661236215625013E-10
 x3_5 : -3.5604903981519951928947727773025259218473368941561468907044422680E-15  5.6546395661692276559434171129064787218806714537963923284457098899E-15
 x1_5 : 5.0600446785021968701083306654539590279106967465438293044682294556E-17  2.3599926554833858475859883578695014364127727587099649359686879600E-17
 x2_6 : 4.6552131682049803175667882480684008920566630106933407263917671375E-02  2.1711802137754054303184531651208446293797860359981505122569507192E-02
 x4_5 : 3.2142632580328532477872914476395109500540695544853844079718743722E-10  2.7013583034188347129348144153424711501869448954588439713509145581E-10
 x3_6 : -1.5621115013697911230002957894314551444944481999286456269561399447E+02  1.6222443623258312645094226703347817731263578160582685712238110142E+02
== err : 4.079E+16 = rco : 2.632E-69 = res : 1.329E+02 = at infinity ==
solution 8 :    start residual : 2.140E+10   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.2187112723241974609375000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538446846779554E-16  1.6768570130075672563224283460927005435605691523743685726601471266E-69
 x1_0 : -1.6904699225597073013773785512155871927894285674186842466737170239E-19  1.8293474645889450132075067051076051280734731535600349071588068243E-19
 x2_1 : -2.0380970359761379417064628597271492440960733442809973305136901043E-16  6.0482185123448189306475383940895588729963854640369400622921438137E-70
 k3_0 : 1.3468810520293126482552187048984783311652933455941685448206010514E+01  1.1363648157381961802779767327201680938091256130223335450533513606E+02
 k5_0 : -2.9504265156311999896373586353316600309919720123835152901490737558E+12  -2.0743347688083182632731267572819255649788478114672619415405146280E+13
 x4_0 : -3.4628209369479141253409562832694718718210465548130959876235887671E-05  4.6133280731083223932893355460499968534792001490415517879579643723E-05
 k6_0 : 3.5118290615896159648068944771722435592405224665049394738949996675E+12  2.0239262659279786398449372722265728824002430606970594822814369197E+13
 k7_0 : -5.6140254597044484216737394271157065817263843215984487630414971638E+11  5.0408502868976538533952118847884066182141880158108951420858003621E+11
 s3_0 : -1.0794039963260752543237467924361086284131412429714889094442675179E+12  -7.3568209891726974626561665832142593973986534151935488932138154793E+11
 x3_0 : 6.7448768566656449711470340322755241277535926246603839673426364505E-14  1.0761199058028471523449256394135492869459600795068058947229439575E-13
 x3_1 : 5.7871653617550246663949555128040050755533255937925668616065410066E-15  8.9059087945208544138609985970759722255916153453268184212738676800E-15
 k2_0 : 1.9905317591763315533830362636379780717390139656182128945983376343E+14  -4.2725462247839236242882586510132495134732754925726805082799365870E+14
 k4_0 : -1.5738661543022625595565920183162052256778176996988642258369256938E+00  -1.0940692629955899350037914044718836971261703886419447688951877110E+00
 x1_1 : -1.5080360182114259708910104738753190086088643193813565592593135526E-57  1.4118318074059353110710060649370261142827376663346936298416598427E-58
 x2_2 : 2.3574725512990206237196343620259575413134210100701835349625291026E-16  7.5211633573355113502446363930951684587010499557806291287793582551E-69
 x4_1 : 1.0033797335669034206864612334603012996408305813659214333625561349E-04  -6.1438749229645291774230689935069100164347160245093698943328898583E-05
 u1_0 : -1.5552229954606218898335536025830973039090061212174625135824542938E-04  1.6829895656333948979856554533175086474812566005024993066214779517E-04
 x3_2 : -6.1635517958744443312450925700963725327840012219156162357300763320E-15  -9.6283039204502639628410749521766031660473522634869379667672790404E-15
 x1_2 : -5.8723707427561439850016729204631423806496741882283755453649054678E-48  -3.9233478066312568396113878309080918357709687264485580829232726543E-49
 x2_3 : -2.9190014254150259926533580376333982857913706695759380858203409122E-16  1.4911757597990550880534640878095285147033122285523557522581278164E-69
 x4_2 : -1.1441928649067278858964911047786619831857422910431650494490289019E-04  1.0273742030841594653307402428441264983473130694624684212811168848E-04
 x3_3 : 5.6063142079393054493296306388946260513413954960209398712977603714E-15  1.0318467803959651482916240987719916659267695028511290668130302149E-14
 x1_3 : 1.7216754986256340742055143279380731260497575837657878122140548836E-43  -5.3838813978403489540415719740367448071085587435244391218168717537E-44
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : 1.3234910923258769624481610366558888243220335770710192775196686471E-04  -1.1883666189247960963908791259247743214481663740722352687796534573E-04
 x3_4 : -9.2899539344760983372710150052579690477455954582375901591417288795E-15  -1.8065718647047721464877264080276077202842279917566043846055747838E-14
 x1_4 : 4.7278907343589912900734776196002704674359351876415577649888518812E-30  -6.0264342346002815994372752013242723162779974144278986176679896502E-30
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339175E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : -1.6387348318836926452744793448519425431967362799500537806316674729E-04  1.4714249176075044838285301083991373009952777387671629128485861395E-04
 x3_5 : 1.1261993616177066810440666573567667724288796049041948349403857333E-14  2.1770431840958139678153012327719682194822236832113302353512026949E-14
 x1_5 : -2.0850741772191603901433409717632589285076725090588402331912318297E-15  -2.8404782142085192090010339045891923652221366647807409578287111087E-15
 x2_6 : -1.8087259269312202725850799577672321337135404712090470250370651933E+00  -2.2753524769453890358655559711366725935978174649480945020648527600E+00
 x4_5 : 2.0519101887150634151927158245466859686006302701774640471280211027E-04  -1.8424163090036707317892147716053550983096644678329875143115228777E-04
 x3_6 : 7.7227020295804233956813561635944016354222153926266695607063514915E+00  -3.2070994478887494722121684526714683722880719210779440658267863609E+01
== err : 7.893E+10 = rco : 7.702E-62 = res : 1.749E+02 = at infinity ==
solution 9 :    start residual : 2.914E+03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.6411387958206550000000000000000000000000000000000000000000000000E+14
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538527069850526E-16  -3.7162753888700692638992957064056796016456403133982822056441210786E-76
 x1_0 : 4.7870648913082650251537214492927897788134104103989173411526766735E-21  -2.5636941787329862843722636080211682147378519392012809941664164921E-21
 x2_1 : -2.0380970359761379417064628597271492440960733442809976156383857244E-16  -8.7743434101201961212046756425588404996213514950032986423955391692E-77
 k3_0 : -1.0354675564726538672226802374716381315769854980683646882759193316E+03  -2.8189234725750225606856952309404521399391518683871469779223128897E+02
 k5_0 : -1.5204040882820408498958008368588868049891779798467983741774493857E+04  1.3896023028296842254220112851585827418765546561373445304922099404E+03
 x4_0 : -1.7526095635602103013629358747207782710758877280678784212339871048E-05  2.5379348365232707876960634042115047404786243669353172247581280997E-05
 k6_0 : -1.5643349438995213738496414023290744767437941247031248191288257784E+10  8.7032108921193423974205436630487971858547018773125522280596149936E+09
 k7_0 : 1.5643379843124928271951374407215641300535639362855721437936444797E+10  -8.7032033104847961948733314837623380228453394358001286137412102007E+09
 s3_0 : -4.5690156636876185090186821765788949956927441873374325059124231779E+11  1.0984306008313144176429313706839263735492723060753145797141043815E+11
 x3_0 : -1.2121311363250085202334199394521622241820428001190543972069088134E-12  -1.3944801021267487320401280510742493484076481259114786512690999362E-13
 x3_1 : -1.1501922708309989313051750865883734805091639625520238743804899370E-13  -1.0033331424855170658304230632548598800311198817814751683729936800E-14
 k2_0 : -2.1003339204402722730918296230416207734513804687449347612361140474E+16  7.4907285748868127748965822645645989778131977101697593390413873695E+15
 k4_0 : -1.4746158372185527845506194292209963512671102111224348237073455682E+00  -6.6786087537053953936640812793926937872598727303505064935433107795E-01
 x1_1 : 4.5510782700936456308068013484017818437536444766232511688930633690E-31  1.4021334250984604521004992277655508103740316653628960483425721582E-31
 x2_2 : 2.3574725512990206237196343620259575413134210100701835953498185048E-16  4.9773094039618251357048943383873584675548850100077705232120285002E-77
 x4_1 : -2.7254262300155034435195119060290165556651515188718072102715096188E-06  1.6079170200804133511867152015441577532916648026064501213831769148E-06
 u1_0 : 4.4040750120440011210942534175407893687978849150983511339580944795E-06  -2.3585838055156956847682041777847139013872593077965153642893674977E-06
 x3_2 : 9.0846433227579906746298223885131770546127143857709855874341564123E-14  1.4325993561665933138131067077942525153093011681493227561957406431E-14
 x1_2 : -2.1318913375890798629399948731493765033519031259540844635181267400E-46  2.1897382148799554349693208459017631746848053740824887910111813841E-46
 x2_3 : -2.9190014254150259926533580376333982857913706695759380819043526165E-16  2.9660529439198465811410835703268904299480932482011158512934438248E-77
 x4_2 : 3.1882723982367914681812279041727564690148341936883063468463597993E-06  -1.7737973443830776902922241266582308866457107445110119372431172047E-06
 x3_3 : -1.2296866122149842918324734150693206297035347994223049796438632399E-13  -1.2566498862112946718884665919934456407312553323148500134103348189E-14
 x1_3 : 1.6044665839637659120873618764568594624892034297581329262645994200E-39  -8.7190748278114012313159911586571563188642934766901732563265383459E-40
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : -3.6878836145706054092378547653089877477339897918508973246295884257E-06  2.0517563577396145895316401262538773463826886960897652020993830835E-06
 x3_4 : 1.7624168892080619502578002515774515443378466929277916703288454138E-13  2.6007290152912926970366897054131979161425947880308155189691331965E-14
 x1_4 : 6.2641370205574899029302423907997109642550030171340567112602251599E-29  3.8431536336036846820998423094119517716619962296951041904570283397E-29
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339175E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : 4.5663045034204106734875250151058155012642939328441033812248016333E-06  -2.5404663691826056593125856024586208010692575547733831055908421248E-06
 x3_5 : -2.2918568420031926425298282585935276749781025832698425036407737073E-13  -2.9598260574747653621325220149400890753667579868134332680404322963E-14
 x1_5 : 1.2202156663702393800316986378308501816768220049037597877288607152E-17  3.4948399066042244881819842739738012363025203101977538167503904614E-18
 x2_6 : 1.1225916734155091605219275880887538129664322480827697276273461762E-02  3.2152333888527509439097610569172726622095685823411226310619866837E-03
 x4_5 : -5.7176099869274179386334482776115248885165673224743593555593347199E-06  3.1809959631184710780111458451018113044474109359818299641119737639E-06
 x3_6 : -2.4562835562664442151150689941476744388920341178255724829360634334E+03  -4.5720439489301918666410387888270093074674354284598110483140574966E+02
== err : 3.639E+14 = rco : 2.320E-61 = res : 1.452E+02 = at infinity ==
solution 10 :    start residual : 2.699E+07   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3768580868660439453125000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538527143343370E-16  2.3821269800004410657109653713992078096452261467076867852927323073E-72
 x1_0 : -3.9077575281087704062994436812707233222887113347618962307781862141E-19  -2.1219511261833887823548191175212084240218353148328657385723533565E-18
 x2_1 : -2.0380970359761379417064628597271492440960733442809976155995612677E-16  3.7937769522217799449583064649757559740731060594492355220366063685E-71
 k3_0 : 2.3448845846082476715977255399856671729112806159359712505284986200E+03  -2.3738415004121527956759143112705793057029100720599512703700686822E+03
 k5_0 : -2.6453807272386960476789369546578488472273156728077775395971114745E+09  -8.5971407110526282017113946705803004372892402097479892587004221644E+08
 x4_0 : 8.4780989083688743663904283687188745201803886733799339871766508021E-05  -9.4644145435832347992418359027643421633433064822126061705888016976E-04
 k6_0 : 1.0595911586494936288029775341360015006933318962711287722142707146E+12  7.6813527094494409474883665378192987226946805020429673287520552647E+12
 k7_0 : -1.0569457802653832985881531474897660244220464168604798081141165761E+12  -7.6804929930036334623514283938222802656744720572447692143579063777E+12
 s3_0 : 1.1278481784589792860446502741723686010770705711464222580699008502E+11  1.2383662611329507186356325077435753877077144689030092796693864274E+11
 x3_0 : 2.2107235821122841684011018544891601079058093532552670203396184383E-12  -2.9172436268853836215628493845734880520446295347575410689081931390E-12
 x3_1 : 2.0658429432429080799682482522144775826688996837233434661673418107E-13  -2.8264266069838029158562691748525148950162069128095059519890364969E-13
 k2_0 : 1.4238906165205569753360235899188545551465459420291007622937510179E+15  5.7760129334239753481819380792958470126284042884223642210014670341E+14
 k4_0 : -1.4393527810541353271094583353414732343978869443847631209543583482E+00  -1.0301599647381781050546606158254949521250579271806860166888275028E+00
 x1_1 : -3.6489723308529725054483238538525359653424606259782721454239296066E-52  -5.1479252266123596269673052112452381626487396133372084588238537393E-51
 x2_2 : 2.3574725512990206237196343620259575413134210100701835953585314829E-16  3.4939287271745959014208441197762825228224019607616353715490183320E-72
 x4_1 : 1.2219350371830310887774468114464448076373236333900693280086837171E-04  1.5482158992413376093469388065757266560308223209469199768611564648E-03
 u1_0 : -3.5951153971522660159640663386141372490859974575671535003236461454E-04  -1.9521833171606015205411474121605490334360455205373894948814765623E-03
 x3_2 : -1.6898202895016526026565722048205801271546422937587428654358655314E-13  2.1036587154090652237979413355037729373246785136611888098578502926E-13
 x1_2 : -3.0625721172572096834068989662895528839506151040500272477086143331E-42  -1.1037570501768411733758724449978975200913268956032923207309824107E-41
 x2_3 : -2.9190014254150259926533580376333982857913706695759380818737504665E-16  -7.6504900933439763909968386365496612683459311297151312786157028009E-73
 x4_2 : -2.1541580571696192433897092338232994490875485824515984169672487401E-04  -1.5653590008714321051193864201857894100124555117700497752920889729E-03
 x3_3 : 2.2415760214297300018598592634324941119038743918613171931139825204E-13  -3.0193719819587530627555334682831374782025420542717961649333732261E-13
 x1_3 : 1.8409351935989909662332971639734287258044755318777801345314999434E-38  -1.4443612608269070583904691446193709317666344251684606513207244361E-38
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : 2.4917206596618851656154356460031515141641273996084297498461545946E-04  1.8106551417046792914356843571968453061890197256210750880522358629E-03
 x3_4 : -3.2968054821540759791143830712711516774017358918200559646252688265E-13  4.1910713483961543413499768058785795773853083898879901702897084798E-13
 x1_4 : -2.8862150662213009846485799911432170749391118814484537616344071631E-29  2.6199077183449185386673685468192074560939047407827953869821934440E-29
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339176E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : -3.0852262323399842246027676758144403307151535152963149007540206551E-04  -2.2419370001396972058815295661219817160537685429194737200693273548E-03
 x3_5 : 4.2452157993922492895440818348621766528423601448569997520972251594E-13  -5.5272915804163072215166991798040109577712771468255152331076212181E-13
 x1_5 : -1.5528223136080450466423691308816614826841489693194040779443759018E-13  8.3955230015939573815889828618979244307443998247863167627621204888E-14
 x2_6 : -1.4285908482402296206574372328359861954316349665549275744758533985E+02  7.7238549138780746534460056668019549571742700405795910412265056589E+01
 x4_5 : 3.8631064751233453744697086603159886140739485474204761999096047916E-04  2.8071981405911749028246401735706413314405597263256248917562732903E-03
 x3_6 : -6.7144963523356826274971255744094402324409473791507314735167487427E+02  6.0071932012376662215521527630544575772691865998341488458246376463E+01
== err : 1.192E+12 = rco : 6.156E-56 = res : 3.802E+02 = at infinity ==
solution 11 :    start residual : 1.979E+03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  6.9227392656399961600000000000000000000000000000000000000000000000E+17
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538527069452002E-16  -9.3806275100090911604076254364840536174274448681186000881783145180E-77
 x1_0 : 3.9216106266258663480787888500715402872785617878014235273373230938E-26  -2.3250860706651556972278068179001995014113649643434575247918784164E-26
 x2_1 : -2.0380970359761379417064628597271492440960733442809976156383655692E-16  -6.1468024240526787846506318898605602593694106807751020420853349947E-76
 k3_0 : 4.8681544366957887861769002045188442120645294653820127142555606713E+03  1.9967376852826739803232036562253264972583910428012811924752923586E+03
 k5_0 : -1.2930920282239228131139090636962625671756301891057506824262505310E+07  -6.8124869055500699803313441453944658932494727526835265824472632526E+05
 x4_0 : -3.2106674053405536313023770945443841357266474447785716821943832162E-10  2.9370743127452263503969232146402176751152737839982988011575048728E-11
 k6_0 : 1.2786476086359025465265680297084756566507987128398478802539805569E+07  7.7190366497315413710351466604985362144798466649459741610338461400E+05
 k7_0 : 1.3957778730997045625596551523644270530561163931690620647039338061E+05  -9.2651952089369662291062547380991682338054584301378539527243385112E+04
 s3_0 : 1.5773522116292248986423583137386803535029452699709733254976509647E+11  6.6525276361700169682387260880467439758685513592540001150240641887E+09
 x3_0 : 4.3612576431508233441362260457383406550549027789176354048969590748E-12  2.9908378833891428364457348608988153365849680892283979242228808104E-12
 x3_1 : 4.8994625518740674417273247680366603075339709086217870037654549178E-13  3.1250433362847767747234860192922239846279506214697969546079232650E-13
 k2_0 : -1.5624867584416099426740331462072504258375126625438438940382577300E+19  4.8546717195647189121859748634103184639964243206217783978671717012E+19
 k4_0 : -2.1950992818572789470146449588377631975025364212595849222004240173E+00  -9.4395475162683541256910094984540124314304989231710482439157145648E-01
 x1_1 : 2.4673836277926157921314663664607337028440482738932264552876606268E-45  -3.6107820645337252058810867168474289345896532930458196242553272473E-45
 x2_2 : 2.3574725512990206237196343620259575413134210100701835953498192190E-16  9.1812383524231581388141497297816149442716797133125442609880699681E-77
 x4_1 : -2.9752706291289191542795992410559785486334313009969032063780525475E-11  1.9925622072048265737965889410950133904107076233674519879505773872E-11
 u1_0 : 2.6126622473292079642674839266910233229094520925005632495120938079E-11  -2.4262756048383181020641228863630565026440279655408828085866324460E-11
 x3_2 : -2.1538762253923352733772568462817360428578899411863363077586358794E-13  -1.9792554039449474617612233267604382377700947679260577704466172527E-13
 x1_2 : -8.2813058103185308949335658486713322889158894579458472571275127632E-36  -3.9706923358221633067007876847594593617809493590200855978277264754E-35
 x2_3 : -2.9190014254150259926533580376333982857913706695759380819043522296E-16  -1.4242595686783169760314600159349393851327555665241669264962160295E-77
 x4_2 : 2.9439248826011106042149240560943062169786211349113715941690045500E-11  -1.8476412377275097718478006752089041576912415500806768768005164487E-11
 x3_3 : 5.2926449543047170160993136502258536188794298884869943397181870162E-13  2.9581647682644851397957042793343319308131159218597367295093563940E-13
 x1_3 : 1.0637189957124182298933013003172947582249055199101885952832496374E-34  7.6930327025667560578543819681721936018512303078271683998513150954E-36
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : -3.4052442388906512526611272369897227977293313387555665561740258477E-11  2.1371717922446117319803928442845900228498575165099590974105358928E-11
 x3_4 : -5.8294732306303344736566515393168855428198222576521426199450479244E-13  -3.4573900981269083120737427091996959192449139102877812901544667251E-13
 x1_4 : 1.7189297103714702443381044541406413081363898781348208018685406202E-32  1.2184199981006268915642960731440914755694313811105433861098952877E-32
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339176E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : 4.2163425586125829150620357065152904532326707026369038905456186369E-11  -2.6462269999605923891144387185122494211908267283968755168074947615E-11
 x3_5 : 8.5901741568655511040170738942949434870509721343431919906690751520E-13  4.8725764390811279207961104783626915162271069215729846797274900992E-13
 x1_5 : -2.9132165525604911773508573235569698175343057327745337686624868908E-13  -1.1720271354488391887933015684677377087809280361756062390442835006E-13
 x2_6 : -2.6801431447728024385032333923832642285082997937516921381895904734E+02  -1.0782584939653089917455734096804409068134547782260612743228116848E+02
 x4_5 : -5.2794102762123049311449000665657967895139255093245463185156674298E-11  3.3134231820108291561607478726281370062182021334615145311656677763E-11
 x3_6 : 1.0240204778579549750739635093445942275707550056312303963175762888E+07  -1.2310919997446089961531267011766827372117817737574191439236536373E+07
== err : 6.923E+17 = rco : 2.611E-79 = res : 3.049E+04 = at infinity ==
solution 12 :    start residual : 3.121E+02   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.4355844947644248046875000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x2_0 : 4.5575189279551113680639733961152107129746749895166538527064625056E-16  -1.2795733035339796084970351113083744705006998495890079906518208067E-74
 x1_0 : 1.3292060122132752812755786217272571922709097352616618570787687718E-21  2.3509815532253056945327083972223525351848817160170503848302347038E-21
 x2_1 : -2.0380970359761379417064628597271492440960733442809976156387587425E-16  -2.6732750685524526203024080738057831053728356309854098045505063033E-74
 k3_0 : -2.1805731145393756137013098688695321337221917308473824310485047878E+03  -2.2029222231080076552801755760592676526449078803501153823219700267E+03
 k5_0 : -6.1725698454666618667436029644031603370196480692402990489061381218E+06  -1.8396066034998015495801866097751114180082144187097791934225146635E+06
 x4_0 : 1.4774346026392230156444003906996158080032901963522645523554247111E-06  2.7977354654179765773458980663764264681317463597603356486044258591E-06
 k6_0 : -4.2090625103683622024491715411709600585446189761693095284967890102E+09  -7.3753795306336425028101254547953651027307192445372453556783291201E+09
 k7_0 : 4.2152372584261313732735341501609403565261205366025929898132998857E+09  7.3772213409794764828669517962707782733779812325920705164265236666E+09
 s3_0 : -2.5483906867167079376286784989581248200913328941540017777766390607E+11  7.2788937145574244566077781344881454500138379983101843514002951371E+10
 x3_0 : -1.5065172481066451214053707330270441879188115667561088840349199331E-12  -2.9966513316289297148207939116759683180623467487243499703428147954E-12
 x3_1 : -1.9367303354182949224944116495427841222261661901923738564447062915E-13  -3.2136421247645965441606124027041949529364224632735694717419256163E-13
 k2_0 : -3.2827370154089402659367546816309185793760953145670245793031206186E+14  1.9203135271599775827050473037465047570812961528510288409981978485E+14
 k4_0 : -2.1073007275287238446586372404766942567887808687386604820453599785E+00  -6.4592783171439624379336074013147620850865744918196685020621761600E-01
 x1_1 : -2.3216114166572979748283462134299729806436877143692576825674979281E-39  3.8740932483222398470501134596673540607804107955532638788927794823E-39
 x2_2 : 2.3574725512990206237196343620259575413134210100701835953478628219E-16  -1.1345221673775804129165776377938093573396385024075344073991641947E-73
 x4_1 : -6.9823917228558532785802892303867335759214299988810437447833153642E-07  -1.1992915363082180875871460886122929829931749936114150947144985691E-06
 u1_0 : 1.2228671806903878186116742715544595703149282766909457058902661212E-06  2.1628935128197305330852231320038111674162448831882735591256256506E-06
 x3_2 : 3.5994320448251981966104476554259066455135641967646562521897382301E-14  1.8259285911587214800402384957356921734184206449940753560019902025E-13
 x1_2 : 5.7006002541570188551205067861381383677069151991136759455023949908E-55  -6.2529264297024894917766524780473023659463685706060960840034075091E-54
 x2_3 : -2.9190014254150259926533580376333982857913706695759380819042286333E-16  -4.9045759497070543351020643778895014731617761208931937129513094703E-75
 x4_2 : 8.5910581157574060950190472567940793728511271432825213097329355394E-07  1.5035488459020927304126653149870691154737265587521990286231248795E-06
 x3_3 : -2.1738636187546603680254400458936234585364742200853281886260386291E-13  -3.1506549599073570310146174036977606185543151660721847001346483260E-13
 x1_3 : -2.3392645459449903865466434866752365249061097199606431822015314158E-43  -1.4873128872011533522180735010607148735610883230332636472554571933E-43
 x2_4 : 3.6549712918904965178313672039675623827550451286199368875965053583E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_3 : -9.9373009903922759951447384036364741641093458596464959153109609968E-07  -1.7391591622887794965661208325625221753165474726982483259962276338E-06
 x3_4 : 1.9652390896655441761801996327967510289860161368124068117600038484E-13  3.5688802531334874103307115745399791746265382971694063020615358011E-13
 x1_4 : -1.6855314928855981366711979754012108911699000663610360914594166941E-32  3.6229708387563092858503564351708973767922653214191496461077672602E-33
 x2_5 : -4.5845523372856769744266813627861757803220853622839991001485339176E-16  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x4_4 : 1.2304277197057402909257572726744826463448921426504053347838954792E-06  2.1534113179588132028592539339263478665378523193802674477417187017E-06
 x3_5 : -3.2290570261066771666956654335501283728771372223239010016385946854E-13  -5.1287099251561037494561687847468388833881540812714531492986808283E-13
 x1_5 : 1.3177893920509318831935706547315583443227468388692360318439908089E-13  1.1235749809727934511973435189674782930352503064587264763584154573E-13
 x2_6 : 1.2123589640665058173780262489606858066236537607505976157942208389E+02  1.0336827523956279644542995901563770074253742211776938201951144824E+02
 x4_5 : -1.5406563193693094233799746199823998120538422176526809544505210840E-06  -2.6963524163551083421446603822484826803723422808907180072718064944E-06
 x3_6 : 6.0390393178477069369881155550988653235333682285559971242971964440E+01  9.0818210461933125382882935805622245496201170414575579555886587317E+01
== err : 1.320E+12 = rco : 4.363E-56 = res : 2.116E+02 = at infinity ==
===========================================================================
A list of 12 solutions has been refined :
Number of regular solutions     : 0.
Number of singular solutions    : 0.
Number of real solutions        : 0.
Number of complex solutions     : 0.
Number of clustered solutions   : 0.
Number of solutions at infinity : 12.
Number of failures              : 0.
===========================================================================
Frequency tables for correction, residual, and condition numbers :
FreqCorr :  12 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 : 12
FreqResi :  12 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 : 12
FreqCond :  0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 3 0 1 0 0 7 : 12
Small correction terms and residuals counted to the right.
Well conditioned and distinct roots counted to the left.

TIMING INFORMATION for Solving the polynomial system
The elapsed time in seconds was                126.371945000 =  0h 2m 6s372ms
User time in seconds was                       114.300667000 =  0h 1m54s301ms
System CPU time in seconds was                  12.071278000 =  0h 0m12s 71ms
Non-I/O page faults was                               38514
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                          9692851

  ---------------------------------------------------------------------
  |                    TIMING INFORMATION SUMMARY                     |
  ---------------------------------------------------------------------
  |   root counts  |  start system  |  continuation  |   total time   |
  ---------------------------------------------------------------------
  |  0h 0m 0s  0ms |  0h 0m47s308ms |  0h 1m 6s974ms |  0h 1m54s301ms |
  ---------------------------------------------------------------------
PHC ran from 3 February 2025, 03:49:06 till 3 February 2025, 03:49:36.
The total elapsed wall clock time is 30.033 seconds
 = 30 seconds 33 milliseconds.
Number of tasks used in this run : 16.
Seed used in random number generators : 744433.
PHCv2.4.88 released 2023-12-26
