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+ (7.0057295158556874681138691208346627910118705420807529380085602531E-01+7.1358078695175387178742188799153743577156660761411145991692919160E-01*I)*x1_1*x3_0^7*x3_1^3
+ (-2.3135023034091142119781329284194596306301620383130827408347574555E-01+9.7287053142810694781596888689009911296859546123682479820001932272E-01*I)*x3_0^10*x1_4
+ (9.7958920973903986727823451392401004527017800299871822998784684119E-01-2.0100990065875700651250963291212493258855081673608359052557833383E-01*I)*x3_0^9*x3_1*x1_3
+ (-6.9882769888595307943960460908943285759479941677954874986525083149E-01-7.1529004415674883146349014950499962881788481074855691582948819454E-01*I)*x3_0^9*x1_2*x3_2
+ (-9.9643665106191307486174255830336136964054850147269313937512277774E-01-8.4344534028704462690188906271534586568942839551059175447607047327E-02*I)*x3_0^8*x3_1^2*x1_2;


+ (-9.9996461467371075182045803254438574270600967505174612372430270735E-01+8.4124550790586550700909726785658041297025234789468294397876221630E-03*I)*x3_3
+ (9.9983564129069825571829159330827847891307223416948510312686356826E-01-1.8129820871099781170461541441914976656286336312534350312366734871E-02*I);


+ (8.0505535674144872967371875549354943050140815621950645986724077916E-01-5.9319969030833008468761970108774096527282513371300279842136629938E-01*I)*k5_0*x2_3
+ (-6.0763688638418498653463563455876717385158937130912751286562781063E-01+7.9421496731384574563311326252904175288929930209541373647346029351E-01*I)*k6_0*x3_3
+ (-3.7016499665837368389193752652853391390663783648573023507925008768E-01-9.2896602480871505736780068205475331410874111083680820740415357891E-01*I)*x3_4;


+ (-8.9670707242625731097787805231727407183948118824291958752228467050E-01-4.4262447544248038942196185568130439876449801036628818549531439664E-01*I)*k4_0*x2_2
+ (9.6404963217989437772133495238173978747163062554637968151160649137E-01-2.6572223597924649159764594553641260783282583009460208667948566649E-01*I)*x1_2
+ (9.9716532953946657555058008030254093232055670686825362754808787070E-01+7.5241647805235021462098578485427222153293898784565724786312435665E-02*I)*x2_3;


+ (-9.9995106347727912791605384735955955678794525821811511703413662694E-01-9.8929596511098819634508138752830947685770662802318098465427590611E-03*I)*x3_4
+ (9.7350074339570390345870285159528962396758224637583428927246405131E-01-2.2868384859454299203466713513047265246095393362423887928374106905E-01*I);


+ (-9.6127262739935025363046450808761550837876048809205774666227484149E-01+2.7559923042844284408198508834900168684273001257511088661814281074E-01*I)*k5_0*x2_4
+ (-6.9223219943903907429349804242662112326078490635341163170749150279E-01-7.2167484510670761713028332937635833596694872373412399629936613696E-01*I)*k6_0*x3_4
+ (9.0912456691820587214007925523763975615233434457381851337190426386E-01+4.1652433521438409846442146825110317609311467650703429661303772596E-01*I)*x3_5;


+ (3.3953125096933573197090584909340929095157970588451643887800114723E-01+9.4059477439288272582648760778761455076855623470528812729047886902E-01*I)*k4_0*x2_3
+ (7.7361253869401412989101763974827400422221952815867485452047287053E-01+6.3365893032088050155757802691655193295344919683273118169146731345E-01*I)*x1_3
+ (-1.5355286856367747541407193776568342885677311007530237937200242728E-01-9.8814043362057904898194206393283487558334155787122747894892764060E-01*I)*x2_4;


START SOLUTIONS :
40 22
===========================================================================
solution 1 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 9.2298789352755019867102361505077649028814398785592749039455619134E-01  -4.8246616816442454380830576489386935738695487270668151060414671693E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912739799077048748966485665E-01  1.2305199294895818062232576842991250652411384523385866236096225947E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046541393477992395452641672E+00  3.5254054314754854177114737402546325480044829698783348634948183409E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604726111276664090125520986952E+00  2.6952121735641897813568274908498323897225618121494326900537818173E+00
 x2_0 : 7.7985667416728394783376293276246397420005300814926822629193192147E-01  -5.1682527463476726359309047311039594019738407850705711298983657338E-02
 k6_0 : 2.1337120587488637409615705625032485894726363895383587935947863734E+00  5.9690043673896260550309240067308125728450792737770384695609735268E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820244914143171443011069593384E-01  1.7340891422862929690958910559628209819309316526489617346816702963E-01
 k4_0 : 1.0818997577088166641670655515535332519263330398092136348347495551E-01  -3.2623966605315234679244694252603024793746931957145373138956229188E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192765966806059748473778498519E-01  2.0906186377500034855357650231102481803759995259294964879242568869E-01
 x1_4 : -8.9407371721767097727371434148596621431516151049793103268601733900E+00  -1.6963415825920036171144199588487274898404996292774507681299516708E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186593768379983395963089394551E-01  -7.2357564722235131733705772592078717503557007790384201182671361369E-01
 x3_5 : 3.2265292067520789917611853414464895660550373556778684623988568744E+00  -2.9042915863739336094792809317148496926652706796019715621515466356E+00
 x2_4 : -1.1134102068276300249531396929698876388123299283073419800385721165E+00  -4.9422595792821982996445014718277856536126664525984904588454111664E-01
== err : 1.227E-19 = rco : 1.015E-04 = res : 2.706E-40 ==
solution 2 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 4.6312639308901360323025673361664277483859985275882168408436362881E-01  -9.3284200111597010901470443498557770862865052362553489290834818743E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912739799077048748966485695E-01  1.2305199294895818062232576842991250652411384523385866236096225946E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046541393477992395452641673E+00  3.5254054314754854177114737402546325480044829698783348634948183405E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604726111276664090125520986953E+00  2.6952121735641897813568274908498323897225618121494326900537818172E+00
 x2_0 : 7.7985667416728394783376293276246397420005300814926822629193192148E-01  -5.1682527463476726359309047311039594019738407850705711298983657358E-02
 k6_0 : 2.1337120587488637409615705625032485894726363895383587935947863734E+00  5.9690043673896260550309240067308125728450792737770384695609735269E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820244914143171443011069593385E-01  1.7340891422862929690958910559628209819309316526489617346816702964E-01
 k4_0 : 1.0818997577088166641670655515535332519263330398092136348347495552E-01  -3.2623966605315234679244694252603024793746931957145373138956229187E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192765966806059748473778498518E-01  2.0906186377500034855357650231102481803759995259294964879242568869E-01
 x1_4 : -8.9407371721767097727371434148596621431516151049793103268601733900E+00  -1.6963415825920036171144199588487274898404996292774507681299516705E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186593768379983395963089394552E-01  -7.2357564722235131733705772592078717503557007790384201182671361371E-01
 x3_5 : 3.2265292067520789917611853414464895660550373556778684623988568746E+00  -2.9042915863739336094792809317148496926652706796019715621515466356E+00
 x2_4 : -1.1134102068276300249531396929698876388123299283073419800385721165E+00  -4.9422595792821982996445014718277856536126664525984904588454111665E-01
== err : 1.227E-19 = rco : 1.004E-04 = res : 2.706E-40 ==
solution 3 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -1.7363364842238178300509796095564319998475605008981316258940591468E-01  -1.0269038957746824329952746299308802618882413288977914914020630483E+00
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337227E-01
 k1_0 : 1.3104909920689138384475671471324837343912739799077048748966485667E-01  1.2305199294895818062232576842991250652411384523385866236096225945E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046541393477992395452641673E+00  3.5254054314754854177114737402546325480044829698783348634948183402E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604726111276664090125520986951E+00  2.6952121735641897813568274908498323897225618121494326900537818172E+00
 x2_0 : 7.7985667416728394783376293276246397420005300814926822629193192150E-01  -5.1682527463476726359309047311039594019738407850705711298983657352E-02
 k6_0 : 2.1337120587488637409615705625032485894726363895383587935947863734E+00  5.9690043673896260550309240067308125728450792737770384695609735260E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820244914143171443011069593385E-01  1.7340891422862929690958910559628209819309316526489617346816702963E-01
 k4_0 : 1.0818997577088166641670655515535332519263330398092136348347495550E-01  -3.2623966605315234679244694252603024793746931957145373138956229187E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192765966806059748473778498520E-01  2.0906186377500034855357650231102481803759995259294964879242568870E-01
 x1_4 : -8.9407371721767097727371434148596621431516151049793103268601733896E+00  -1.6963415825920036171144199588487274898404996292774507681299516699E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186593768379983395963089394550E-01  -7.2357564722235131733705772592078717503557007790384201182671361370E-01
 x3_5 : 3.2265292067520789917611853414464895660550373556778684623988568743E+00  -2.9042915863739336094792809317148496926652706796019715621515466355E+00
 x2_4 : -1.1134102068276300249531396929698876388123299283073419800385721165E+00  -4.9422595792821982996445014718277856536126664525984904588454111665E-01
== err : 1.227E-19 = rco : 9.335E-05 = res : 2.706E-40 ==
solution 4 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -7.4407153782707688647145659714703861557731582025423736364264113806E-01  -7.2872340542714559852083690221025376304776652604851665433113133261E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912739799077048748966485688E-01  1.2305199294895818062232576842991250652411384523385866236096225944E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046541393477992395452641676E+00  3.5254054314754854177114737402546325480044829698783348634948183403E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604726111276664090125520986950E+00  2.6952121735641897813568274908498323897225618121494326900537818171E+00
 x2_0 : 7.7985667416728394783376293276246397420005300814926822629193192150E-01  -5.1682527463476726359309047311039594019738407850705711298983657367E-02
 k6_0 : 2.1337120587488637409615705625032485894726363895383587935947863732E+00  5.9690043673896260550309240067308125728450792737770384695609735259E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820244914143171443011069593386E-01  1.7340891422862929690958910559628209819309316526489617346816702960E-01
 k4_0 : 1.0818997577088166641670655515535332519263330398092136348347495546E-01  -3.2623966605315234679244694252603024793746931957145373138956229187E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192765966806059748473778498521E-01  2.0906186377500034855357650231102481803759995259294964879242568870E-01
 x1_4 : -8.9407371721767097727371434148596621431516151049793103268601733903E+00  -1.6963415825920036171144199588487274898404996292774507681299516701E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186593768379983395963089394548E-01  -7.2357564722235131733705772592078717503557007790384201182671361370E-01
 x3_5 : 3.2265292067520789917611853414464895660550373556778684623988568740E+00  -2.9042915863739336094792809317148496926652706796019715621515466354E+00
 x2_4 : -1.1134102068276300249531396929698876388123299283073419800385721165E+00  -4.9422595792821982996445014718277856536126664525984904588454111661E-01
== err : 1.227E-19 = rco : 1.081E-04 = res : 2.706E-40 ==
solution 5 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -1.0302993898432316989071255176255291310421039052615300073634277859E+00  -1.5219534260400873073196094237108185240122084806957854523326975485E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912739799077048748966485666E-01  1.2305199294895818062232576842991250652411384523385866236096225943E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046541393477992395452641671E+00  3.5254054314754854177114737402546325480044829698783348634948183403E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604726111276664090125520986951E+00  2.6952121735641897813568274908498323897225618121494326900537818172E+00
 x2_0 : 7.7985667416728394783376293276246397420005300814926822629193192148E-01  -5.1682527463476726359309047311039594019738407850705711298983657343E-02
 k6_0 : 2.1337120587488637409615705625032485894726363895383587935947863733E+00  5.9690043673896260550309240067308125728450792737770384695609735264E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820244914143171443011069593386E-01  1.7340891422862929690958910559628209819309316526489617346816702963E-01
 k4_0 : 1.0818997577088166641670655515535332519263330398092136348347495549E-01  -3.2623966605315234679244694252603024793746931957145373138956229187E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192765966806059748473778498520E-01  2.0906186377500034855357650231102481803759995259294964879242568869E-01
 x1_4 : -8.9407371721767097727371434148596621431516151049793103268601733893E+00  -1.6963415825920036171144199588487274898404996292774507681299516705E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186593768379983395963089394550E-01  -7.2357564722235131733705772592078717503557007790384201182671361370E-01
 x3_5 : 3.2265292067520789917611853414464895660550373556778684623988568744E+00  -2.9042915863739336094792809317148496926652706796019715621515466355E+00
 x2_4 : -1.1134102068276300249531396929698876388123299283073419800385721165E+00  -4.9422595792821982996445014718277856536126664525984904588454111664E-01
== err : 1.227E-19 = rco : 9.207E-05 = res : 2.706E-40 ==
solution 6 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229818E-02
 Ki_0 : -9.2298789352755019867102361505077649028814398785592749039455619134E-01  4.8246616816442454380830576489386935738695487270668151060414671694E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912739799077048748966485690E-01  1.2305199294895818062232576842991250652411384523385866236096225943E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046541393477992395452641672E+00  3.5254054314754854177114737402546325480044829698783348634948183401E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604726111276664090125520986949E+00  2.6952121735641897813568274908498323897225618121494326900537818170E+00
 x2_0 : 7.7985667416728394783376293276246397420005300814926822629193192152E-01  -5.1682527463476726359309047311039594019738407850705711298983657378E-02
 k6_0 : 2.1337120587488637409615705625032485894726363895383587935947863732E+00  5.9690043673896260550309240067308125728450792737770384695609735253E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820244914143171443011069593386E-01  1.7340891422862929690958910559628209819309316526489617346816702959E-01
 k4_0 : 1.0818997577088166641670655515535332519263330398092136348347495546E-01  -3.2623966605315234679244694252603024793746931957145373138956229187E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192765966806059748473778498521E-01  2.0906186377500034855357650231102481803759995259294964879242568870E-01
 x1_4 : -8.9407371721767097727371434148596621431516151049793103268601733893E+00  -1.6963415825920036171144199588487274898404996292774507681299516698E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186593768379983395963089394547E-01  -7.2357564722235131733705772592078717503557007790384201182671361370E-01
 x3_5 : 3.2265292067520789917611853414464895660550373556778684623988568739E+00  -2.9042915863739336094792809317148496926652706796019715621515466353E+00
 x2_4 : -1.1134102068276300249531396929698876388123299283073419800385721165E+00  -4.9422595792821982996445014718277856536126664525984904588454111662E-01
== err : 1.227E-19 = rco : 1.015E-04 = res : 2.706E-40 ==
solution 7 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -4.6312639308901360323025673361664277483859985275882168408436362881E-01  9.3284200111597010901470443498557770862865052362553489290834818743E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337227E-01
 k1_0 : 1.3104909920689138384475671471324837343912739799077048748966485676E-01  1.2305199294895818062232576842991250652411384523385866236096225945E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046541393477992395452641672E+00  3.5254054314754854177114737402546325480044829698783348634948183406E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604726111276664090125520986951E+00  2.6952121735641897813568274908498323897225618121494326900537818172E+00
 x2_0 : 7.7985667416728394783376293276246397420005300814926822629193192151E-01  -5.1682527463476726359309047311039594019738407850705711298983657361E-02
 k6_0 : 2.1337120587488637409615705625032485894726363895383587935947863733E+00  5.9690043673896260550309240067308125728450792737770384695609735258E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890652E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820244914143171443011069593384E-01  1.7340891422862929690958910559628209819309316526489617346816702961E-01
 k4_0 : 1.0818997577088166641670655515535332519263330398092136348347495549E-01  -3.2623966605315234679244694252603024793746931957145373138956229188E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192765966806059748473778498520E-01  2.0906186377500034855357650231102481803759995259294964879242568870E-01
 x1_4 : -8.9407371721767097727371434148596621431516151049793103268601733899E+00  -1.6963415825920036171144199588487274898404996292774507681299516705E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186593768379983395963089394550E-01  -7.2357564722235131733705772592078717503557007790384201182671361370E-01
 x3_5 : 3.2265292067520789917611853414464895660550373556778684623988568743E+00  -2.9042915863739336094792809317148496926652706796019715621515466356E+00
 x2_4 : -1.1134102068276300249531396929698876388123299283073419800385721165E+00  -4.9422595792821982996445014718277856536126664525984904588454111664E-01
== err : 1.227E-19 = rco : 1.004E-04 = res : 2.706E-40 ==
solution 8 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 1.7363364842238178300509796095564319998475605008981316258940591468E-01  1.0269038957746824329952746299308802618882413288977914914020630483E+00
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337227E-01
 k1_0 : 1.3104909920689138384475671471324837343912739799077048748966485667E-01  1.2305199294895818062232576842991250652411384523385866236096225945E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046541393477992395452641673E+00  3.5254054314754854177114737402546325480044829698783348634948183402E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604726111276664090125520986951E+00  2.6952121735641897813568274908498323897225618121494326900537818172E+00
 x2_0 : 7.7985667416728394783376293276246397420005300814926822629193192150E-01  -5.1682527463476726359309047311039594019738407850705711298983657352E-02
 k6_0 : 2.1337120587488637409615705625032485894726363895383587935947863734E+00  5.9690043673896260550309240067308125728450792737770384695609735260E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820244914143171443011069593385E-01  1.7340891422862929690958910559628209819309316526489617346816702963E-01
 k4_0 : 1.0818997577088166641670655515535332519263330398092136348347495550E-01  -3.2623966605315234679244694252603024793746931957145373138956229187E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192765966806059748473778498520E-01  2.0906186377500034855357650231102481803759995259294964879242568870E-01
 x1_4 : -8.9407371721767097727371434148596621431516151049793103268601733896E+00  -1.6963415825920036171144199588487274898404996292774507681299516699E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186593768379983395963089394550E-01  -7.2357564722235131733705772592078717503557007790384201182671361370E-01
 x3_5 : 3.2265292067520789917611853414464895660550373556778684623988568743E+00  -2.9042915863739336094792809317148496926652706796019715621515466355E+00
 x2_4 : -1.1134102068276300249531396929698876388123299283073419800385721165E+00  -4.9422595792821982996445014718277856536126664525984904588454111665E-01
== err : 1.227E-19 = rco : 9.335E-05 = res : 2.706E-40 ==
solution 9 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 7.4407153782707688647145659714703861557731582025423736364264113804E-01  7.2872340542714559852083690221025376304776652604851665433113133261E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912739799077048748966485696E-01  1.2305199294895818062232576842991250652411384523385866236096225948E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046541393477992395452641678E+00  3.5254054314754854177114737402546325480044829698783348634948183411E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604726111276664090125520986951E+00  2.6952121735641897813568274908498323897225618121494326900537818172E+00
 x2_0 : 7.7985667416728394783376293276246397420005300814926822629193192150E-01  -5.1682527463476726359309047311039594019738407850705711298983657347E-02
 k6_0 : 2.1337120587488637409615705625032485894726363895383587935947863734E+00  5.9690043673896260550309240067308125728450792737770384695609735263E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820244914143171443011069593385E-01  1.7340891422862929690958910559628209819309316526489617346816702962E-01
 k4_0 : 1.0818997577088166641670655515535332519263330398092136348347495549E-01  -3.2623966605315234679244694252603024793746931957145373138956229188E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192765966806059748473778498520E-01  2.0906186377500034855357650231102481803759995259294964879242568869E-01
 x1_4 : -8.9407371721767097727371434148596621431516151049793103268601733911E+00  -1.6963415825920036171144199588487274898404996292774507681299516707E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186593768379983395963089394550E-01  -7.2357564722235131733705772592078717503557007790384201182671361371E-01
 x3_5 : 3.2265292067520789917611853414464895660550373556778684623988568743E+00  -2.9042915863739336094792809317148496926652706796019715621515466356E+00
 x2_4 : -1.1134102068276300249531396929698876388123299283073419800385721165E+00  -4.9422595792821982996445014718277856536126664525984904588454111664E-01
== err : 1.227E-19 = rco : 1.081E-04 = res : 2.706E-40 ==
solution 10 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 1.0302993898432316989071255176255291310421039052615300073634277859E+00  1.5219534260400873073196094237108185240122084806957854523326975485E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912739799077048748966485654E-01  1.2305199294895818062232576842991250652411384523385866236096225944E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046541393477992395452641669E+00  3.5254054314754854177114737402546325480044829698783348634948183403E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604726111276664090125520986949E+00  2.6952121735641897813568274908498323897225618121494326900537818171E+00
 x2_0 : 7.7985667416728394783376293276246397420005300814926822629193192153E-01  -5.1682527463476726359309047311039594019738407850705711298983657358E-02
 k6_0 : 2.1337120587488637409615705625032485894726363895383587935947863732E+00  5.9690043673896260550309240067308125728450792737770384695609735250E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820244914143171443011069593386E-01  1.7340891422862929690958910559628209819309316526489617346816702959E-01
 k4_0 : 1.0818997577088166641670655515535332519263330398092136348347495545E-01  -3.2623966605315234679244694252603024793746931957145373138956229187E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192765966806059748473778498522E-01  2.0906186377500034855357650231102481803759995259294964879242568870E-01
 x1_4 : -8.9407371721767097727371434148596621431516151049793103268601733892E+00  -1.6963415825920036171144199588487274898404996292774507681299516703E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186593768379983395963089394547E-01  -7.2357564722235131733705772592078717503557007790384201182671361370E-01
 x3_5 : 3.2265292067520789917611853414464895660550373556778684623988568738E+00  -2.9042915863739336094792809317148496926652706796019715621515466354E+00
 x2_4 : -1.1134102068276300249531396929698876388123299283073419800385721165E+00  -4.9422595792821982996445014718277856536126664525984904588454111661E-01
== err : 1.227E-19 = rco : 9.207E-05 = res : 2.706E-40 ==
solution 11 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 9.2298789352755019867102361505077649028814398490046901952525154922E-01  -4.8246616816442454380830576489386935738695487238816395612766789333E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912746411049337738040049570E-01  1.2305199294895818062232576842991250652411384408978968535057169597E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046542292068848584173770526E+00  3.5254054314754854177114737402546325480044829305505854187531551309E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961176614253653720786154224859044E+00  -4.4327498513785682259644071909721879624084915802013418945167190026E-01
 x2_0 : 3.9239215046085890735344050328951162719027240874460167268032365860E-02  -1.1093293102922711192318152376486970144715579119842103714820429041E-01
 k6_0 : -1.4636768454211374626483473399881453234092666706510713743557213669E-01  8.9417183909895575725573158497329307163923642760292717528687463480E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890652E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078648903244665369575700986776140E-01  2.9013767080252031668439049209942708006991646091344937822959720205E-01
 k4_0 : 7.8665628431773540539257061250167467687908296339803450627013579288E-01  1.0411580777383221728869049001492991885402855964400762493101783667E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668133014693752233922564826406683300E-01  2.8879723742764409396266997564282447652624218305351332230718359980E-01
 x1_4 : -8.9407371721767097727371434148596621431516152595956538983797028251E+00  -1.6963415825920036171144199588487274898404994754127545968892660397E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082410885362268942386958687999718E-01  -8.7388148593703997578568885008755211830644642898812894337118551221E-01
 x3_5 : 2.9371545054635448055125237158137453856743764009130371890819164661E+00  1.9713135953627124043454366596427903367085896711166254722800106666E+00
 x2_4 : -1.0919165050647620874301569534668127082746865270181184254337888124E+00  -1.1896938657893036691217012006369474976030538201525071644619307756E+00
== err : 1.161E-18 = rco : 9.337E-05 = res : 1.146E-37 ==
solution 12 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 4.6312639308901360323025673361664277483859985055502547609923933894E-01  -9.3284200111597010901470443498557770862865052163067387539028763402E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337227E-01
 k1_0 : 1.3104909920689138384475671471324837343912746411049337738040049580E-01  1.2305199294895818062232576842991250652411384408978968535057169600E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046542292068848584173770527E+00  3.5254054314754854177114737402546325480044829305505854187531551313E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961176614253653720786154224859044E+00  -4.4327498513785682259644071909721879624084915802013418945167190028E-01
 x2_0 : 3.9239215046085890735344050328951162719027240874460167268032365861E-02  -1.1093293102922711192318152376486970144715579119842103714820429040E-01
 k6_0 : -1.4636768454211374626483473399881453234092666706510713743557213670E-01  8.9417183909895575725573158497329307163923642760292717528687463481E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078648903244665369575700986776141E-01  2.9013767080252031668439049209942708006991646091344937822959720206E-01
 k4_0 : 7.8665628431773540539257061250167467687908296339803450627013579286E-01  1.0411580777383221728869049001492991885402855964400762493101783666E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668133014693752233922564826406683300E-01  2.8879723742764409396266997564282447652624218305351332230718359979E-01
 x1_4 : -8.9407371721767097727371434148596621431516152595956538983797028260E+00  -1.6963415825920036171144199588487274898404994754127545968892660400E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082410885362268942386958687999717E-01  -8.7388148593703997578568885008755211830644642898812894337118551221E-01
 x3_5 : 2.9371545054635448055125237158137453856743764009130371890819164661E+00  1.9713135953627124043454366596427903367085896711166254722800106667E+00
 x2_4 : -1.0919165050647620874301569534668127082746865270181184254337888124E+00  -1.1896938657893036691217012006369474976030538201525071644619307756E+00
== err : 1.161E-18 = rco : 9.222E-05 = res : 1.146E-37 ==
solution 13 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -1.7363364842238178300509796095564319998475605070017186051816479483E-01  -1.0269038957746824329952746299308802618882413259885561167021204927E+00
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912746411049337738040049571E-01  1.2305199294895818062232576842991250652411384408978968535057169596E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046542292068848584173770524E+00  3.5254054314754854177114737402546325480044829305505854187531551307E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961176614253653720786154224859044E+00  -4.4327498513785682259644071909721879624084915802013418945167190029E-01
 x2_0 : 3.9239215046085890735344050328951162719027240874460167268032365881E-02  -1.1093293102922711192318152376486970144715579119842103714820429040E-01
 k6_0 : -1.4636768454211374626483473399881453234092666706510713743557213668E-01  8.9417183909895575725573158497329307163923642760292717528687463486E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078648903244665369575700986776140E-01  2.9013767080252031668439049209942708006991646091344937822959720207E-01
 k4_0 : 7.8665628431773540539257061250167467687908296339803450627013579285E-01  1.0411580777383221728869049001492991885402855964400762493101783667E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668133014693752233922564826406683302E-01  2.8879723742764409396266997564282447652624218305351332230718359980E-01
 x1_4 : -8.9407371721767097727371434148596621431516152595956538983797028247E+00  -1.6963415825920036171144199588487274898404994754127545968892660393E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082410885362268942386958687999719E-01  -8.7388148593703997578568885008755211830644642898812894337118551221E-01
 x3_5 : 2.9371545054635448055125237158137453856743764009130371890819164661E+00  1.9713135953627124043454366596427903367085896711166254722800106667E+00
 x2_4 : -1.0919165050647620874301569534668127082746865270181184254337888124E+00  -1.1896938657893036691217012006369474976030538201525071644619307756E+00
== err : 1.161E-18 = rco : 8.574E-05 = res : 1.146E-37 ==
solution 14 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -7.4407153782707688647145659714703861557731581903802227423537876205E-01  -7.2872340542714559852083690221025376304776652333613595431114890977E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912746411049337738040049568E-01  1.2305199294895818062232576842991250652411384408978968535057169597E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046542292068848584173770527E+00  3.5254054314754854177114737402546325480044829305505854187531551311E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961176614253653720786154224859044E+00  -4.4327498513785682259644071909721879624084915802013418945167190025E-01
 x2_0 : 3.9239215046085890735344050328951162719027240874460167268032365874E-02  -1.1093293102922711192318152376486970144715579119842103714820429041E-01
 k6_0 : -1.4636768454211374626483473399881453234092666706510713743557213666E-01  8.9417183909895575725573158497329307163923642760292717528687463481E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078648903244665369575700986776139E-01  2.9013767080252031668439049209942708006991646091344937822959720206E-01
 k4_0 : 7.8665628431773540539257061250167467687908296339803450627013579286E-01  1.0411580777383221728869049001492991885402855964400762493101783667E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668133014693752233922564826406683301E-01  2.8879723742764409396266997564282447652624218305351332230718359980E-01
 x1_4 : -8.9407371721767097727371434148596621431516152595956538983797028260E+00  -1.6963415825920036171144199588487274898404994754127545968892660397E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082410885362268942386958687999718E-01  -8.7388148593703997578568885008755211830644642898812894337118551221E-01
 x3_5 : 2.9371545054635448055125237158137453856743764009130371890819164662E+00  1.9713135953627124043454366596427903367085896711166254722800106666E+00
 x2_4 : -1.0919165050647620874301569534668127082746865270181184254337888124E+00  -1.1896938657893036691217012006369474976030538201525071644619307756E+00
== err : 1.161E-18 = rco : 9.998E-05 = res : 1.146E-37 ==
solution 15 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -1.0302993898432316989071255176255291310421039026832939571432261775E+00  -1.5219534260400873073196094237108185240122084659008975687164815778E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912746411049337738040049591E-01  1.2305199294895818062232576842991250652411384408978968535057169595E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046542292068848584173770530E+00  3.5254054314754854177114737402546325480044829305505854187531551307E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961176614253653720786154224859044E+00  -4.4327498513785682259644071909721879624084915802013418945167190026E-01
 x2_0 : 3.9239215046085890735344050328951162719027240874460167268032365864E-02  -1.1093293102922711192318152376486970144715579119842103714820429041E-01
 k6_0 : -1.4636768454211374626483473399881453234092666706510713743557213668E-01  8.9417183909895575725573158497329307163923642760292717528687463480E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078648903244665369575700986776140E-01  2.9013767080252031668439049209942708006991646091344937822959720206E-01
 k4_0 : 7.8665628431773540539257061250167467687908296339803450627013579286E-01  1.0411580777383221728869049001492991885402855964400762493101783667E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668133014693752233922564826406683300E-01  2.8879723742764409396266997564282447652624218305351332230718359980E-01
 x1_4 : -8.9407371721767097727371434148596621431516152595956538983797028260E+00  -1.6963415825920036171144199588487274898404994754127545968892660389E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082410885362268942386958687999718E-01  -8.7388148593703997578568885008755211830644642898812894337118551220E-01
 x3_5 : 2.9371545054635448055125237158137453856743764009130371890819164661E+00  1.9713135953627124043454366596427903367085896711166254722800106665E+00
 x2_4 : -1.0919165050647620874301569534668127082746865270181184254337888124E+00  -1.1896938657893036691217012006369474976030538201525071644619307756E+00
== err : 1.161E-18 = rco : 8.447E-05 = res : 1.146E-37 ==
solution 16 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -9.2298789352755019867102361505077649028814398490046901952525154922E-01  4.8246616816442454380830576489386935738695487238816395612766789333E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337227E-01
 k1_0 : 1.3104909920689138384475671471324837343912746411049337738040049580E-01  1.2305199294895818062232576842991250652411384408978968535057169598E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046542292068848584173770527E+00  3.5254054314754854177114737402546325480044829305505854187531551310E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961176614253653720786154224859044E+00  -4.4327498513785682259644071909721879624084915802013418945167190031E-01
 x2_0 : 3.9239215046085890735344050328951162719027240874460167268032365874E-02  -1.1093293102922711192318152376486970144715579119842103714820429039E-01
 k6_0 : -1.4636768454211374626483473399881453234092666706510713743557213671E-01  8.9417183909895575725573158497329307163923642760292717528687463486E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078648903244665369575700986776140E-01  2.9013767080252031668439049209942708006991646091344937822959720207E-01
 k4_0 : 7.8665628431773540539257061250167467687908296339803450627013579283E-01  1.0411580777383221728869049001492991885402855964400762493101783665E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668133014693752233922564826406683302E-01  2.8879723742764409396266997564282447652624218305351332230718359979E-01
 x1_4 : -8.9407371721767097727371434148596621431516152595956538983797028257E+00  -1.6963415825920036171144199588487274898404994754127545968892660395E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082410885362268942386958687999718E-01  -8.7388148593703997578568885008755211830644642898812894337118551223E-01
 x3_5 : 2.9371545054635448055125237158137453856743764009130371890819164660E+00  1.9713135953627124043454366596427903367085896711166254722800106667E+00
 x2_4 : -1.0919165050647620874301569534668127082746865270181184254337888124E+00  -1.1896938657893036691217012006369474976030538201525071644619307756E+00
== err : 1.161E-18 = rco : 9.337E-05 = res : 1.146E-37 ==
solution 17 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -4.6312639308901360323025673361664277483859985055502547609923933894E-01  9.3284200111597010901470443498557770862865052163067387539028763402E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912746411049337738040049568E-01  1.2305199294895818062232576842991250652411384408978968535057169602E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046542292068848584173770525E+00  3.5254054314754854177114737402546325480044829305505854187531551317E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961176614253653720786154224859044E+00  -4.4327498513785682259644071909721879624084915802013418945167190029E-01
 x2_0 : 3.9239215046085890735344050328951162719027240874460167268032365872E-02  -1.1093293102922711192318152376486970144715579119842103714820429040E-01
 k6_0 : -1.4636768454211374626483473399881453234092666706510713743557213670E-01  8.9417183909895575725573158497329307163923642760292717528687463484E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078648903244665369575700986776140E-01  2.9013767080252031668439049209942708006991646091344937822959720207E-01
 k4_0 : 7.8665628431773540539257061250167467687908296339803450627013579285E-01  1.0411580777383221728869049001492991885402855964400762493101783667E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668133014693752233922564826406683301E-01  2.8879723742764409396266997564282447652624218305351332230718359979E-01
 x1_4 : -8.9407371721767097727371434148596621431516152595956538983797028263E+00  -1.6963415825920036171144199588487274898404994754127545968892660409E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082410885362268942386958687999719E-01  -8.7388148593703997578568885008755211830644642898812894337118551222E-01
 x3_5 : 2.9371545054635448055125237158137453856743764009130371890819164661E+00  1.9713135953627124043454366596427903367085896711166254722800106667E+00
 x2_4 : -1.0919165050647620874301569534668127082746865270181184254337888124E+00  -1.1896938657893036691217012006369474976030538201525071644619307756E+00
== err : 1.161E-18 = rco : 9.222E-05 = res : 1.146E-37 ==
solution 18 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 1.7363364842238178300509796095564319998475605070017186051816479483E-01  1.0269038957746824329952746299308802618882413259885561167021204927E+00
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912746411049337738040049571E-01  1.2305199294895818062232576842991250652411384408978968535057169596E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046542292068848584173770524E+00  3.5254054314754854177114737402546325480044829305505854187531551307E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961176614253653720786154224859044E+00  -4.4327498513785682259644071909721879624084915802013418945167190029E-01
 x2_0 : 3.9239215046085890735344050328951162719027240874460167268032365881E-02  -1.1093293102922711192318152376486970144715579119842103714820429040E-01
 k6_0 : -1.4636768454211374626483473399881453234092666706510713743557213668E-01  8.9417183909895575725573158497329307163923642760292717528687463486E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078648903244665369575700986776140E-01  2.9013767080252031668439049209942708006991646091344937822959720207E-01
 k4_0 : 7.8665628431773540539257061250167467687908296339803450627013579285E-01  1.0411580777383221728869049001492991885402855964400762493101783667E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668133014693752233922564826406683302E-01  2.8879723742764409396266997564282447652624218305351332230718359980E-01
 x1_4 : -8.9407371721767097727371434148596621431516152595956538983797028247E+00  -1.6963415825920036171144199588487274898404994754127545968892660393E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082410885362268942386958687999719E-01  -8.7388148593703997578568885008755211830644642898812894337118551221E-01
 x3_5 : 2.9371545054635448055125237158137453856743764009130371890819164661E+00  1.9713135953627124043454366596427903367085896711166254722800106667E+00
 x2_4 : -1.0919165050647620874301569534668127082746865270181184254337888124E+00  -1.1896938657893036691217012006369474976030538201525071644619307756E+00
== err : 1.161E-18 = rco : 8.574E-05 = res : 1.146E-37 ==
solution 19 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 7.4407153782707688647145659714703861557731581903802227423537876205E-01  7.2872340542714559852083690221025376304776652333613595431114890977E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912746411049337738040049582E-01  1.2305199294895818062232576842991250652411384408978968535057169598E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046542292068848584173770527E+00  3.5254054314754854177114737402546325480044829305505854187531551310E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961176614253653720786154224859044E+00  -4.4327498513785682259644071909721879624084915802013418945167190029E-01
 x2_0 : 3.9239215046085890735344050328951162719027240874460167268032365835E-02  -1.1093293102922711192318152376486970144715579119842103714820429039E-01
 k6_0 : -1.4636768454211374626483473399881453234092666706510713743557213675E-01  8.9417183909895575725573158497329307163923642760292717528687463478E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890652E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078648903244665369575700986776143E-01  2.9013767080252031668439049209942708006991646091344937822959720205E-01
 k4_0 : 7.8665628431773540539257061250167467687908296339803450627013579288E-01  1.0411580777383221728869049001492991885402855964400762493101783663E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668133014693752233922564826406683299E-01  2.8879723742764409396266997564282447652624218305351332230718359977E-01
 x1_4 : -8.9407371721767097727371434148596621431516152595956538983797028260E+00  -1.6963415825920036171144199588487274898404994754127545968892660394E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082410885362268942386958687999716E-01  -8.7388148593703997578568885008755211830644642898812894337118551221E-01
 x3_5 : 2.9371545054635448055125237158137453856743764009130371890819164661E+00  1.9713135953627124043454366596427903367085896711166254722800106666E+00
 x2_4 : -1.0919165050647620874301569534668127082746865270181184254337888124E+00  -1.1896938657893036691217012006369474976030538201525071644619307756E+00
== err : 1.161E-18 = rco : 9.998E-05 = res : 1.146E-37 ==
solution 20 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 1.0302993898432316989071255176255291310421039026832939571432261775E+00  1.5219534260400873073196094237108185240122084659008975687164815778E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : 1.3104909920689138384475671471324837343912746411049337738040049546E-01  1.2305199294895818062232576842991250652411384408978968535057169598E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : 1.9850975843423108395389498890916992779046542292068848584173770522E+00  3.5254054314754854177114737402546325480044829305505854187531551312E+00
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961176614253653720786154224859045E+00  -4.4327498513785682259644071909721879624084915802013418945167190031E-01
 x2_0 : 3.9239215046085890735344050328951162719027240874460167268032365883E-02  -1.1093293102922711192318152376486970144715579119842103714820429040E-01
 k6_0 : -1.4636768454211374626483473399881453234092666706510713743557213668E-01  8.9417183909895575725573158497329307163923642760292717528687463486E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078648903244665369575700986776139E-01  2.9013767080252031668439049209942708006991646091344937822959720207E-01
 k4_0 : 7.8665628431773540539257061250167467687908296339803450627013579285E-01  1.0411580777383221728869049001492991885402855964400762493101783667E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668133014693752233922564826406683302E-01  2.8879723742764409396266997564282447652624218305351332230718359980E-01
 x1_4 : -8.9407371721767097727371434148596621431516152595956538983797028254E+00  -1.6963415825920036171144199588487274898404994754127545968892660400E+00
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082410885362268942386958687999718E-01  -8.7388148593703997578568885008755211830644642898812894337118551220E-01
 x3_5 : 2.9371545054635448055125237158137453856743764009130371890819164662E+00  1.9713135953627124043454366596427903367085896711166254722800106667E+00
 x2_4 : -1.0919165050647620874301569534668127082746865270181184254337888124E+00  -1.1896938657893036691217012006369474976030538201525071644619307756E+00
== err : 1.161E-18 = rco : 8.447E-05 = res : 1.146E-37 ==
solution 21 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 6.4045123339297279912346064204703247912059311511875783233455313877E-01  8.0894665914969698524604681502962540383102603335229714742887125107E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942722E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649163E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961184621574777737141821607333098E+00  -4.4327498513785682259644071909721879711844253780354477959335374107E-01
 x2_0 : 3.9239215046085890735344050328951162196708175668132662632716201856E-02  -1.1093293102922711192318152376486970151100111098528425331358013140E-01
 k6_0 : -1.4636768454211374626483473399881453267927805964042220050159590017E-01  8.9417183909895575725573158497329307148720917208003269139828343820E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078641693618471521364855572951743E-01  2.9013767080252031668439049209942707985568129218456240053500527170E-01
 k4_0 : 7.8665628431773540539257061250167467835943691627884986998623017987E-01  1.0411580777383221728869049001492991920935721284774060682239993465E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668132909987973669470501519569167595E-01  2.8879723742764409396266997564282447649069687526112298801499585179E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336012E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082429448581731452800183590182083E-01  -8.7388148593703997578568885008755211783857441823016510862059323589E-01
 x3_5 : 2.9371545054635448055125237158137453873863298901674188621796019329E+00  1.9713135953627124043454366596427903372397641775483356980501524970E+00
 x2_4 : -1.0919165050647620874301569534668127086170468220069137787939885658E+00  -1.1896938657893036691217012006369474986249855827270921000498354376E+00
== err : 5.593E-18 = rco : 1.787E-03 = res : 2.761E-36 ==
solution 22 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 4.2649015743852905965889455205627489578456067154714337469497666655E-02  1.0308993845958570251712826482587173593897351820274810844512333743E+00
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942717E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539447E+00  -4.8835606049991274790951355842576382659228380336736896288204649166E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961184621574777737141821607333098E+00  -4.4327498513785682259644071909721879711844253780354477959335374105E-01
 x2_0 : 3.9239215046085890735344050328951162196708175668132662632716201883E-02  -1.1093293102922711192318152376486970151100111098528425331358013142E-01
 k6_0 : -1.4636768454211374626483473399881453267927805964042220050159590010E-01  8.9417183909895575725573158497329307148720917208003269139828343822E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078641693618471521364855572951740E-01  2.9013767080252031668439049209942707985568129218456240053500527171E-01
 k4_0 : 7.8665628431773540539257061250167467835943691627884986998623017988E-01  1.0411580777383221728869049001492991920935721284774060682239993468E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668132909987973669470501519569167595E-01  2.8879723742764409396266997564282447649069687526112298801499585181E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336014E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082429448581731452800183590182085E-01  -8.7388148593703997578568885008755211783857441823016510862059323587E-01
 x3_5 : 2.9371545054635448055125237158137453873863298901674188621796019331E+00  1.9713135953627124043454366596427903372397641775483356980501524970E+00
 x2_4 : -1.0919165050647620874301569534668127086170468220069137787939885658E+00  -1.1896938657893036691217012006369474986249855827270921000498354377E+00
== err : 5.593E-18 = rco : 1.632E-03 = res : 2.761E-36 ==
solution 23 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -5.7144367633268941801077192590002957908684132680873389563049513343E-01  8.5908358410774946299537221837213034526729003197380428107768908428E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942715E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649166E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961184621574777737141821607333098E+00  -4.4327498513785682259644071909721879711844253780354477959335374105E-01
 x2_0 : 3.9239215046085890735344050328951162196708175668132662632716201860E-02  -1.1093293102922711192318152376486970151100111098528425331358013141E-01
 k6_0 : -1.4636768454211374626483473399881453267927805964042220050159590015E-01  8.9417183909895575725573158497329307148720917208003269139828343819E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078641693618471521364855572951742E-01  2.9013767080252031668439049209942707985568129218456240053500527170E-01
 k4_0 : 7.8665628431773540539257061250167467835943691627884986998623017988E-01  1.0411580777383221728869049001492991920935721284774060682239993467E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668132909987973669470501519569167595E-01  2.8879723742764409396266997564282447649069687526112298801499585181E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336017E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082429448581731452800183590182083E-01  -8.7388148593703997578568885008755211783857441823016510862059323588E-01
 x3_5 : 2.9371545054635448055125237158137453873863298901674188621796019330E+00  1.9713135953627124043454366596427903372397641775483356980501524969E+00
 x2_4 : -1.0919165050647620874301569534668127086170468220069137787939885658E+00  -1.1896938657893036691217012006369474986249855827270921000498354377E+00
== err : 5.593E-18 = rco : 1.991E-03 = res : 2.761E-36 ==
solution 24 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -9.6726430670633824867623096273765636341535383826673573394927482283E-01  3.5912705366756061404351107788143472777550431647909091547667128538E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942713E-01  -1.4090225362402758320748443173961302671980691038028387145506335347E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649165E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961184621574777737141821607333098E+00  -4.4327498513785682259644071909721879711844253780354477959335374108E-01
 x2_0 : 3.9239215046085890735344050328951162196708175668132662632716201857E-02  -1.1093293102922711192318152376486970151100111098528425331358013140E-01
 k6_0 : -1.4636768454211374626483473399881453267927805964042220050159590018E-01  8.9417183909895575725573158497329307148720917208003269139828343820E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078641693618471521364855572951743E-01  2.9013767080252031668439049209942707985568129218456240053500527171E-01
 k4_0 : 7.8665628431773540539257061250167467835943691627884986998623017988E-01  1.0411580777383221728869049001492991920935721284774060682239993465E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668132909987973669470501519569167595E-01  2.8879723742764409396266997564282447649069687526112298801499585179E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336019E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082429448581731452800183590182084E-01  -8.7388148593703997578568885008755211783857441823016510862059323589E-01
 x3_5 : 2.9371545054635448055125237158137453873863298901674188621796019329E+00  1.9713135953627124043454366596427903372397641775483356980501524970E+00
 x2_4 : -1.0919165050647620874301569534668127086170468220069137787939885658E+00  -1.1896938657893036691217012006369474986249855827270921000498354377E+00
== err : 5.593E-18 = rco : 1.622E-03 = res : 2.761E-36 ==
solution 25 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -9.9362284802276872382303022367903177387064955942204533318383516150E-01  -2.7800380499402880902662530726160366193307656681952942857865567568E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337227E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942710E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649166E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961184621574777737141821607333098E+00  -4.4327498513785682259644071909721879711844253780354477959335374107E-01
 x2_0 : 3.9239215046085890735344050328951162196708175668132662632716201851E-02  -1.1093293102922711192318152376486970151100111098528425331358013140E-01
 k6_0 : -1.4636768454211374626483473399881453267927805964042220050159590017E-01  8.9417183909895575725573158497329307148720917208003269139828343819E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078641693618471521364855572951742E-01  2.9013767080252031668439049209942707985568129218456240053500527170E-01
 k4_0 : 7.8665628431773540539257061250167467835943691627884986998623017989E-01  1.0411580777383221728869049001492991920935721284774060682239993467E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668132909987973669470501519569167594E-01  2.8879723742764409396266997564282447649069687526112298801499585180E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336021E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082429448581731452800183590182084E-01  -8.7388148593703997578568885008755211783857441823016510862059323589E-01
 x3_5 : 2.9371545054635448055125237158137453873863298901674188621796019329E+00  1.9713135953627124043454366596427903372397641775483356980501524969E+00
 x2_4 : -1.0919165050647620874301569534668127086170468220069137787939885658E+00  -1.1896938657893036691217012006369474986249855827270921000498354377E+00
== err : 5.593E-18 = rco : 1.771E-03 = res : 2.761E-36 ==
solution 26 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -6.4045123339297279912346064204703247912059311511875783233455313877E-01  -8.0894665914969698524604681502962540383102603335229714742887125107E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942714E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649165E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961184621574777737141821607333098E+00  -4.4327498513785682259644071909721879711844253780354477959335374108E-01
 x2_0 : 3.9239215046085890735344050328951162196708175668132662632716201862E-02  -1.1093293102922711192318152376486970151100111098528425331358013140E-01
 k6_0 : -1.4636768454211374626483473399881453267927805964042220050159590016E-01  8.9417183909895575725573158497329307148720917208003269139828343820E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078641693618471521364855572951741E-01  2.9013767080252031668439049209942707985568129218456240053500527171E-01
 k4_0 : 7.8665628431773540539257061250167467835943691627884986998623017989E-01  1.0411580777383221728869049001492991920935721284774060682239993468E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668132909987973669470501519569167595E-01  2.8879723742764409396266997564282447649069687526112298801499585180E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336022E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082429448581731452800183590182085E-01  -8.7388148593703997578568885008755211783857441823016510862059323589E-01
 x3_5 : 2.9371545054635448055125237158137453873863298901674188621796019330E+00  1.9713135953627124043454366596427903372397641775483356980501524971E+00
 x2_4 : -1.0919165050647620874301569534668127086170468220069137787939885658E+00  -1.1896938657893036691217012006369474986249855827270921000498354377E+00
== err : 5.593E-18 = rco : 1.787E-03 = res : 2.761E-36 ==
solution 27 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -4.2649015743852905965889455205627489578456067154714337469497666654E-02  -1.0308993845958570251712826482587173593897351820274810844512333743E+00
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337227E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942718E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649168E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961184621574777737141821607333098E+00  -4.4327498513785682259644071909721879711844253780354477959335374109E-01
 x2_0 : 3.9239215046085890735344050328951162196708175668132662632716201859E-02  -1.1093293102922711192318152376486970151100111098528425331358013139E-01
 k6_0 : -1.4636768454211374626483473399881453267927805964042220050159590017E-01  8.9417183909895575725573158497329307148720917208003269139828343820E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890652E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078641693618471521364855572951742E-01  2.9013767080252031668439049209942707985568129218456240053500527171E-01
 k4_0 : 7.8665628431773540539257061250167467835943691627884986998623017989E-01  1.0411580777383221728869049001492991920935721284774060682239993466E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668132909987973669470501519569167594E-01  2.8879723742764409396266997564282447649069687526112298801499585180E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336017E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082429448581731452800183590182084E-01  -8.7388148593703997578568885008755211783857441823016510862059323589E-01
 x3_5 : 2.9371545054635448055125237158137453873863298901674188621796019330E+00  1.9713135953627124043454366596427903372397641775483356980501524971E+00
 x2_4 : -1.0919165050647620874301569534668127086170468220069137787939885658E+00  -1.1896938657893036691217012006369474986249855827270921000498354377E+00
== err : 5.593E-18 = rco : 1.632E-03 = res : 2.761E-36 ==
solution 28 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 5.7144367633268941801077192590002957908684132680873389563049513343E-01  -8.5908358410774946299537221837213034526729003197380428107768908428E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942715E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649166E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961184621574777737141821607333098E+00  -4.4327498513785682259644071909721879711844253780354477959335374105E-01
 x2_0 : 3.9239215046085890735344050328951162196708175668132662632716201860E-02  -1.1093293102922711192318152376486970151100111098528425331358013141E-01
 k6_0 : -1.4636768454211374626483473399881453267927805964042220050159590015E-01  8.9417183909895575725573158497329307148720917208003269139828343819E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078641693618471521364855572951742E-01  2.9013767080252031668439049209942707985568129218456240053500527170E-01
 k4_0 : 7.8665628431773540539257061250167467835943691627884986998623017988E-01  1.0411580777383221728869049001492991920935721284774060682239993467E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668132909987973669470501519569167595E-01  2.8879723742764409396266997564282447649069687526112298801499585181E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336017E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082429448581731452800183590182083E-01  -8.7388148593703997578568885008755211783857441823016510862059323588E-01
 x3_5 : 2.9371545054635448055125237158137453873863298901674188621796019330E+00  1.9713135953627124043454366596427903372397641775483356980501524969E+00
 x2_4 : -1.0919165050647620874301569534668127086170468220069137787939885658E+00  -1.1896938657893036691217012006369474986249855827270921000498354377E+00
== err : 5.593E-18 = rco : 1.991E-03 = res : 2.761E-36 ==
solution 29 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 9.6726430670633824867623096273765636341535383826673573394927482283E-01  -3.5912705366756061404351107788143472777550431647909091547667128538E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337227E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942709E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539445E+00  -4.8835606049991274790951355842576382659228380336736896288204649165E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961184621574777737141821607333098E+00  -4.4327498513785682259644071909721879711844253780354477959335374106E-01
 x2_0 : 3.9239215046085890735344050328951162196708175668132662632716201877E-02  -1.1093293102922711192318152376486970151100111098528425331358013140E-01
 k6_0 : -1.4636768454211374626483473399881453267927805964042220050159590013E-01  8.9417183909895575725573158497329307148720917208003269139828343822E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890652E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078641693618471521364855572951742E-01  2.9013767080252031668439049209942707985568129218456240053500527172E-01
 k4_0 : 7.8665628431773540539257061250167467835943691627884986998623017986E-01  1.0411580777383221728869049001492991920935721284774060682239993469E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668132909987973669470501519569167596E-01  2.8879723742764409396266997564282447649069687526112298801499585181E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336026E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082429448581731452800183590182085E-01  -8.7388148593703997578568885008755211783857441823016510862059323589E-01
 x3_5 : 2.9371545054635448055125237158137453873863298901674188621796019329E+00  1.9713135953627124043454366596427903372397641775483356980501524970E+00
 x2_4 : -1.0919165050647620874301569534668127086170468220069137787939885658E+00  -1.1896938657893036691217012006369474986249855827270921000498354377E+00
== err : 5.593E-18 = rco : 1.622E-03 = res : 2.761E-36 ==
solution 30 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 9.9362284802276872382303022367903177387064955942204533318383516150E-01  2.7800380499402880902662530726160366193307656681952942857865567568E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337227E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942713E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649167E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -2.0511402380563635284610022907482961184621574777737141821607333098E+00  -4.4327498513785682259644071909721879711844253780354477959335374108E-01
 x2_0 : 3.9239215046085890735344050328951162196708175668132662632716201873E-02  -1.1093293102922711192318152376486970151100111098528425331358013140E-01
 k6_0 : -1.4636768454211374626483473399881453267927805964042220050159590014E-01  8.9417183909895575725573158497329307148720917208003269139828343822E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -8.5908991087073759256389840844628078641693618471521364855572951741E-01  2.9013767080252031668439049209942707985568129218456240053500527172E-01
 k4_0 : 7.8665628431773540539257061250167467835943691627884986998623017987E-01  1.0411580777383221728869049001492991920935721284774060682239993468E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -1.8774791329950723698179628018668132909987973669470501519569167596E-01  2.8879723742764409396266997564282447649069687526112298801499585181E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336021E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -2.3876661666099133376282298311544082429448581731452800183590182085E-01  -8.7388148593703997578568885008755211783857441823016510862059323589E-01
 x3_5 : 2.9371545054635448055125237158137453873863298901674188621796019330E+00  1.9713135953627124043454366596427903372397641775483356980501524970E+00
 x2_4 : -1.0919165050647620874301569534668127086170468220069137787939885658E+00  -1.1896938657893036691217012006369474986249855827270921000498354377E+00
== err : 5.593E-18 = rco : 1.771E-03 = res : 2.761E-36 ==
solution 31 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 6.4045123339297279912346064204703247912059311511875783233455313877E-01  8.0894665914969698524604681502962540383102603335229714742887125107E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942714E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649168E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604720067627243720877609556558E+00  2.6952121735641897813568274908498323897231426811297912373754880007E+00
 x2_0 : 7.7985667416728394783376293276246397419994682706784411594494440579E-01  -5.1682527463476726359309047311039594019825265879562198481688172939E-02
 k6_0 : 2.1337120587488637409615705625032485894729584160539016607147497137E+00  5.9690043673896260550309240067308125728399690143125752392994155922E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820227844517680363080348591591E-01  1.7340891422862929690958910559628209819314073862887383024929527896E-01
 k4_0 : 1.0818997577088166641670655515535332519286506511107663368674602316E-01  -3.2623966605315234679244694252603024793755530547280418911712986586E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192753255750482909746209916742E-01  2.0906186377500034855357650231102481803752726321013375916228891642E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336023E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186615978576830474754168711515E-01  -7.2357564722235131733705772592078717503554941863072368987786600288E-01
 x3_5 : 3.2265292067520789917611853414464895660544083587146840070783455193E+00  -2.9042915863739336094792809317148496926662523581506272181646873496E+00
 x2_4 : -1.1134102068276300249531396929698876388124497391433651752145964085E+00  -4.9422595792821982996445014718277856536135760052818547227165280846E-01
== err : 2.445E-19 = rco : 7.211E-04 = res : 1.005E-39 ==
solution 32 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 4.2649015743852905965889455205627489578456067154714337469497666654E-02  1.0308993845958570251712826482587173593897351820274810844512333743E+00
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942713E-01  -1.4090225362402758320748443173961302671980691038028387145506335347E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649161E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604720067627243720877609556558E+00  2.6952121735641897813568274908498323897231426811297912373754880006E+00
 x2_0 : 7.7985667416728394783376293276246397419994682706784411594494440578E-01  -5.1682527463476726359309047311039594019825265879562198481688172939E-02
 k6_0 : 2.1337120587488637409615705625032485894729584160539016607147497137E+00  5.9690043673896260550309240067308125728399690143125752392994155926E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820227844517680363080348591592E-01  1.7340891422862929690958910559628209819314073862887383024929527896E-01
 k4_0 : 1.0818997577088166641670655515535332519286506511107663368674602315E-01  -3.2623966605315234679244694252603024793755530547280418911712986586E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192753255750482909746209916742E-01  2.0906186377500034855357650231102481803752726321013375916228891643E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336017E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186615978576830474754168711514E-01  -7.2357564722235131733705772592078717503554941863072368987786600288E-01
 x3_5 : 3.2265292067520789917611853414464895660544083587146840070783455192E+00  -2.9042915863739336094792809317148496926662523581506272181646873497E+00
 x2_4 : -1.1134102068276300249531396929698876388124497391433651752145964085E+00  -4.9422595792821982996445014718277856536135760052818547227165280845E-01
== err : 2.445E-19 = rco : 6.596E-04 = res : 1.005E-39 ==
solution 33 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -5.7144367633268941801077192590002957908684132680873389563049513342E-01  8.5908358410774946299537221837213034526729003197380428107768908427E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942716E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649166E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604720067627243720877609556560E+00  2.6952121735641897813568274908498323897231426811297912373754880007E+00
 x2_0 : 7.7985667416728394783376293276246397419994682706784411594494440577E-01  -5.1682527463476726359309047311039594019825265879562198481688172930E-02
 k6_0 : 2.1337120587488637409615705625032485894729584160539016607147497138E+00  5.9690043673896260550309240067308125728399690143125752392994155934E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820227844517680363080348591591E-01  1.7340891422862929690958910559628209819314073862887383024929527898E-01
 k4_0 : 1.0818997577088166641670655515535332519286506511107663368674602318E-01  -3.2623966605315234679244694252603024793755530547280418911712986586E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192753255750482909746209916741E-01  2.0906186377500034855357650231102481803752726321013375916228891642E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336018E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186615978576830474754168711517E-01  -7.2357564722235131733705772592078717503554941863072368987786600289E-01
 x3_5 : 3.2265292067520789917611853414464895660544083587146840070783455195E+00  -2.9042915863739336094792809317148496926662523581506272181646873496E+00
 x2_4 : -1.1134102068276300249531396929698876388124497391433651752145964085E+00  -4.9422595792821982996445014718277856536135760052818547227165280847E-01
== err : 2.445E-19 = rco : 7.987E-04 = res : 1.005E-39 ==
solution 34 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -9.6726430670633824867623096273765636341535383826673573394927482283E-01  3.5912705366756061404351107788143472777550431647909091547667128538E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942718E-01  -1.4090225362402758320748443173961302671980691038028387145506335347E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649164E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604720067627243720877609556561E+00  2.6952121735641897813568274908498323897231426811297912373754880007E+00
 x2_0 : 7.7985667416728394783376293276246397419994682706784411594494440575E-01  -5.1682527463476726359309047311039594019825265879562198481688172936E-02
 k6_0 : 2.1337120587488637409615705625032485894729584160539016607147497138E+00  5.9690043673896260550309240067308125728399690143125752392994155941E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820227844517680363080348591592E-01  1.7340891422862929690958910559628209819314073862887383024929527898E-01
 k4_0 : 1.0818997577088166641670655515535332519286506511107663368674602317E-01  -3.2623966605315234679244694252603024793755530547280418911712986585E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192753255750482909746209916741E-01  2.0906186377500034855357650231102481803752726321013375916228891642E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336017E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186615978576830474754168711516E-01  -7.2357564722235131733705772592078717503554941863072368987786600289E-01
 x3_5 : 3.2265292067520789917611853414464895660544083587146840070783455197E+00  -2.9042915863739336094792809317148496926662523581506272181646873494E+00
 x2_4 : -1.1134102068276300249531396929698876388124497391433651752145964085E+00  -4.9422595792821982996445014718277856536135760052818547227165280847E-01
== err : 2.445E-19 = rco : 6.567E-04 = res : 1.005E-39 ==
solution 35 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -9.9362284802276872382303022367903177387064955942204533318383516149E-01  -2.7800380499402880902662530726160366193307656681952942857865567568E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337227E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942710E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649166E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604720067627243720877609556559E+00  2.6952121735641897813568274908498323897231426811297912373754880007E+00
 x2_0 : 7.7985667416728394783376293276246397419994682706784411594494440577E-01  -5.1682527463476726359309047311039594019825265879562198481688172935E-02
 k6_0 : 2.1337120587488637409615705625032485894729584160539016607147497138E+00  5.9690043673896260550309240067308125728399690143125752392994155932E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820227844517680363080348591592E-01  1.7340891422862929690958910559628209819314073862887383024929527897E-01
 k4_0 : 1.0818997577088166641670655515535332519286506511107663368674602317E-01  -3.2623966605315234679244694252603024793755530547280418911712986585E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192753255750482909746209916741E-01  2.0906186377500034855357650231102481803752726321013375916228891642E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336021E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186615978576830474754168711516E-01  -7.2357564722235131733705772592078717503554941863072368987786600289E-01
 x3_5 : 3.2265292067520789917611853414464895660544083587146840070783455194E+00  -2.9042915863739336094792809317148496926662523581506272181646873495E+00
 x2_4 : -1.1134102068276300249531396929698876388124497391433651752145964085E+00  -4.9422595792821982996445014718277856536135760052818547227165280845E-01
== err : 2.445E-19 = rco : 7.123E-04 = res : 1.005E-39 ==
solution 36 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -6.4045123339297279912346064204703247912059311511875783233455313875E-01  -8.0894665914969698524604681502962540383102603335229714742887125107E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942705E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539445E+00  -4.8835606049991274790951355842576382659228380336736896288204649163E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604720067627243720877609556559E+00  2.6952121735641897813568274908498323897231426811297912373754880006E+00
 x2_0 : 7.7985667416728394783376293276246397419994682706784411594494440577E-01  -5.1682527463476726359309047311039594019825265879562198481688172951E-02
 k6_0 : 2.1337120587488637409615705625032485894729584160539016607147497137E+00  5.9690043673896260550309240067308125728399690143125752392994155935E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820227844517680363080348591593E-01  1.7340891422862929690958910559628209819314073862887383024929527897E-01
 k4_0 : 1.0818997577088166641670655515535332519286506511107663368674602317E-01  -3.2623966605315234679244694252603024793755530547280418911712986584E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730581E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192753255750482909746209916742E-01  2.0906186377500034855357650231102481803752726321013375916228891643E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665720E+00  4.3811001829695124823154121378047874730134673076660095468807336022E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186615978576830474754168711514E-01  -7.2357564722235131733705772592078717503554941863072368987786600288E-01
 x3_5 : 3.2265292067520789917611853414464895660544083587146840070783455195E+00  -2.9042915863739336094792809317148496926662523581506272181646873495E+00
 x2_4 : -1.1134102068276300249531396929698876388124497391433651752145964085E+00  -4.9422595792821982996445014718277856536135760052818547227165280847E-01
== err : 2.445E-19 = rco : 7.211E-04 = res : 1.005E-39 ==
solution 37 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : -4.2649015743852905965889455205627489578456067154714337469497666652E-02  -1.0308993845958570251712826482587173593897351820274810844512333743E+00
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942711E-01  -1.4090225362402758320748443173961302671980691038028387145506335347E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649162E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604720067627243720877609556557E+00  2.6952121735641897813568274908498323897231426811297912373754880006E+00
 x2_0 : 7.7985667416728394783376293276246397419994682706784411594494440580E-01  -5.1682527463476726359309047311039594019825265879562198481688172942E-02
 k6_0 : 2.1337120587488637409615705625032485894729584160539016607147497137E+00  5.9690043673896260550309240067308125728399690143125752392994155921E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820227844517680363080348591592E-01  1.7340891422862929690958910559628209819314073862887383024929527896E-01
 k4_0 : 1.0818997577088166641670655515535332519286506511107663368674602316E-01  -3.2623966605315234679244694252603024793755530547280418911712986585E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730582E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192753255750482909746209916742E-01  2.0906186377500034855357650231102481803752726321013375916228891643E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336017E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186615978576830474754168711515E-01  -7.2357564722235131733705772592078717503554941863072368987786600289E-01
 x3_5 : 3.2265292067520789917611853414464895660544083587146840070783455192E+00  -2.9042915863739336094792809317148496926662523581506272181646873495E+00
 x2_4 : -1.1134102068276300249531396929698876388124497391433651752145964085E+00  -4.9422595792821982996445014718277856536135760052818547227165280845E-01
== err : 2.445E-19 = rco : 6.596E-04 = res : 1.005E-39 ==
solution 38 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 5.7144367633268941801077192590002957908684132680873389563049513342E-01  -8.5908358410774946299537221837213034526729003197380428107768908427E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942716E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649166E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604720067627243720877609556560E+00  2.6952121735641897813568274908498323897231426811297912373754880007E+00
 x2_0 : 7.7985667416728394783376293276246397419994682706784411594494440577E-01  -5.1682527463476726359309047311039594019825265879562198481688172930E-02
 k6_0 : 2.1337120587488637409615705625032485894729584160539016607147497138E+00  5.9690043673896260550309240067308125728399690143125752392994155934E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820227844517680363080348591591E-01  1.7340891422862929690958910559628209819314073862887383024929527898E-01
 k4_0 : 1.0818997577088166641670655515535332519286506511107663368674602318E-01  -3.2623966605315234679244694252603024793755530547280418911712986586E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192753255750482909746209916741E-01  2.0906186377500034855357650231102481803752726321013375916228891642E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336018E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186615978576830474754168711517E-01  -7.2357564722235131733705772592078717503554941863072368987786600289E-01
 x3_5 : 3.2265292067520789917611853414464895660544083587146840070783455195E+00  -2.9042915863739336094792809317148496926662523581506272181646873496E+00
 x2_4 : -1.1134102068276300249531396929698876388124497391433651752145964085E+00  -4.9422595792821982996445014718277856536135760052818547227165280847E-01
== err : 2.445E-19 = rco : 7.987E-04 = res : 1.005E-39 ==
solution 39 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 9.6726430670633824867623096273765636341535383826673573394927482283E-01  -3.5912705366756061404351107788143472777550431647909091547667128538E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942711E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649164E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604720067627243720877609556558E+00  2.6952121735641897813568274908498323897231426811297912373754880006E+00
 x2_0 : 7.7985667416728394783376293276246397419994682706784411594494440581E-01  -5.1682527463476726359309047311039594019825265879562198481688172944E-02
 k6_0 : 2.1337120587488637409615705625032485894729584160539016607147497137E+00  5.9690043673896260550309240067308125728399690143125752392994155921E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820227844517680363080348591592E-01  1.7340891422862929690958910559628209819314073862887383024929527896E-01
 k4_0 : 1.0818997577088166641670655515535332519286506511107663368674602316E-01  -3.2623966605315234679244694252603024793755530547280418911712986585E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730581E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192753255750482909746209916742E-01  2.0906186377500034855357650231102481803752726321013375916228891643E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336022E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186615978576830474754168711515E-01  -7.2357564722235131733705772592078717503554941863072368987786600289E-01
 x3_5 : 3.2265292067520789917611853414464895660544083587146840070783455192E+00  -2.9042915863739336094792809317148496926662523581506272181646873495E+00
 x2_4 : -1.1134102068276300249531396929698876388124497391433651752145964085E+00  -4.9422595792821982996445014718277856536135760052818547227165280846E-01
== err : 2.445E-19 = rco : 6.567E-04 = res : 1.005E-39 ==
solution 40 :
t : 0.0000000000000000000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
m : 1
the solution for t :
 x1_0 : 9.9993988457665755379309396488965671383591997975688535599991000232E-01  1.0964817956572228120877873999051111000875334128145055801648229817E-02
 Ki_0 : 9.9362284802276872382303022367903177387064955942204533318383516149E-01  2.7800380499402880902662530726160366193307656681952942857865567568E-01
 x1_1 : 9.8857689613761871534989449585782230300863385569393935467526387100E-01  1.5071735275976624940837544093845710198316138132116500431899337228E-01
 k1_0 : -9.4477477243957989185373036935484911260999992343959117094929942711E-01  -1.4090225362402758320748443173961302671980691038028387145506335348E+00
 x3_0 : 5.4293616301924602814994692569195261447935211487880991968879138171E-01  -8.3977397130771962361256245620556665241055879095488107547133450351E-01
 k2_0 : -1.0570191104103140785080657851143368448025168627334123289236539446E+00  -4.8835606049991274790951355842576382659228380336736896288204649164E-01
 x3_1 : 9.8744609816880043148756199490965531066754758151039589438845639595E-01  -1.5795633324185434871672424024667639872357821580406989190883537689E-01
 k5_0 : -1.8301520060719216411780315288263075604720067627243720877609556557E+00  2.6952121735641897813568274908498323897231426811297912373754880006E+00
 x2_0 : 7.7985667416728394783376293276246397419994682706784411594494440580E-01  -5.1682527463476726359309047311039594019825265879562198481688172950E-02
 k6_0 : 2.1337120587488637409615705625032485894729584160539016607147497137E+00  5.9690043673896260550309240067308125728399690143125752392994155918E-01
 x1_2 : -3.4102100926921011134005633185426852040834380806075628558064881930E-01  9.4005567454114615930200217344435898601488635028923143060822890651E-01
 x3_2 : -2.4226302536318623292996564730433861842647335703172215572684181471E-01  -9.7021060937400400291452625431453483255353183086394922431971779413E-01
 x2_1 : -7.2391102010982369357097069170187249820227844517680363080348591593E-01  1.7340891422862929690958910559628209819314073862887383024929527895E-01
 k4_0 : 1.0818997577088166641670655515535332519286506511107663368674602315E-01  -3.2623966605315234679244694252603024793755530547280418911712986585E-01
 x1_3 : -3.0162180161507367581410187323225888184222520892152749086575730580E-01  -9.5342765262524095668733500452201063010489478859973314606411921237E-01
 x3_3 : 9.9995277808396507162499802903352375179588464760882263228356580683E-01  -9.7181069226728895966507669901004479611173939621882657463702703834E-03
 x2_2 : -8.7720736449544548876739112270403892192753255750482909746209916743E-01  2.0906186377500034855357650231102481803752726321013375916228891643E-01
 x1_4 : 1.7337480995116160499702597590344173533180589877056791091947665721E+00  4.3811001829695124823154121378047874730134673076660095468807336019E-01
 x3_4 : 9.7119074356744959862103413565401523111391709598985597347638188028E-01  -2.3830346117692952232672160369020760770995540777369887471121523602E-01
 x2_3 : -1.3648686367954136224517493704114000186615978576830474754168711514E-01  -7.2357564722235131733705772592078717503554941863072368987786600288E-01
 x3_5 : 3.2265292067520789917611853414464895660544083587146840070783455192E+00  -2.9042915863739336094792809317148496926662523581506272181646873495E+00
 x2_4 : -1.1134102068276300249531396929698876388124497391433651752145964085E+00  -4.9422595792821982996445014718277856536135760052818547227165280845E-01
== err : 2.445E-19 = rco : 7.123E-04 = res : 1.005E-39 ==

TIMING INFORMATION for pipelined polyhedral continuation
The elapsed time in seconds was                 18.967441000 =  0h 0m18s967ms
User time in seconds was                        18.966628000 =  0h 0m18s967ms
System CPU time in seconds was                   0.000813000 =  0h 0m 0s  1ms
Non-I/O page faults was                                6664
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                             4892

The total elapsed wall clock time is 6.168 seconds
 = 6 seconds 168 milliseconds.

HOMOTOPY PARAMETERS :
      k :  2
  gamma : -7.4175251377135448682909307257969813846288160199228865875434985368E-01  6.7067369734758241252868781132145591961435792607290305757098325262E-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                 59.849255000 =  0h 0m59s849ms
User time in seconds was                        59.849255000 =  0h 0m59s849ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                 749
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                              181

The total elapsed wall clock time is 4.394 seconds
 = 4 seconds 394 milliseconds.

THE SOLUTIONS :

40 22
===========================================================================
solution 1 :    start residual : 6.668E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.1128275406330761718750000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  3.7299572428096003226135430337843313968286525980219609124945287316E-68
 Ki_0 : 3.0899498484734615029744118426426821626586742514023612092313737623E-01  9.5098877793439412738241517744826088462521710763540229734276230006E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  9.0020320214607179018714264892802773762249279640028188755466047717E-69
 k1_0 : 1.0007124216762084434914812095186829066103093287319994332015898525E+00  -2.9731467875697520322763473887904393917308841225932359832982380577E-61
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313773E-02  -6.8984121442750132879369615591586849394389426794001580195932348166E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835494304007642586673896972E-13  6.1539695500697599234631325490296898999524768121450299195389754070E-57
 x2_0 : 1.1415973302399038285487693517324458630177806458475928531706382747E+12  -7.8461849654446358791246123953327768997045810297098345819470218991E+10
 k6_0 : 1.2330986731436860660825616349843150235288487148824273270143054382E-01  -8.1589911679064988422227999110905038923092900385487682652536747442E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000000E-04  -1.4355558685154321035435118364107297642104103383687810936675465391E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7588539368114783049451975375716908074363768487932661431998795493E+11  3.6083773539670482275162375146527773443957890207973536053719246460E+08
 k4_0 : 7.6690135321154277757268852258322331939347546655436185619535683255E-02  8.1589911679064988422227999110905071270618807361024315953214799114E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -5.2741268673412968750559509814266415857409599172679557401742823432E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7569118297743391564555769599825681909229087277670798180350362210E+10  -2.2954413436726774734042437976223464843322010111535015580028438589E+09
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965843E-05  5.0840469444888019869702529610512470199541343764505023332635392980E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000001E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.9254614041409047716895234266042631401678059359080279356782853951E+09  7.5275649525164659443326084512306750563912412716615540539807506276E+08
 x3_5 : -8.8617313415763743122270332533264335054117747066286325416761141106E-04  1.2983623625276248555710255499505364471614317249050946030215571066E-46
 x2_4 : -1.0489452393306316556733270808602680798850905190111337998645143423E+09  -1.5748607314747916446068106137407235133148420402610910820007829630E+08
== err : 3.026E+11 = rco : 6.886E-28 = res : 6.391E-03 = at infinity ==
solution 2 :    start residual : 6.668E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.1128275406330761718750000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  2.1552393323508257222830877625729156118647027191556446300182429198E-68
 Ki_0 : 8.0895937268361096033773658020028664263100952231838627873669553231E-01  5.8774338768318159018331207491044970652121743167616615861863289892E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  3.8828891313152728517671583843076429378346838636160337614921077778E-69
 k1_0 : 1.0007124216762084434914812095186829066103093287319994332015970765E+00  -2.4869173079305644316462542869248197049266620713185553651731568475E-60
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313773E-02  2.2691035766680823021856237108694492584791657547812075624343912216E-67
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835494304007642586673896972E-13  6.1539695500697599234617243603986521819376015192761073371634548283E-57
 x2_0 : 1.1415973302399038285487693517324458630177806458475928531706383978E+12  -7.8461849654446358791246123953327768997045810297098345819470252356E+10
 k6_0 : 1.2330986731436860660825616349843150235288487148824273270143055663E-01  -8.1589911679064988422227999110905038923092900385487682652536782141E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000000E-04  1.6061653642159055321031280545566276743864937028049430226797360778E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7588539368114783049451975375716908074363768487932661431998795437E+11  3.6083773539670482275162375146527773443957890207973536053719261959E+08
 k4_0 : 7.6690135321154277757268852258322331939347546655436185619535670445E-02  8.1589911679064988422227999110905071270618807361024315953214833819E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  3.9141720444107899641616865846419183302747632644634107336895557299E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7569118297743391564555769599825681909229087277670798180350358606E+10  -2.2954413436726774734042437976223464843322010111535015580028448356E+09
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965839E-05  2.0972493600659423834815896614234766053346848059821865972064526135E-69
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.9254614041409047716895234266042631401678059359080279356782842136E+09  7.5275649525164659443326084512306750563912412716615540539807538306E+08
 x3_5 : -8.8617313415763743122270332533264335054117747066286325416761141107E-04  1.2983623625276248555709692174473148204693287998266627960857393602E-46
 x2_4 : -1.0489452393306316556733270808602680798850905190111337998645140952E+09  -1.5748607314747916446068106137407235133148420402610910820007836332E+08
== err : 3.026E+11 = rco : 6.886E-28 = res : 6.391E-03 = at infinity ==
solution 3 :    start residual : 6.668E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.1128275406330761718750000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  5.7215585580197241238389182785599334680588286528976051204384078183E-68
 Ki_0 : 9.9992877567252962008059079187203685273028419435630031562711890912E-01  2.3316304614419494638160284811384123497164460501074535131484158886E-61
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  3.0092198098615565404224328242743023493815549783581437494159941627E-69
 k1_0 : 1.0007124216762084434914812095186829066103093287319994332015779120E+00  -2.3329413954741956479701332763534769653534017496850474240375719811E-60
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313773E-02  2.0819620896476626581072662431066898646278977346905970317379697799E-67
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835494304007642586673896972E-13  6.1539695500697599234620376410387871681147300342240259756042339485E-57
 x2_0 : 1.1415973302399038285487693517324458630177806458475928531706383662E+12  -7.8461849654446358791246123953327768997045810297098345819470227511E+10
 k6_0 : 1.2330986731436860660825616349843150235288487148824273270143055334E-01  -8.1589911679064988422227999110905038923092900385487682652536756299E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000000E-04  1.6466736049384690145023942403444504025345795182367165837778795736E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7588539368114783049451975375716908074363768487932661431998795451E+11  3.6083773539670482275162375146527773443957890207973536053719250442E+08
 k4_0 : 7.6690135321154277757268852258322331939347546655436185619535673735E-02  8.1589911679064988422227999110905071270618807361024315953214807971E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -4.0317141605363357051926842892461573080096935138693645231190831555E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7569118297743391564555769599825681909229087277670798180350359531E+10  -2.2954413436726774734042437976223464843322010111535015580028441085E+09
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965843E-05  2.2265803106618284819519450179484977310946430157252321995363873859E-69
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.9254614041409047716895234266042631401678059359080279356782845169E+09  7.5275649525164659443326084512306750563912412716615540539807514454E+08
 x3_5 : -8.8617313415763743122270332533264335054117747066286325416761141106E-04  1.2983623625276248555709563482904508663121951698657634944783518362E-46
 x2_4 : -1.0489452393306316556733270808602680798850905190111337998645141586E+09  -1.5748607314747916446068106137407235133148420402610910820007831342E+08
== err : 3.026E+11 = rco : 6.886E-28 = res : 6.391E-03 = at infinity ==
solution 4 :    start residual : 6.668E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.1128275406330761718750000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  1.1688852598593253099318196446568946606426468832637408998981037700E-68
 Ki_0 : 8.0895937268361096033773658020028664263100952231838627873669872367E-01  -5.8774338768318159018331207491044970652121743167616615861863489735E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  2.6890675091384588023890391031792701680559537899156016706588546864E-69
 k1_0 : 1.0007124216762084434914812095186829066103093287319994332015594869E+00  -1.0522855119578360002902053221122213135460802159641982600055204902E-61
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313774E-02  -1.3866495003034192788366715378974637418324085887339832392624952260E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835494304007642586673896972E-13  6.1539695500697599234621285419058249197377974385769251453765462886E-57
 x2_0 : 1.1415973302399038285487693517324458630177806458475928531706383084E+12  -7.8461849654446358791246123953327768997045810297098345819470259685E+10
 k6_0 : 1.2330986731436860660825616349843150235288487148824273270143054734E-01  -8.1589911679064988422227999110905038923092900385487682652536789756E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -3.4265458096515437335868691322596037144889071447938792606170834872E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7588539368114783049451975375716908074363768487932661431998795477E+11  3.6083773539670482275162375146527773443957890207973536053719265245E+08
 k4_0 : 7.6690135321154277757268852258322331939347546655436185619535679742E-02  8.1589911679064988422227999110905071270618807361024315953214841419E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -3.1672192647495098402215479300754780357602011865879032907204980998E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7569118297743391564555769599825681909229087277670798180350361222E+10  -2.2954413436726774734042437976223464843322010111535015580028450494E+09
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965879E-05  3.5700411453532560775995125700520605397288850800797831183845120892E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000001E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.9254614041409047716895234266042631401678059359080279356782850713E+09  7.5275649525164659443326084512306750563912412716615540539807545314E+08
 x3_5 : -8.8617313415763743122270332533264335054117747066286325416761141107E-04  1.2983623625276248555710716562684651117357808390598967108428301555E-46
 x2_4 : -1.0489452393306316556733270808602680798850905190111337998645142746E+09  -1.5748607314747916446068106137407235133148420402610910820007837798E+08
== err : 3.026E+11 = rco : 6.886E-28 = res : 6.391E-03 = at infinity ==
solution 5 :    start residual : 6.668E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.1128275406330761718750000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  3.3941257604115900223961709148258824827689773077660425172712799198E-68
 Ki_0 : 3.0899498484734615029744118426426821626586742514023612092313780825E-01  -9.5098877793439412738241517744826088462521710763540229734276348258E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -2.6319684642305169039529533878446718566265573070576326985264623888E-69
 k1_0 : 1.0007124216762084434914812095186829066103093287319994332015772642E+00  -1.5744005764013425806661671889192175311703503486681704760016928451E-61
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000001E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313774E-02  -1.3552990816898580494218106048385722544674307422837377264980183914E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835494304007642586673896972E-13  6.1539695500697599234622836358322152689305705690058353051557346623E-57
 x2_0 : 1.1415973302399038285487693517324458630177806458475928531706383338E+12  -7.8461849654446358791246123953327768997045810297098345819470255217E+10
 k6_0 : 1.2330986731436860660825616349843150235288487148824273270143054997E-01  -8.1589911679064988422227999110905038923092900385487682652536785107E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  2.1758044655628596083191801380728224366552323205716927397315071539E-71
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  1.0231116254238032647983254866844684785560724326049352369699924924E-265
 x2_1 : 2.7588539368114783049451975375716908074363768487932661431998795466E+11  3.6083773539670482275162375146527773443957890207973536053719263193E+08
 k4_0 : 7.6690135321154277757268852258322331939347546655436185619535677105E-02  8.1589911679064988422227999110905071270618807361024315953214836777E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  7.2077099012552555939046876426434771577888595944947472218646424997E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  1.5306469949828513645081180697461044308085027983344933408348123860E-265
 x2_2 : -5.7569118297743391564555769599825681909229087277670798180350360479E+10  -2.2954413436726774734042437976223464843322010111535015580028449189E+09
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965889E-05  2.0870750314119618899594250976185672277381859404276166727861426293E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000001E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.9254614041409047716895234266042631401678059359080279356782848282E+09  7.5275649525164659443326084512306750563912412716615540539807541034E+08
 x3_5 : -8.8617313415763743122270332533264335054117747066286325416761141108E-04  1.2983623625276248555710070324022814408466259740949938532291224735E-46
 x2_4 : -1.0489452393306316556733270808602680798850905190111337998645142237E+09  -1.5748607314747916446068106137407235133148420402610910820007836903E+08
== err : 3.026E+11 = rco : 6.886E-28 = res : 6.391E-03 = at infinity ==
solution 6 :    start residual : 6.668E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.1128275406330761718750000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  4.7580834030357702672429564105817987391596502155625440349401308741E-68
 Ki_0 : -3.0899498484734615029744118426426821626586742514023612092313893890E-01  -9.5098877793439412738241517744826088462521710763540229734276662365E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -1.5401558611507646263372955772584634505637130962484742240169126829E-69
 k1_0 : 1.0007124216762084434914812095186829066103093287319994332015438757E+00  1.2047430975636992929778959180725539612842004385207514526539127096E-60
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000001E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313776E-02  -1.6411384364389312107372048359094606816569491525677291410849580327E-67
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835494304007642586673896972E-13  6.1539695500697599234616822632443824951353624478242374069171933776E-57
 x2_0 : 1.1415973302399038285487693517324458630177806458475928531706383329E+12  -7.8461849654446358791246123953327768997045810297098345819470290107E+10
 k6_0 : 1.2330986731436860660825616349843150235288487148824273270143054987E-01  -8.1589911679064988422227999110905038923092900385487682652536821399E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -1.2773592840587907667663841318317543555764521493269677490520815724E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7588539368114783049451975375716908074363768487932661431998795466E+11  3.6083773539670482275162375146527773443957890207973536053719279320E+08
 k4_0 : 7.6690135321154277757268852258322331939347546655436185619535677204E-02  8.1589911679064988422227999110905071270618807361024315953214873072E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -3.7278367949486111958515339728656553141087323222057652973891157646E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7569118297743391564555769599825681909229087277670798180350360506E+10  -2.2954413436726774734042437976223464843322010111535015580028459397E+09
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965878E-05  -1.1951801979060986092680858476532382374246342515089631433224960957E-69
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  5.1562859921640379881955716428436395321694506609021835878796566149E-265
 x2_3 : 7.9254614041409047716895234266042631401678059359080279356782848370E+09  7.5275649525164659443326084512306750563912412716615540539807574517E+08
 x3_5 : -8.8617313415763743122270332533264335054117747066286325416761141107E-04  1.2983623625276248555710126295680659850904979105725415001763435186E-46
 x2_4 : -1.0489452393306316556733270808602680798850905190111337998645142256E+09  -1.5748607314747916446068106137407235133148420402610910820007843907E+08
== err : 3.026E+11 = rco : 6.886E-28 = res : 6.391E-03 = at infinity ==
solution 7 :    start residual : 6.668E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.1128275406330761718750000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  1.5373714153401853143341985360351592480290690590688471444560282290E-68
 Ki_0 : -8.0895937268361096033773658020028664263100952231838627873669581967E-01  -5.8774338768318159018331207491044970652121743167616615861863280916E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  9.6780792332922864925572966761893443215670324021369500239030703260E-69
 k1_0 : 1.0007124216762084434914812095186829066103093287319994332015952777E+00  -7.0247746090288693045867722990616326702239155500673764814389469758E-62
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313774E-02  -7.5507220342422719769286212849455159638063713569177318245115935295E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835494304007642586673896972E-13  6.1539695500697599234613303171457004857888128092492865102889603888E-57
 x2_0 : 1.1415973302399038285487693517324458630177806458475928531706383288E+12  -7.8461849654446358791246123953327768997045810297098345819470308260E+10
 k6_0 : 1.2330986731436860660825616349843150235288487148824273270143054945E-01  -8.1589911679064988422227999110905038923092900385487682652536840280E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -1.5337941185984789516208238727119197111628901412530707007224673831E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7588539368114783049451975375716908074363768487932661431998795468E+11  3.6083773539670482275162375146527773443957890207973536053719287696E+08
 k4_0 : 7.6690135321154277757268852258322331939347546655436185619535677625E-02  8.1589911679064988422227999110905071270618807361024315953214891954E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -6.9382936823720244575849321457265919759919900254850908063241102708E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7569118297743391564555769599825681909229087277670798180350360625E+10  -2.2954413436726774734042437976223464843322010111535015580028464711E+09
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965847E-05  1.8381996573092560989214335091066507068824231233978637447630412659E-71
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.9254614041409047716895234266042631401678059359080279356782848758E+09  7.5275649525164659443326084512306750563912412716615540539807591937E+08
 x3_5 : -8.8617313415763743122270332533264335054117747066286325416761141107E-04  1.2983623625276248555709774997015371662371681044256408100307918600E-46
 x2_4 : -1.0489452393306316556733270808602680798850905190111337998645142337E+09  -1.5748607314747916446068106137407235133148420402610910820007847551E+08
== err : 3.026E+11 = rco : 6.886E-28 = res : 6.391E-03 = at infinity ==
solution 8 :    start residual : 6.668E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.1128275406330761718750000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  5.7215585580197241238389182785599334680588286528976051204384078183E-68
 Ki_0 : -9.9992877567252962008059079187203685273028419435630031562711890912E-01  -2.3316304614419494638160284811384123497164460501074535131484158886E-61
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  3.0092198098615565404224328242743023493815549783581437494159941627E-69
 k1_0 : 1.0007124216762084434914812095186829066103093287319994332015779120E+00  -2.3329413954741956479701332763534769653534017496850474240375719811E-60
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313773E-02  2.0819620896476626581072662431066898646278977346905970317379697799E-67
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835494304007642586673896972E-13  6.1539695500697599234620376410387871681147300342240259756042339485E-57
 x2_0 : 1.1415973302399038285487693517324458630177806458475928531706383662E+12  -7.8461849654446358791246123953327768997045810297098345819470227511E+10
 k6_0 : 1.2330986731436860660825616349843150235288487148824273270143055334E-01  -8.1589911679064988422227999110905038923092900385487682652536756299E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000000E-04  1.6466736049384690145023942403444504025345795182367165837778795736E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7588539368114783049451975375716908074363768487932661431998795451E+11  3.6083773539670482275162375146527773443957890207973536053719250442E+08
 k4_0 : 7.6690135321154277757268852258322331939347546655436185619535673735E-02  8.1589911679064988422227999110905071270618807361024315953214807971E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -4.0317141605363357051926842892461573080096935138693645231190831555E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7569118297743391564555769599825681909229087277670798180350359531E+10  -2.2954413436726774734042437976223464843322010111535015580028441085E+09
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965843E-05  2.2265803106618284819519450179484977310946430157252321995363873859E-69
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.9254614041409047716895234266042631401678059359080279356782845169E+09  7.5275649525164659443326084512306750563912412716615540539807514454E+08
 x3_5 : -8.8617313415763743122270332533264335054117747066286325416761141106E-04  1.2983623625276248555709563482904508663121951698657634944783518362E-46
 x2_4 : -1.0489452393306316556733270808602680798850905190111337998645141586E+09  -1.5748607314747916446068106137407235133148420402610910820007831342E+08
== err : 3.026E+11 = rco : 6.886E-28 = res : 6.391E-03 = at infinity ==
solution 9 :    start residual : 6.668E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.1128275406330761718750000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -3.2000096245402165187777245926447472924280518894928819342910997824E-68
 Ki_0 : -8.0895937268361096033773658020028664263100952231838627873669566844E-01  5.8774338768318159018331207491044970652121743167616615861863280652E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  8.9977018851273705083007215151209295128973672772943702548758102021E-69
 k1_0 : 1.0007124216762084434914812095186829066103093287319994332015965188E+00  9.3836668433153963531335996681026531347345025047014401461760329020E-61
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313772E-02  -1.3679368680699015175166050038673939556405768876157988635094824772E-67
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835494304007642586673896972E-13  6.1539695500697599234621476617569859315024594816799108704096253604E-57
 x2_0 : 1.1415973302399038285487693517324458630177806458475928531706383539E+12  -7.8461849654446358791246123953327768997045810297098345819470226816E+10
 k6_0 : 1.2330986731436860660825616349843150235288487148824273270143055206E-01  -8.1589911679064988422227999110905038923092900385487682652536755579E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000000E-04  -1.9870280267358831867726695783019338281416598683781743344822213200E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7588539368114783049451975375716908074363768487932661431998795457E+11  3.6083773539670482275162375146527773443957890207973536053719250162E+08
 k4_0 : 7.6690135321154277757268852258322331939347546655436185619535675013E-02  8.1589911679064988422227999110905071270618807361024315953214807249E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -8.8975070548637036876231315671761455229154905144613649542587261489E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7569118297743391564555769599825681909229087277670798180350359891E+10  -2.2954413436726774734042437976223464843322010111535015580028440881E+09
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965840E-05  -5.8843225730810778535049058985362298199775333763132364520495818939E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000001E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.9254614041409047716895234266042631401678059359080279356782846348E+09  7.5275649525164659443326084512306750563912412716615540539807513789E+08
 x3_5 : -8.8617313415763743122270332533264335054117747066286325416761141107E-04  1.2983623625276248555710183273058332675734190653093265842538497451E-46
 x2_4 : -1.0489452393306316556733270808602680798850905190111337998645141833E+09  -1.5748607314747916446068106137407235133148420402610910820007831203E+08
== err : 3.026E+11 = rco : 6.886E-28 = res : 6.391E-03 = at infinity ==
solution 10 :    start residual : 6.668E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  3.1128275406330761718750000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  1.4502896761470320888138879571135772893097191564535760547423567361E-68
 Ki_0 : -3.0899498484734615029744118426426821626586742514023612092313710078E-01  9.5098877793439412738241517744826088462521710763540229734276125068E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  3.1471453022833720942159554294956605937618639588734308264984343993E-69
 k1_0 : 1.0007124216762084434914812095186829066103093287319994332016006918E+00  -3.2608346827421213187377535935071517299113143412372333321334186866E-61
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000001E+00  4.0057347795085063528157974883260145651908402156433009177691696442E-262
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313773E-02  -1.1317131075664341603552497584868210696874538196164535975041565843E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835494304007642586673896973E-13  6.1539695500697599234610745263524818616137195546368129545408510107E-57
 x2_0 : 1.1415973302399038285487693517324458630177806458475928531706383424E+12  -7.8461849654446358791246123953327768997045810297098345819470266354E+10
 k6_0 : 1.2330986731436860660825616349843150235288487148824273270143055086E-01  -8.1589911679064988422227999110905038923092900385487682652536796699E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -4.4483568783601666063354414429346470272260659508436674813517352269E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7588539368114783049451975375716908074363768487932661431998795462E+11  3.6083773539670482275162375146527773443957890207973536053719268459E+08
 k4_0 : 7.6690135321154277757268852258322331939347546655436185619535676211E-02  8.1589911679064988422227999110905071270618807361024315953214848368E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  1.8689673222101434000509732636061598006764915253186684585323603792E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7569118297743391564555769599825681909229087277670798180350360228E+10  -2.2954413436726774734042437976223464843322010111535015580028452450E+09
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965866E-05  2.0481868802900733315809743757120661793630914446880349257534156920E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.9254614041409047716895234266042631401678059359080279356782847453E+09  7.5275649525164659443326084512306750563912412716615540539807551729E+08
 x3_5 : -8.8617313415763743122270332533264335054117747066286325416761141104E-04  1.2983623625276248555709409783313135675648366995477498639473232575E-46
 x2_4 : -1.0489452393306316556733270808602680798850905190111337998645142064E+09  -1.5748607314747916446068106137407235133148420402610910820007839140E+08
== err : 3.026E+11 = rco : 6.886E-28 = res : 6.391E-03 = at infinity ==
solution 11 :    start residual : 6.202E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3643398807884394531250000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  1.9025774886689078924311725174653266544556483964861189289016882726E-68
 Ki_0 : 3.0899498484734615029744118426426821626586742531285944156555271499E-01  9.5098877793439412738241517744826088462521710766658078387385093768E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -5.5792043990992087373323928135912064563210522229540984715043673966E-69
 k1_0 : 1.0007124216762084434914812095186829066103089778457493813948441944E+00  2.1817852785080970182475920772689446316182780749989550167938097254E-44
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000001E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313775E-02  9.5490342391728858725171443518594987527792263821806137946718313761E-69
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750130602436635631394012563782299E-13  -6.7712848977084270146434338484662729265619188538726108638762126376E-51
 x2_0 : 9.1193723758527476743242023007469178543706944725635856991448811016E+11  2.2743730741783302557953035094640622165405379474102731217975575934E+10
 k6_0 : 9.9428265289408944848698448166740572073508799542216330236044766873E-02  2.3650461856902916522593811449429427572598380410160786498977960770E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  6.1870695409710791258339534348774033361177445305152728608482949997E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694157612024990929639024721007136786022253166869630745822744479E+11  -1.0459600852492053182724383701575082671598528240090807618183848348E+08
 k4_0 : 1.0057173734611393951682656759006690312610319995053373250342157816E-01  -2.3650461856902916522593811448844826369573094146726697477135758807E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  1.2201079690996145885818197997530793222570759587321016233316180397E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4287941190561328604460043196109790811028016299461963337115069369E+10  6.6537941794608368559246004980894992469745167464063973649681661190E+08
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965888E-05  -2.1746663655294115934538939348409527800347047330126560883264768309E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0128801335677557730139842978284074258653882613231260131475575005E+10  -2.1820147138427457704438378398733587861012442167128188011508874228E+08
 x3_5 : -8.8617313415763743122270332533264334970696091342927306865700323043E-04  -9.3032208916160199382303033391870601884340089257120745215646164287E-41
 x2_4 : -1.5099115090547374173796775700243135982042891980921722601296126736E+09  4.5650476747893966386085707828299202077665798709330849875753839097E+07
== err : 2.824E+10 = rco : 1.435E-28 = res : 5.944E-05 = at infinity ==
solution 12 :    start residual : 6.202E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3643398807884394531250000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -9.0330548537757588056849472138921588208268928347311905681519557351E-69
 Ki_0 : 8.0895937268361096033773658020028664263100952247636773333361528834E-01  5.8774338768318159018331207491044970652121743159992464200580472383E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -5.7201073071451521565499674087676849835932244896759683935971899850E-69
 k1_0 : 1.0007124216762084434914812095186829066103089778457493813948942611E+00  2.1817852785080970272699228275115124719467327940495795625040732095E-44
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000001E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313773E-02  2.5556886610109752873621097294242017687046301646619338710861816413E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750130602436635631394012563782299E-13  -6.7712848977084270146434338479501931108811410473326082886567786108E-51
 x2_0 : 9.1193723758527476743242023007469178543706944725635856991448803183E+11  2.2743730741783302557953035094640622165405379474102731217975563704E+10
 k6_0 : 9.9428265289408944848698448166740572073508799542216330236044758725E-02  2.3650461856902916522593811449429427572598380410160786498977948052E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  7.6942902224444301562292085470795062365063147600196404832398322246E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694157612024990929639024721007136786022253166869630745822744515E+11  -1.0459600852492053182724383701575082671598528240090807618183842758E+08
 k4_0 : 1.0057173734611393951682656759006690312610319995053373250342158631E-01  -2.3650461856902916522593811448844826369573094146726697477135746090E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  1.8540079497150611966352404938848096645975272510490818374152873085E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4287941190561328604460043196109790811028016299461963337115071661E+10  6.6537941794608368559246004980894992469745167464063973649681625422E+08
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965859E-05  -3.3435844750013027485897226291419659508118585231574878148023829739E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0128801335677557730139842978284074258653882613231260131475575756E+10  -2.1820147138427457704438378398733587861012442167128188011508862498E+08
 x3_5 : -8.8617313415763743122270332533264334970696091342927306865700323044E-04  -9.3032208916160199382303033390181717736138907400580294467895591120E-41
 x2_4 : -1.5099115090547374173796775700243135982042891980921722601296128309E+09  4.5650476747893966386085707828299202077665798709330849875753814561E+07
== err : 2.824E+10 = rco : 1.435E-28 = res : 5.944E-05 = at infinity ==
solution 13 :    start residual : 6.202E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3643398807884394531250000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -1.1046326287853791084589311104941110546171189601502552616613488887E-68
 Ki_0 : 9.9992877567252962008059079187203685273028419443929635811467106595E-01  -1.5453985176447995864124088686905666658925274941411385999785522617E-46
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -2.1544188317477035179980867991250580286287660242178152895562402791E-69
 k1_0 : 1.0007124216762084434914812095186829066103089778457493813948560348E+00  2.1817852785080969945303930487760218043100385922184135577801760508E-44
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313774E-02  2.8061424540059348002036078851112771157696863316764398924650899537E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750130602436635631394012563782299E-13  -6.7712848977084270146434338484014345312051120797198477717224627606E-51
 x2_0 : 9.1193723758527476743242023007469178543706944725635856991448813918E+11  2.2743730741783302557953035094640622165405379474102731217975587586E+10
 k6_0 : 9.9428265289408944848698448166740572073508799542216330236044769887E-02  2.3650461856902916522593811449429427572598380410160786498977972885E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  4.1599274846872426702536147342184626965839225851813003842704222788E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694157612024990929639024721007136786022253166869630745822744466E+11  -1.0459600852492053182724383701575082671598528240090807618183853708E+08
 k4_0 : 1.0057173734611393951682656759006690312610319995053373250342157515E-01  -2.3650461856902916522593811448844826369573094146726697477135770923E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  3.3029148373470817103143329527494660351223810354306111369696413049E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4287941190561328604460043196109790811028016299461963337115068521E+10  6.6537941794608368559246004980894992469745167464063973649681695281E+08
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965875E-05  -7.1552900178590872100632181666935913810002749878497642023267929915E-71
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0128801335677557730139842978284074258653882613231260131475574727E+10  -2.1820147138427457704438378398733587861012442167128188011508885407E+08
 x3_5 : -8.8617313415763743122270332533264334970696091342927306865700323045E-04  -9.3032208916160199382303033392506763339627665800938260845831031659E-41
 x2_4 : -1.5099115090547374173796775700243135982042891980921722601296126155E+09  4.5650476747893966386085707828299202077665798709330849875753862485E+07
== err : 2.824E+10 = rco : 1.435E-28 = res : 5.944E-05 = at infinity ==
solution 14 :    start residual : 6.202E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3643398807884394531250000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  1.4518047989727579793000564879141602985430293696824227050600136503E-69
 Ki_0 : 8.0895937268361096033773658020028664263100952229469524181636258603E-01  -5.8774338768318159018331207491044970652121743184997537477710363820E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -1.5585125947114301226576736709497949957221604271582893477156141645E-69
 k1_0 : 1.0007124216762084434914812095186829066103089778457493813948962822E+00  2.1817852785080970239261640853108764545164787901339411154657094960E-44
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000001E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313773E-02  -1.3569020259922434378114745407229211571134030138570207085631263792E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750130602436635631394012563782299E-13  -6.7712848977084270146434338483245479125183238110288048875230445712E-51
 x2_0 : 9.1193723758527476743242023007469178543706944725635856991448813215E+11  2.2743730741783302557953035094640622165405379474102731217975526758E+10
 k6_0 : 9.9428265289408944848698448166740572073508799542216330236044769156E-02  2.3650461856902916522593811449429427572598380410160786498977909633E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  3.4030684602251198289915245553249120256447891067574102440409647421E-71
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694157612024990929639024721007136786022253166869630745822744470E+11  -1.0459600852492053182724383701575082671598528240090807618183825749E+08
 k4_0 : 1.0057173734611393951682656759006690312610319995053373250342157588E-01  -2.3650461856902916522593811448844826369573094146726697477135707671E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -1.6088546898689909502703969803097530133553339963485681865441950257E-71
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4287941190561328604460043196109790811028016299461963337115068726E+10  6.6537941794608368559246004980894992469745167464063973649681517328E+08
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965860E-05  -1.8893291825564535924660628339811382336129444546655238695302037778E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0128801335677557730139842978284074258653882613231260131475574794E+10  -2.1820147138427457704438378398733587861012442167128188011508827050E+08
 x3_5 : -8.8617313415763743122270332533264334970696091342927306865700323046E-04  -9.3032208916160199382303033390797503913499123841570914579675960961E-41
 x2_4 : -1.5099115090547374173796775700243135982042891980921722601296126296E+09  4.5650476747893966386085707828299202077665798709330849875753740395E+07
== err : 2.824E+10 = rco : 1.435E-28 = res : 5.944E-05 = at infinity ==
solution 15 :    start residual : 6.202E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3643398807884394531250000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -8.4315182284102260979366208895595035698869819739731850393281794697E-69
 Ki_0 : 3.0899498484734615029744118426426821626586742501890717546976071980E-01  -9.5098877793439412738241517744826088462521710776209166488066860510E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -3.5827282182930004751074951687437548229787359595522659054424534925E-69
 k1_0 : 1.0007124216762084434914812095186829066103089778457493813948586308E+00  2.1817852785080970200302514775354043795090004569916363857779590717E-44
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313774E-02  1.9376340267014688030369571632932680957877647864353606799142049612E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750130602436635631394012563782300E-13  -6.7712848977084270146434338483119245386141625374525429937992529729E-51
 x2_0 : 9.1193723758527476743242023007469178543706944725635856991448806644E+11  2.2743730741783302557953035094640622165405379474102731217975537694E+10
 k6_0 : 9.9428265289408944848698448166740572073508799542216330236044762326E-02  2.3650461856902916522593811449429427572598380410160786498977921006E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  5.3030276852508160686508995990873022488326552119501131869269408459E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694157612024990929639024721007136786022253166869630745822744499E+11  -1.0459600852492053182724383701575082671598528240090807618183830763E+08
 k4_0 : 1.0057173734611393951682656759006690312610319995053373250342158271E-01  -2.3650461856902916522593811448844826369573094146726697477135719042E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  4.2869024946075845203415707819063964274855581577335206777461487714E-72
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4287941190561328604460043196109790811028016299461963337115070647E+10  6.6537941794608368559246004980894992469745167464063973649681549316E+08
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965885E-05  -1.9976682754772089076679315274918584332424684811773808746154053750E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0128801335677557730139842978284074258653882613231260131475575424E+10  -2.1820147138427457704438378398733587861012442167128188011508837542E+08
 x3_5 : -8.8617313415763743122270332533264334970696091342927306865700323043E-04  -9.3032208916160199382303033391182370274349259117190052149538692112E-41
 x2_4 : -1.5099115090547374173796775700243135982042891980921722601296127612E+09  4.5650476747893966386085707828299202077665798709330849875753762343E+07
== err : 2.824E+10 = rco : 1.435E-28 = res : 5.944E-05 = at infinity ==
solution 16 :    start residual : 6.202E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3643398807884394531250000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  6.4115822051706921048755442822984318587336041729949218722393481072E-69
 Ki_0 : -3.0899498484734615029744118426426821626586742531285944156555215818E-01  -9.5098877793439412738241517744826088462521710766658078387384941300E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  5.3529272632030168283230518580885124867788897827395441243414076967E-70
 k1_0 : 1.0007124216762084434914812095186829066103089778457493813948604260E+00  2.1817852785080969598111847087097688321078632423391148828856842343E-44
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313774E-02  3.6590647680730607998524347699017857479389884860437427062297032666E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750130602436635631394012563782299E-13  -6.7712848977084270146434338484380272019502614869802034683082828568E-51
 x2_0 : 9.1193723758527476743242023007469178543706944725635856991448814480E+11  2.2743730741783302557953035094640622165405379474102731217975543206E+10
 k6_0 : 9.9428265289408944848698448166740572073508799542216330236044770472E-02  2.3650461856902916522593811449429427572598380410160786498977926735E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  2.7127046678419549575033497254656224730556595877477549386629082412E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694157612024990929639024721007136786022253166869630745822744463E+11  -1.0459600852492053182724383701575082671598528240090807618183833279E+08
 k4_0 : 1.0057173734611393951682656759006690312610319995053373250342157456E-01  -2.3650461856902916522593811448844826369573094146726697477135724773E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  4.1264439194106374071810594880453216745178423948404467576649839307E-71
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4287941190561328604460043196109790811028016299461963337115068356E+10  6.6537941794608368559246004980894992469745167464063973649681565440E+08
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965878E-05  4.0810799334652106610795475044180976796394255394284225039914458624E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0128801335677557730139842978284074258653882613231260131475574673E+10  -2.1820147138427457704438378398733587861012442167128188011508842829E+08
 x3_5 : -8.8617313415763743122270332533264334970696091342927306865700323045E-04  -9.3032208916160199382303033391890977162267449359947640734050661818E-41
 x2_4 : -1.5099115090547374173796775700243135982042891980921722601296126042E+09  4.5650476747893966386085707828299202077665798709330849875753773405E+07
== err : 2.824E+10 = rco : 1.435E-28 = res : 5.944E-05 = at infinity ==
solution 17 :    start residual : 6.202E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3643398807884394531250000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -2.8359627250173555353429210044707977919482166262546970648524328593E-69
 Ki_0 : -8.0895937268361096033773658020028664263100952247636773333361903245E-01  -5.8774338768318159018331207491044970652121743159992464200580751608E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  3.1849595404063849728298708714039955488243768930836534562102920396E-69
 k1_0 : 1.0007124216762084434914812095186829066103089778457493813948475274E+00  2.1817852785080969689891055695271906341395398157225357030593327723E-44
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313774E-02  8.2013475997509400081101111136249597909726602904937854486053479414E-69
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750130602436635631394012563782298E-13  -6.7712848977084270146434338484454621860750939714553053387378688227E-51
 x2_0 : 9.1193723758527476743242023007469178543706944725635856991448814412E+11  2.2743730741783302557953035094640622165405379474102731217975592051E+10
 k6_0 : 9.9428265289408944848698448166740572073508799542216330236044770401E-02  2.3650461856902916522593811449429427572598380410160786498977977528E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -2.5389607619637275233832016593315948421432974345181190692988053847E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694157612024990929639024721007136786022253166869630745822744464E+11  -1.0459600852492053182724383701575082671598528240090807618183855755E+08
 k4_0 : 1.0057173734611393951682656759006690312610319995053373250342157463E-01  -2.3650461856902916522593811448844826369573094146726697477135775566E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  8.0505729414671919260049684268068458427179071968207140885248635085E-71
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4287941190561328604460043196109790811028016299461963337115068376E+10  6.6537941794608368559246004980894992469745167464063973649681708344E+08
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965848E-05  1.9277017146894891468316379104227628251920733937311153013589849186E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0128801335677557730139842978284074258653882613231260131475574679E+10  -2.1820147138427457704438378398733587861012442167128188011508889690E+08
 x3_5 : -8.8617313415763743122270332533264334970696091342927306865700323043E-04  -9.3032208916160199382303033391772121374357848760124083543357759551E-41
 x2_4 : -1.5099115090547374173796775700243135982042891980921722601296126055E+09  4.5650476747893966386085707828299202077665798709330849875753871447E+07
== err : 2.824E+10 = rco : 1.435E-28 = res : 5.944E-05 = at infinity ==
solution 18 :    start residual : 6.202E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3643398807884394531250000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -1.1046326287853791084589311104941110546171189601502552616613488887E-68
 Ki_0 : -9.9992877567252962008059079187203685273028419443929635811467106595E-01  1.5453985176447995864124088686905666658925274941411385999785522617E-46
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -2.1544188317477035179980867991250580286287660242178152895562402791E-69
 k1_0 : 1.0007124216762084434914812095186829066103089778457493813948560348E+00  2.1817852785080969945303930487760218043100385922184135577801760508E-44
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313774E-02  2.8061424540059348002036078851112771157696863316764398924650899537E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750130602436635631394012563782299E-13  -6.7712848977084270146434338484014345312051120797198477717224627606E-51
 x2_0 : 9.1193723758527476743242023007469178543706944725635856991448813918E+11  2.2743730741783302557953035094640622165405379474102731217975587586E+10
 k6_0 : 9.9428265289408944848698448166740572073508799542216330236044769887E-02  2.3650461856902916522593811449429427572598380410160786498977972885E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  4.1599274846872426702536147342184626965839225851813003842704222788E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694157612024990929639024721007136786022253166869630745822744466E+11  -1.0459600852492053182724383701575082671598528240090807618183853708E+08
 k4_0 : 1.0057173734611393951682656759006690312610319995053373250342157515E-01  -2.3650461856902916522593811448844826369573094146726697477135770923E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  3.3029148373470817103143329527494660351223810354306111369696413049E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4287941190561328604460043196109790811028016299461963337115068521E+10  6.6537941794608368559246004980894992469745167464063973649681695281E+08
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965875E-05  -7.1552900178590872100632181666935913810002749878497642023267929915E-71
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0128801335677557730139842978284074258653882613231260131475574727E+10  -2.1820147138427457704438378398733587861012442167128188011508885407E+08
 x3_5 : -8.8617313415763743122270332533264334970696091342927306865700323045E-04  -9.3032208916160199382303033392506763339627665800938260845831031659E-41
 x2_4 : -1.5099115090547374173796775700243135982042891980921722601296126155E+09  4.5650476747893966386085707828299202077665798709330849875753862485E+07
== err : 2.824E+10 = rco : 1.435E-28 = res : 5.944E-05 = at infinity ==
solution 19 :    start residual : 6.202E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3643398807884394531250000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  8.5431386398176765697181967051991213260654595913657504336340295669E-69
 Ki_0 : -8.0895937268361096033773658020028664263100952229469524181636671951E-01  5.8774338768318159018331207491044970652121743184997537477710657785E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -1.1914784852083476919948163534172547900858809712746213007870699302E-69
 k1_0 : 1.0007124216762084434914812095186829066103089778457493813948455299E+00  2.1817852785080969725261757743044064997443219177461646250174764548E-44
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313774E-02  4.0872598459979910877007814373884078973690676085583973909799798351E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750130602436635631394012563782299E-13  -6.7712848977084270146434338481759580712956656385155749984110736855E-51
 x2_0 : 9.1193723758527476743242023007469178543706944725635856991448809240E+11  2.2743730741783302557953035094640622165405379474102731217975569018E+10
 k6_0 : 9.9428265289408944848698448166740572073508799542216330236044765023E-02  2.3650461856902916522593811449429427572598380410160786498977953578E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  5.0570500960676287592310029027512940808199041686503030273776054545E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694157612024990929639024721007136786022253166869630745822744488E+11  -1.0459600852492053182724383701575082671598528240090807618183845203E+08
 k4_0 : 1.0057173734611393951682656759006690312610319995053373250342158001E-01  -2.3650461856902916522593811448844826369573094146726697477135751615E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -1.1494575935594849044324219758033736295535299635486229196122370596E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4287941190561328604460043196109790811028016299461963337115069890E+10  6.6537941794608368559246004980894992469745167464063973649681640967E+08
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965840E-05  2.4890775530058556103859299021891849805909592963340402924652583507E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0128801335677557730139842978284074258653882613231260131475575175E+10  -2.1820147138427457704438378398733587861012442167128188011508867595E+08
 x3_5 : -8.8617313415763743122270332533264334970696091342927306865700323043E-04  -9.3032208916160199382303033390968429856111978037507649206291468031E-41
 x2_4 : -1.5099115090547374173796775700243135982042891980921722601296127093E+09  4.5650476747893966386085707828299202077665798709330849875753825222E+07
== err : 2.824E+10 = rco : 1.435E-28 = res : 5.944E-05 = at infinity ==
solution 20 :    start residual : 6.202E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  1.3643398807884394531250000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  2.1353427037796844982481947897324747277988197549208365292406551368E-70
 Ki_0 : -3.0899498484734615029744118426426821626586742501890717546975954071E-01  9.5098877793439412738241517744826088462521710776209166488066508582E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  2.2754081841577667507875564603799521620921385030085083350309270845E-69
 k1_0 : 1.0007124216762084434914812095186829066103089778457493813948957681E+00  2.1817852785080970539209770879039127740457862382774793435262319158E-44
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000001E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.9999999974958765472597123975656045483174131501528005528789313773E-02  -6.7656044401850509349871271650604183475828651691071761379009049013E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750130602436635631394012563782299E-13  -6.7712848977084270146434338478707099249585183187515999015014458433E-51
 x2_0 : 9.1193723758527476743242023007469178543706944725635856991448814916E+11  2.2743730741783302557953035094640622165405379474102731217975549504E+10
 k6_0 : 9.9428265289408944848698448166740572073508799542216330236044770928E-02  2.3650461856902916522593811449429427572598380410160786498977933287E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -7.5448071906084376343726168054376628597111467962881374514115046833E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694157612024990929639024721007136786022253166869630745822744461E+11  -1.0459600852492053182724383701575082671598528240090807618183836248E+08
 k4_0 : 1.0057173734611393951682656759006690312610319995053373250342157411E-01  -2.3650461856902916522593811448844826369573094146726697477135731323E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -5.2773419534745005594922042405894524209416269147018945398381710570E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4287941190561328604460043196109790811028016299461963337115068228E+10  6.6537941794608368559246004980894992469745167464063973649681583881E+08
 x1_4 : 1.8444725196192188729393042641448809464471294772216301406903965860E-05  -3.8605826775631787205027625753039740105754601379821521141666515193E-70
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0128801335677557730139842978284074258653882613231260131475574630E+10  -2.1820147138427457704438378398733587861012442167128188011508848873E+08
 x3_5 : -8.8617313415763743122270332533264334970696091342927306865700323043E-04  -9.3032208916160199382303033390365095237485148326022354133536068903E-41
 x2_4 : -1.5099115090547374173796775700243135982042891980921722601296125953E+09  4.5650476747893966386085707828299202077665798709330849875753786054E+07
== err : 2.824E+10 = rco : 1.435E-28 = res : 5.944E-05 = at infinity ==
solution 21 :    start residual : 6.189E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  7.3347509049543994140625000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  5.7018800068501474908214847351000699083429274743271186319997968325E-69
 Ki_0 : -1.4575635415816403710984589078640874602582476396278004323583772606E+00  2.0061641065709033817708621222008540783049569592519868923798121593E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  5.3345658432601558554651967843017496393526791921155706256076580520E-69
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439464132E-07  -1.9615645774508923296917319995013392910549895452352155685791932714E-67
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330734E-02  -9.2624994529901311803525690685260908159514319365313483754328370219E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835490457188896832177831689E-13  -1.6641909813814622533924026951407638138377569702322861796531986895E-56
 x2_0 : 9.1208710284572778484769025958344276761465187985282025829319287975E+11  2.2809115763004040267659311459783610183629173927472607541854818801E+10
 k6_0 : 9.9443849287769897127710330101630134165520262580583091396297592181E-02  2.3718453602318409210671779950101116202280202870687838803761850235E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -1.0559148810232597864368462513201318109713920818185974696553033244E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694088690579174058490536444603847340235331991404740209771427936E+11  -1.0489670731152910712942102840719250211715388439970607924231827130E+08
 k4_0 : 1.0055615334775298723781468565512370240918700035064271898885481013E-01  -2.3718453602318409210671779950101123937713459666057670751692860430E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -4.3965898676965966870306523585611438501366777303442654501052930464E-71
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4283556806095002994170962022090488914884159603528449288567605910E+10  6.6729229001866413849458865227590742542224756952162817961323374768E+08
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104605998E-04  -1.5703164277771602489314848507205467671482228340925581362837635572E-66
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0127363540765566439451954626316138364284848701608802611897072172E+10  -2.1882876986924328901326601649392048640274305252861780905559040211E+08
 x3_5 : -8.8617313415763743122270332533264335054117822494444628955775214750E-04  -4.1747459408919292999698469865802854479003315443148663995657789056E-46
 x2_4 : -1.5096107043773825746289984712945769996883777036544826092644904674E+09  4.5781715436251028869213209665877626653802893122488985537322889575E+07
== err : 2.816E+10 = rco : 1.430E-28 = res : 5.931E-05 = at infinity ==
solution 22 :    start residual : 6.189E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  7.3347509049543994140625000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -4.6322637277308429322506822331016087370244149251967921384504030665E-69
 Ki_0 : -2.3583873510417647879931436038799523769007072053577088243569245142E+00  7.6628650170001883180185154614186048616628837834537968731356618230E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  1.6353556630882283151554448068217273344160241449944025790630305322E-70
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439547742E-07  -1.0965290844106468620583302799304948706809819398305444806436135679E-67
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330736E-02  -3.6352270147144926206929860376351768028987458055499198506662648882E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835490457188896832177831688E-13  -1.6641909813814622533924053406354220602161676437864539896539550302E-56
 x2_0 : 9.1208710284572778484769025958344276761465187985282025829319287811E+11  2.2809115763004040267659311459783610183629173927472607541854818931E+10
 k6_0 : 9.9443849287769897127710330101630134165520262580583091396297592007E-02  2.3718453602318409210671779950101116202280202870687838803761850369E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -1.4146053105377585212649911008029985678179768654228916603028173404E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694088690579174058490536444603847340235331991404740209771427937E+11  -1.0489670731152910712942102840719250211715388439970607924231827201E+08
 k4_0 : 1.0055615334775298723781468565512370240918700035064271898885481031E-01  -2.3718453602318409210671779950101123937713459666057670751692860563E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  2.6969923389685945666300931454322905209492733943923392458566508996E-71
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4283556806095002994170962022090488914884159603528449288567605960E+10  6.6729229001866413849458865227590742542224756952162817961323375146E+08
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104605936E-04  -6.8163631885656849950421646422907943078507754893387682957141983459E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0127363540765566439451954626316138364284848701608802611897072188E+10  -2.1882876986924328901326601649392048640274305252861780905559040335E+08
 x3_5 : -8.8617313415763743122270332533264335054117822494444628955775214753E-04  -4.1747459408919292999698443377941548910869640478974738148866830559E-46
 x2_4 : -1.5096107043773825746289984712945769996883777036544826092644904708E+09  4.5781715436251028869213209665877626653802893122488985537322889833E+07
== err : 2.816E+10 = rco : 1.430E-28 = res : 5.931E-05 = at infinity ==
solution 23 :    start residual : 6.189E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  7.3347509049543994140625000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  1.8356733936926549670012779321351545217386631067445988808570737384E-68
 Ki_0 : -2.3583873510417647879931436038799523769007072053577088243569245147E+00  -7.6628650170001883180185154614186048616628837834537968731356618246E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -2.1972015478069242400090571308939901978750928411104025424583787822E-69
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439481363E-07  2.5467416482600293261533661856574465827109237457872356341467388300E-68
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330733E-02  8.1119973192410084264684005617229445885396682825924009121599792757E-69
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835490457188896832177831688E-13  -1.6641909813814622533923969483480065041154649668204340079764330095E-56
 x2_0 : 9.1208710284572778484769025958344276761465187985282025829319287896E+11  2.2809115763004040267659311459783610183629173927472607541854817863E+10
 k6_0 : 9.9443849287769897127710330101630134165520262580583091396297592096E-02  2.3718453602318409210671779950101116202280202870687838803761849258E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -2.1069727652408965618141951214171462975664508958379834549585659103E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694088690579174058490536444603847340235331991404740209771427937E+11  -1.0489670731152910712942102840719250211715388439970607924231826722E+08
 k4_0 : 1.0055615334775298723781468565512370240918700035064271898885481022E-01  -2.3718453602318409210671779950101123937713459666057670751692859454E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  4.6212963141072033216402136706754777466876225729344217381190665520E-71
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4283556806095002994170962022090488914884159603528449288567605935E+10  6.6729229001866413849458865227590742542224756952162817961323372028E+08
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104613604E-04  -1.6795768280126580103493808421309717778987751437956670144371426675E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0127363540765566439451954626316138364284848701608802611897072180E+10  -2.1882876986924328901326601649392048640274305252861780905559039312E+08
 x3_5 : -8.8617313415763743122270332533264335054117822494444628955775214754E-04  -4.1747459408919292999698333125048764195646566055447371590001900750E-46
 x2_4 : -1.5096107043773825746289984712945769996883777036544826092644904692E+09  4.5781715436251028869213209665877626653802893122488985537322887697E+07
== err : 2.816E+10 = rco : 1.430E-28 = res : 5.931E-05 = at infinity ==
solution 24 :    start residual : 6.189E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  7.3347509049543994140625000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -3.1648837509746512862495300319641711592745922624640115938043792233E-70
 Ki_0 : -1.4575635415816403710984589078640874602582476396278004323583772609E+00  -2.0061641065709033817708621222008540783049569592519868923798121597E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  1.6472888494900223329918418028492626829883259976090333166673711219E-69
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439460743E-07  6.2312784089830644308799286547855126298692386802476406121650601273E-68
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330733E-02  -3.0551546325843706744202119248635673975070255356006390473306152984E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835490457188896832177831688E-13  -1.6641909813814622533923897951984464864756370327942648123719005784E-56
 x2_0 : 9.1208710284572778484769025958344276761465187985282025829319287837E+11  2.2809115763004040267659311459783610183629173927472607541854818285E+10
 k6_0 : 9.9443849287769897127710330101630134165520262580583091396297592036E-02  2.3718453602318409210671779950101116202280202870687838803761849698E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  3.3925893291756549320012116424677395759089148188179177303176740078E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694088690579174058490536444603847340235331991404740209771427936E+11  -1.0489670731152910712942102840719250211715388439970607924231826928E+08
 k4_0 : 1.0055615334775298723781468565512370240918700035064271898885481028E-01  -2.3718453602318409210671779950101123937713459666057670751692859893E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -2.4356917584374452511565375043705682802812566294078999904221592289E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4283556806095002994170962022090488914884159603528449288567605951E+10  6.6729229001866413849458865227590742542224756952162817961323373264E+08
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104613622E-04  -6.8549398894435085172778541486482532935042193788703738151718906581E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0127363540765566439451954626316138364284848701608802611897072185E+10  -2.1882876986924328901326601649392048640274305252861780905559039718E+08
 x3_5 : -8.8617313415763743122270332533264335054117822494444628955775214753E-04  -4.1747459408919292999698302335739896184824516524441782571509846429E-46
 x2_4 : -1.5096107043773825746289984712945769996883777036544826092644904703E+09  4.5781715436251028869213209665877626653802893122488985537322888546E+07
== err : 2.816E+10 = rco : 1.430E-28 = res : 5.931E-05 = at infinity ==
solution 25 :    start residual : 6.189E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  7.3347509049543994140625000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  6.1595388233323966016830058322466576482527152515351390006414090315E-69
 Ki_0 : -7.9183613997635040297829908724039641169450107796945848296206770762E-68  -2.4797552097417690999380211521179871842773371618132144101324919545E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  2.7679929934449623556456237948697491466728467562069356089940672647E-69
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439481292E-07  -4.8969711298697074663324606163346843130086287711133129421138634827E-72
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330733E-02  -3.4253039285387509111296471611255813826158074563943100274627402783E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835490457188896832177831688E-13  -1.6641909813814622533923603258225930638817573375419468991656994419E-56
 x2_0 : 9.1208710284572778484769025958344276761465187985282025829319287968E+11  2.2809115763004040267659311459783610183629173927472607541854820020E+10
 k6_0 : 9.9443849287769897127710330101630134165520262580583091396297592172E-02  2.3718453602318409210671779950101116202280202870687838803761851504E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -5.7659726339201812158627489613167924450569991036500957196107383221E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694088690579174058490536444603847340235331991404740209771427935E+11  -1.0489670731152910712942102840719250211715388439970607924231827765E+08
 k4_0 : 1.0055615334775298723781468565512370240918700035064271898885481014E-01  -2.3718453602318409210671779950101123937713459666057670751692861698E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -2.0838322225894560044343302360516938740913187305069518756589632422E-72
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4283556806095002994170962022090488914884159603528449288567605912E+10  6.6729229001866413849458865227590742542224756952162817961323378347E+08
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104613903E-04  1.6097753738404120920892415162767526904104233482286851328285881433E-68
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0127363540765566439451954626316138364284848701608802611897072173E+10  -2.1882876986924328901326601649392048640274305252861780905559041385E+08
 x3_5 : -8.8617313415763743122270332533264335054117822494444628955775214750E-04  -4.1747459408919292999698278338190337294036742625275661718861627620E-46
 x2_4 : -1.5096107043773825746289984712945769996883777036544826092644904676E+09  4.5781715436251028869213209665877626653802893122488985537322892036E+07
== err : 2.816E+10 = rco : 1.430E-28 = res : 5.931E-05 = at infinity ==
solution 26 :    start residual : 6.189E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  7.3347509049543994140625000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  1.3739634660069392897179779043134195756434049579933916175467441205E-68
 Ki_0 : 1.4575635415816403710984589078640874602582476396278004323583772609E+00  -2.0061641065709033817708621222008540783049569592519868923798121597E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -1.4353399912685997521911960357561335385558976399715708277434000445E-69
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439472031E-07  2.8637881603726036219567302485113443839106883074560176012776563706E-68
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330733E-02  -8.4697158934129336678295323845170694427747051206368708152398319145E-69
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835490457188896832177831688E-13  -1.6641909813814622533923784588361338967361921961128319311297903720E-56
 x2_0 : 9.1208710284572778484769025958344276761465187985282025829319287801E+11  2.2809115763004040267659311459783610183629173927472607541854818382E+10
 k6_0 : 9.9443849287769897127710330101630134165520262580583091396297591997E-02  2.3718453602318409210671779950101116202280202870687838803761849799E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  7.8489989041625653493009559132307825149822762224428354792669076322E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694088690579174058490536444603847340235331991404740209771427937E+11  -1.0489670731152910712942102840719250211715388439970607924231826994E+08
 k4_0 : 1.0055615334775298723781468565512370240918700035064271898885481032E-01  -2.3718453602318409210671779950101123937713459666057670751692859994E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  1.3677062042446507139854376341187764143506223804763466078880598257E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4283556806095002994170962022090488914884159603528449288567605963E+10  6.6729229001866413849458865227590742542224756952162817961323373550E+08
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104614678E-04  -3.2653910351094444064781968802178925235407888356863045799581001881E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0127363540765566439451954626316138364284848701608802611897072189E+10  -2.1882876986924328901326601649392048640274305252861780905559039812E+08
 x3_5 : -8.8617313415763743122270332533264335054117822494444628955775214755E-04  -4.1747459408919292999698301430171988302153279773529853482730668361E-46
 x2_4 : -1.5096107043773825746289984712945769996883777036544826092644904711E+09  4.5781715436251028869213209665877626653802893122488985537322888745E+07
== err : 2.816E+10 = rco : 1.430E-28 = res : 5.931E-05 = at infinity ==
solution 27 :    start residual : 6.189E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  7.3347509049543994140625000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  5.1682226437016441518039449167167906385272139353857782440855584796E-69
 Ki_0 : 2.3583873510417647879931436038799523769007072053577088243569245144E+00  -7.6628650170001883180185154614186048616628837834537968731356618235E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  8.6790998967410032435992742154729224749792188075242370318941130196E-70
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439472217E-07  -2.5106676276609112168206525310162514186555218073340267676175805356E-68
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330734E-02  -3.4089619185652794739651500375868327124524820903809031720320323212E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835490457188896832177831688E-13  -1.6641909813814622533923864241971642779103941413529845806548826805E-56
 x2_0 : 9.1208710284572778484769025958344276761465187985282025829319287952E+11  2.2809115763004040267659311459783610183629173927472607541854818434E+10
 k6_0 : 9.9443849287769897127710330101630134165520262580583091396297592155E-02  2.3718453602318409210671779950101116202280202870687838803761849853E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -9.1195243210234657812758459234080604038225699343549269700917326249E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694088690579174058490536444603847340235331991404740209771427936E+11  -1.0489670731152910712942102840719250211715388439970607924231826991E+08
 k4_0 : 1.0055615334775298723781468565512370240918700035064271898885481016E-01  -2.3718453602318409210671779950101123937713459666057670751692860048E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  1.0696156260199484083086417403784726631587485291563652054842410407E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4283556806095002994170962022090488914884159603528449288567605918E+10  6.6729229001866413849458865227590742542224756952162817961323373698E+08
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104608095E-04  -1.4456504927817712641871432585732715945080464579694254727999839282E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0127363540765566439451954626316138364284848701608802611897072175E+10  -2.1882876986924328901326601649392048640274305252861780905559039861E+08
 x3_5 : -8.8617313415763743122270332533264335054117822494444628955775214755E-04  -4.1747459408919292999698369347765079502496036091924535141169023480E-46
 x2_4 : -1.5096107043773825746289984712945769996883777036544826092644904681E+09  4.5781715436251028869213209665877626653802893122488985537322888844E+07
== err : 2.816E+10 = rco : 1.430E-28 = res : 5.931E-05 = at infinity ==
solution 28 :    start residual : 6.189E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  7.3347509049543994140625000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  1.8356733936926549670012779321351545217386631067445988808570737384E-68
 Ki_0 : 2.3583873510417647879931436038799523769007072053577088243569245147E+00  7.6628650170001883180185154614186048616628837834537968731356618246E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -2.1972015478069242400090571308939901978750928411104025424583787822E-69
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439481363E-07  2.5467416482600293261533661856574465827109237457872356341467388300E-68
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330733E-02  8.1119973192410084264684005617229445885396682825924009121599792757E-69
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835490457188896832177831688E-13  -1.6641909813814622533923969483480065041154649668204340079764330095E-56
 x2_0 : 9.1208710284572778484769025958344276761465187985282025829319287896E+11  2.2809115763004040267659311459783610183629173927472607541854817863E+10
 k6_0 : 9.9443849287769897127710330101630134165520262580583091396297592096E-02  2.3718453602318409210671779950101116202280202870687838803761849258E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -2.1069727652408965618141951214171462975664508958379834549585659103E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694088690579174058490536444603847340235331991404740209771427937E+11  -1.0489670731152910712942102840719250211715388439970607924231826722E+08
 k4_0 : 1.0055615334775298723781468565512370240918700035064271898885481022E-01  -2.3718453602318409210671779950101123937713459666057670751692859454E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  4.6212963141072033216402136706754777466876225729344217381190665520E-71
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4283556806095002994170962022090488914884159603528449288567605935E+10  6.6729229001866413849458865227590742542224756952162817961323372028E+08
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104613604E-04  -1.6795768280126580103493808421309717778987751437956670144371426675E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0127363540765566439451954626316138364284848701608802611897072180E+10  -2.1882876986924328901326601649392048640274305252861780905559039312E+08
 x3_5 : -8.8617313415763743122270332533264335054117822494444628955775214754E-04  -4.1747459408919292999698333125048764195646566055447371590001900750E-46
 x2_4 : -1.5096107043773825746289984712945769996883777036544826092644904692E+09  4.5781715436251028869213209665877626653802893122488985537322887697E+07
== err : 2.816E+10 = rco : 1.430E-28 = res : 5.931E-05 = at infinity ==
solution 29 :    start residual : 6.189E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  7.3347509049543994140625000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  5.7108181328566371284441415932790904108566389437498580822034172135E-69
 Ki_0 : 1.4575635415816403710984589078640874602582476396278004323583772610E+00  2.0061641065709033817708621222008540783049569592519868923798121599E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  2.7428525111949078693099493755254234554460351104070030494095230450E-69
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439517115E-07  1.3738763528240362379476800667476638107695096896684733772585754206E-67
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330731E-02  -6.5786721535534541760449058183877272307697772330122756120966931281E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835490457188896832177831688E-13  -1.6641909813814622533923784433587993440160290768471333154976718440E-56
 x2_0 : 9.1208710284572778484769025958344276761465187985282025829319287969E+11  2.2809115763004040267659311459783610183629173927472607541854819016E+10
 k6_0 : 9.9443849287769897127710330101630134165520262580583091396297592172E-02  2.3718453602318409210671779950101116202280202870687838803761850459E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -5.9017735340865735290748701842073167044966579354215780980980683135E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694088690579174058490536444603847340235331991404740209771427936E+11  -1.0489670731152910712942102840719250211715388439970607924231827260E+08
 k4_0 : 1.0055615334775298723781468565512370240918700035064271898885481014E-01  -2.3718453602318409210671779950101123937713459666057670751692860654E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  2.2064830460022528269740218575503316327481366363328917013614344861E-71
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4283556806095002994170962022090488914884159603528449288567605913E+10  6.6729229001866413849458865227590742542224756952162817961323375401E+08
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104616924E-04  -9.4719468418172442187599962079742824499049462406123817309233325434E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0127363540765566439451954626316138364284848701608802611897072173E+10  -2.1882876986924328901326601649392048640274305252861780905559040418E+08
 x3_5 : -8.8617313415763743122270332533264335054117822494444628955775214753E-04  -4.1747459408919292999698262490751949347290099484316902665226011426E-46
 x2_4 : -1.5096107043773825746289984712945769996883777036544826092644904676E+09  4.5781715436251028869213209665877626653802893122488985537322890015E+07
== err : 2.816E+10 = rco : 1.430E-28 = res : 5.931E-05 = at infinity ==
solution 30 :    start residual : 6.189E-05   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  7.3347509049543994140625000000000000000000000000000000000000000000E+12
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -6.0864606759349600496816192289847458448486937850574267967647388681E-69
 Ki_0 : 7.6642683366544467287844924512980745425281041446494753173798566076E-69  2.4797552097417690999380211521179871842773371618132144101324919545E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -3.9398475085711257850964864640850398260903170477532381546798358302E-70
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439462015E-07  -4.6878515416386450218178137493732981341719532745195063185754690389E-72
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330733E-02  1.2563698062484672240044432835463302273676548544935526782367968021E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835490457188896832177831688E-13  -1.6641909813814622533923832799135653151924385866735333898495174081E-56
 x2_0 : 9.1208710284572778484769025958344276761465187985282025829319287946E+11  2.2809115763004040267659311459783610183629173927472607541854818589E+10
 k6_0 : 9.9443849287769897127710330101630134165520262580583091396297592149E-02  2.3718453602318409210671779950101116202280202870687838803761850014E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  5.6173239084684847656461470871315229881119309836206372868382866433E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7694088690579174058490536444603847340235331991404740209771427936E+11  -1.0489670731152910712942102840719250211715388439970607924231827080E+08
 k4_0 : 1.0055615334775298723781468565512370240918700035064271898885481017E-01  -2.3718453602318409210671779950101123937713459666057670751692860209E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -2.1904239723639377289260923089965081239395086024968871041014486950E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -6.4283556806095002994170962022090488914884159603528449288567605920E+10  6.6729229001866413849458865227590742542224756952162817961323374152E+08
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104613798E-04  -1.2883635765290026845961330668609884086507751065870117450874843693E-68
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 1.0127363540765566439451954626316138364284848701608802611897072175E+10  -2.1882876986924328901326601649392048640274305252861780905559040009E+08
 x3_5 : -8.8617313415763743122270332533264335054117822494444628955775214755E-04  -4.1747459408919292999698285129949646414071018257115129884705463132E-46
 x2_4 : -1.5096107043773825746289984712945769996883777036544826092644904682E+09  4.5781715436251028869213209665877626653802893122488985537322889157E+07
== err : 2.816E+10 = rco : 1.430E-28 = res : 5.931E-05 = at infinity ==
solution 31 :    start residual : 6.985E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.8771387098068640625000000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248300000000000000000000000000000000000000000000000001E-02  -1.3851935373659805825819401738624482542469773065937661733031850240E-68
 Ki_0 : -1.4575635415816403710984589078640874602582476396278004323583772607E+00  2.0061641065709033817708621222008540783049569592519868923798121594E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  1.0974573241301127700019043137037420505329435934502875281008573366E-68
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439461784E-07  -9.0617501386142084149235848263139004623108328589610593744508200618E-68
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330735E-02  -1.3652468036286003590010564899115699931388439483684317322286864811E-67
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835500997569838477647528056E-13  8.5108559002994075399034828189327568157117040037200132056530697819E-55
 x2_0 : 1.1496608864363648106231044503607015414584637816476960707304444017E+12  -7.4657434583064082687318499440392389215497250782302481719765751245E+10
 k6_0 : 1.2414837015464818940401522248887345462604812845789544144379505825E-01  -7.7633824854300802541654468555230563791734646958417112175955000986E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -1.9140865542346300644208913279566919132548060812450000390060790311E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7584831024034202021323986399470284976053051169840580392194898739E+11  3.4334163347057747089100640615751208998115886180156333171241990621E+08
 k4_0 : 7.5851632480874694961509793267880235425278644160636231704852256983E-02  7.7633824854300802541654468555231911342171404659768058313087862073E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -6.9219487048167840798586468233151190784029704060363467849820606563E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7333214857384773536325594615395343713402217806354034839703635223E+10  -2.1841412445569610894453402899345289832215047281078280370872966543E+09
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104608473E-04  -1.2184014468225695035032253785354936066494569023096881113413467964E-66
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.8481003130062313800238466431786982552680370849138267433996914160E+09  7.1625725175651218767701747721935625680284848031633987762602611435E+08
 x3_5 : -8.8617313415763743122270332533264335054118385867203610658384701662E-04  1.5992959281192649607771952294586117433872130180517554641801876839E-44
 x2_4 : -1.0327603315496219431646105410705143342295520673842991953375624388E+09  -1.4984997493090941948574446677313103445130686674742330865664948111E+08
== err : 3.069E+11 = rco : 6.944E-28 = res : 6.694E-03 = at infinity ==
solution 32 :    start residual : 6.985E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.8771387098068640625000000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -2.3850922599697765594185021997880736278679680464114438738914105074E-68
 Ki_0 : -2.3583873510417647879931436038799523769007072053577088243569245143E+00  7.6628650170001883180185154614186048616628837834537968731356618235E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -7.4872955434143366805681553602683730384198184274251562684923546400E-70
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439466881E-07  -9.5903935133173744923338219992168864944265884651659184409601992459E-69
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000001E+00  -1.5312281173115957688987049694597495832169985990293095588060313336E-260
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330733E-02  3.2304386708571572172868342620214937841452559095673849034839838025E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835500997569838477647528057E-13  8.5108559002994075399034752012033648007515422545802385332256381652E-55
 x2_0 : 1.1496608864363648106231044503607015414584637816476960707304440868E+12  -7.4657434583064082687318499440392389215497250782302481719765456526E+10
 k6_0 : 1.2414837015464818940401522248887345462604812845789544144379502550E-01  -7.7633824854300802541654468555230563791734646958417112175954694527E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000000E-04  2.6743455030645694441143734959097839522694379706685190316171696908E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7584831024034202021323986399470284976053051169840580392194898883E+11  3.4334163347057747089100640615751208998115886180156333171241855169E+08
 k4_0 : 7.5851632480874694961509793267880235425278644160636231704852289737E-02  7.7633824854300802541654468555231911342171404659768058313087555611E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  1.0852969738394653052410665416422916819418548381794706755152652790E-69
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  -3.0612939899657027290162361394922088616170055966689866816695753655E-265
 x2_2 : -5.7333214857384773536325594615395343713402217806354034839703644438E+10  -2.1841412445569610894453402899345289832215047281078280370872880323E+09
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104607598E-04  -5.7988986707038632033804858437952536784995330526387512523320986466E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000001E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.8481003130062313800238466431786982552680370849138267433996944377E+09  7.1625725175651218767701747721935625680284848031633987762602328691E+08
 x3_5 : -8.8617313415763743122270332533264335054118385867203610658384701662E-04  1.5992959281192649607771954130148334161746849349670164246475078316E-44
 x2_4 : -1.0327603315496219431646105410705143342295520673842991953375630710E+09  -1.4984997493090941948574446677313103445130686674742330865664888955E+08
== err : 3.069E+11 = rco : 6.944E-28 = res : 6.694E-03 = at infinity ==
solution 33 :    start residual : 6.985E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.8771387098068640625000000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -4.2657461728818682416764758097754111466558806218082852968196483499E-68
 Ki_0 : -2.3583873510417647879931436038799523769007072053577088243569245139E+00  -7.6628650170001883180185154614186048616628837834537968731356618219E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  1.2302257474792732311914082278087364757178797416079040824719500187E-68
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439474197E-07  -2.8211454528235923535861182525993875265961967454112832388354400538E-67
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330738E-02  -6.6025024379917034467439332936555542316577074904991495061046951911E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  7.9217310449439310065223498843951503549058298690053705140619648636E-265
 k5_0 : 2.5842801496769110621770307263005750126835500997569838477647528057E-13  8.5108559002994075399034696058400316509286835588453766162804053859E-55
 x2_0 : 1.1496608864363648106231044503607015414584637816476960707304443363E+12  -7.4657434583064082687318499440392389215497250782302481719766042438E+10
 k6_0 : 1.2414837015464818940401522248887345462604812845789544144379505145E-01  -7.7633824854300802541654468555230563791734646958417112175955303798E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000000E-04  -7.0031863454589941334251835449438124985370129643515099801277791359E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7584831024034202021323986399470284976053051169840580392194898769E+11  3.4334163347057747089100640615751208998115886180156333171242124642E+08
 k4_0 : 7.5851632480874694961509793267880235425278644160636231704852263786E-02  7.7633824854300802541654468555231911342171404659768058313088164883E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -6.2536466009380176596394608770433430097288203993220152547733010029E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7333214857384773536325594615395343713402217806354034839703637137E+10  -2.1841412445569610894453402899345289832215047281078280370873051734E+09
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104600416E-04  -7.7953442193900169909270808362456968103809916921644259846807107354E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000001E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.8481003130062313800238466431786982552680370849138267433996920433E+09  7.1625725175651218767701747721935625680284848031633987762602890811E+08
 x3_5 : -8.8617313415763743122270332533264335054118385867203610658384701660E-04  1.5992959281192649607771951772736029072857048669123813708816298710E-44
 x2_4 : -1.0327603315496219431646105410705143342295520673842991953375625700E+09  -1.4984997493090941948574446677313103445130686674742330865665006559E+08
== err : 3.069E+11 = rco : 6.944E-28 = res : 6.694E-03 = at infinity ==
solution 34 :    start residual : 6.985E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.8771387098068640625000000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  1.1392714120939333340707582931131510901683879354623165126112467206E-68
 Ki_0 : -1.4575635415816403710984589078640874602582476396278004323583772606E+00  -2.0061641065709033817708621222008540783049569592519868923798121593E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  1.1649322418536581015142999199369086037829475122317728548148827159E-68
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439483944E-07  -9.8288472086821085235587613376077477070122351921014353166755756610E-68
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330736E-02  -1.4358599867998128602723845905498626143459935433498154991762223697E-67
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835500997569838477647528057E-13  8.5108559002994075399034733435046965654884931323326344115588208356E-55
 x2_0 : 1.1496608864363648106231044503607015414584637816476960707304439262E+12  -7.4657434583064082687318499440392389215497250782302481719765581146E+10
 k6_0 : 1.2414837015464818940401522248887345462604812845789544144379500881E-01  -7.7633824854300802541654468555230563791734646958417112175954824112E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -3.6806624029999653346986643761299962675525007653389660004251184971E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  1.2667546300736982513380821620032828357540606408496578555585573326E-265
 x2_1 : 2.7584831024034202021323986399470284976053051169840580392194898956E+11  3.4334163347057747089100640615751208998115886180156333171241912493E+08
 k4_0 : 7.5851632480874694961509793267880235425278644160636231704852306425E-02  7.7633824854300802541654468555231911342171404659768058313087685191E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -8.5982926394140125560383382952821922921071884979794405721762724030E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  -2.9895449120758815713049181049728602164228570279970573063600864001E-268
 x2_2 : -5.7333214857384773536325594615395343713402217806354034839703649132E+10  -2.1841412445569610894453402899345289832215047281078280370872916779E+09
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104606339E-04  2.6677592211932729939474847851687736336219420402131010170595164333E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.8481003130062313800238466431786982552680370849138267433996959771E+09  7.1625725175651218767701747721935625680284848031633987762602448244E+08
 x3_5 : -8.8617313415763743122270332533264335054118385867203610658384701658E-04  1.5992959281192649607771947484984739065064055722584873683367612574E-44
 x2_4 : -1.0327603315496219431646105410705143342295520673842991953375633930E+09  -1.4984997493090941948574446677313103445130686674742330865664913970E+08
== err : 3.069E+11 = rco : 6.944E-28 = res : 6.694E-03 = at infinity ==
solution 35 :    start residual : 6.985E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.8771387098068640625000000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  1.9075362956094901323710948952458015298144005724177228220287111853E-68
 Ki_0 : 2.6116601604255107041237116152218200088285295768310928821998070136E-67  -2.4797552097417690999380211521179871842773371618132144101324919539E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  1.9531094063595238783360826464980742261471892774106031267891253208E-68
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439496392E-07  -2.6263621115205871786592448076565154831300746902308215784246241756E-72
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  -4.0057347795085063528157974883260145651908402156433009177691696442E-262
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330736E-02  -2.1986381343452260189220672832515178662015587208646932192230226763E-67
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835500997569838477647528057E-13  8.5108559002994075399034692429604364247420402949994274035193461355E-55
 x2_0 : 1.1496608864363648106231044503607015414584637816476960707304439561E+12  -7.4657434583064082687318499440392389215497250782302481719765265731E+10
 k6_0 : 1.2414837015464818940401522248887345462604812845789544144379501191E-01  -7.7633824854300802541654468555230563791734646958417112175954496117E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000000E-04  -2.2731430239148486577088354688565776843160134102131810137351167790E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7584831024034202021323986399470284976053051169840580392194898943E+11  3.4334163347057747089100640615751208998115886180156333171241767447E+08
 k4_0 : 7.5851632480874694961509793267880235425278644160636231704852303325E-02  7.7633824854300802541654468555231911342171404659768058313087357207E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000001E-04  1.3599864519045105095217254174357266663798823100684717568928342990E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7333214857384773536325594615395343713402217806354034839703648260E+10  -2.1841412445569610894453402899345289832215047281078280370872824507E+09
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104605712E-04  -1.2318043856473257243856094520739945011537142747893153243276491327E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000001E-03  -2.6006019999140057198074036167986233572098088971454814100317481783E-267
 x2_3 : 7.8481003130062313800238466431786982552680370849138267433996956911E+09  7.1625725175651218767701747721935625680284848031633987762602145645E+08
 x3_5 : -8.8617313415763743122270332533264335054118385867203610658384701660E-04  1.5992959281192649607771948867439387343506657487279041366648368444E-44
 x2_4 : -1.0327603315496219431646105410705143342295520673842991953375633332E+09  -1.4984997493090941948574446677313103445130686674742330865664850661E+08
== err : 3.069E+11 = rco : 6.944E-28 = res : 6.694E-03 = at infinity ==
solution 36 :    start residual : 6.985E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.8771387098068640625000000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -5.0569777954592301011336723426928625741454766402178945654351170832E-68
 Ki_0 : 1.4575635415816403710984589078640874602582476396278004323583772607E+00  -2.0061641065709033817708621222008540783049569592519868923798121594E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -9.5752205607458307746920387011469775128018243513432607751239026584E-70
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439461253E-07  -1.0263906861777379612249807554361499500003467569618950073162393291E-67
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330735E-02  2.7282410590917974576826354310315844231551875579748057930704880466E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835500997569838477647528057E-13  8.5108559002994075399034666547679479299561118916729980096828515095E-55
 x2_0 : 1.1496608864363648106231044503607015414584637816476960707304440011E+12  -7.4657434583064082687318499440392389215497250782302481719765411932E+10
 k6_0 : 1.2414837015464818940401522248887345462604812845789544144379501660E-01  -7.7633824854300802541654468555230563791734646958417112175954648151E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -5.6592090524670002124022560663259273611058538941027025936340348385E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7584831024034202021323986399470284976053051169840580392194898923E+11  3.4334163347057747089100640615751208998115886180156333171241834743E+08
 k4_0 : 7.5851632480874694961509793267880235425278644160636231704852298638E-02  7.7633824854300802541654468555231911342171404659768058313087509236E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  5.3515693873276364842792778136439297274688870909346422725639679403E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7333214857384773536325594615395343713402217806354034839703646942E+10  -2.1841412445569610894453402899345289832215047281078280370872867278E+09
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104607881E-04  -7.4829816719318705978899640910068207806016174550351687664053494398E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.8481003130062313800238466431786982552680370849138267433996952588E+09  7.1625725175651218767701747721935625680284848031633987762602285906E+08
 x3_5 : -8.8617313415763743122270332533264335054118385867203610658384701659E-04  1.5992959281192649607771951362602588068362413765043883383237860595E-44
 x2_4 : -1.0327603315496219431646105410705143342295520673842991953375632427E+09  -1.4984997493090941948574446677313103445130686674742330865664880006E+08
== err : 3.069E+11 = rco : 6.944E-28 = res : 6.694E-03 = at infinity ==
solution 37 :    start residual : 6.985E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.8771387098068640625000000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  4.3116215057262555811088180861371837269598342739570340297929549502E-68
 Ki_0 : 2.3583873510417647879931436038799523769007072053577088243569245140E+00  -7.6628650170001883180185154614186048616628837834537968731356618225E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  6.5420715681627489500710667675546439064110328843708033949475838247E-69
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439506684E-07  -3.8343091233826601827083048390430819748629406566223671781275737840E-68
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330737E-02  -1.1891305177065845295206461727293485493744123652650692912625931507E-67
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835500997569838477647528057E-13  8.5108559002994075399034686699843740360569704017866285229910675231E-55
 x2_0 : 1.1496608864363648106231044503607015414584637816476960707304441779E+12  -7.4657434583064082687318499440392389215497250782302481719765460754E+10
 k6_0 : 1.2414837015464818940401522248887345462604812845789544144379503497E-01  -7.7633824854300802541654468555230563791734646958417112175954698912E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000002E-04  -3.5532086421054009635768375249328148507114649604847332896334152078E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  -2.0462232508476065295966509733689369571121448652098704739399849848E-265
 x2_1 : 2.7584831024034202021323986399470284976053051169840580392194898841E+11  3.4334163347057747089100640615751208998115886180156333171241857139E+08
 k4_0 : 7.5851632480874694961509793267880235425278644160636231704852280262E-02  7.7633824854300802541654468555231911342171404659768058313087560007E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  4.5872016030715789119965733129210102824507101897819247211228726576E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  6.1225879799314054580324722789844177232340111933379733633390519178E-265
 x2_2 : -5.7333214857384773536325594615395343713402217806354034839703641772E+10  -2.1841412445569610894453402899345289832215047281078280370872881561E+09
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104603175E-04  -9.3597101182317019293261923853434503490151374951411599568926497991E-68
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000001E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.8481003130062313800238466431786982552680370849138267433996935635E+09  7.1625725175651218767701747721935625680284848031633987762602332750E+08
 x3_5 : -8.8617313415763743122270332533264335054118385867203610658384701660E-04  1.5992959281192649607771946086783799204791973450202272194050339367E-44
 x2_4 : -1.0327603315496219431646105410705143342295520673842991953375628880E+09  -1.4984997493090941948574446677313103445130686674742330865664889807E+08
== err : 3.069E+11 = rco : 6.944E-28 = res : 6.694E-03 = at infinity ==
solution 38 :    start residual : 6.985E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.8771387098068640625000000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  -4.2657461728818682416764758097754111466558806218082852968196483499E-68
 Ki_0 : 2.3583873510417647879931436038799523769007072053577088243569245139E+00  7.6628650170001883180185154614186048616628837834537968731356618219E-01
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  1.2302257474792732311914082278087364757178797416079040824719500187E-68
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439474197E-07  -2.8211454528235923535861182525993875265961967454112832388354400538E-67
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330738E-02  -6.6025024379917034467439332936555542316577074904991495061046951911E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  7.9217310449439310065223498843951503549058298690053705140619648636E-265
 k5_0 : 2.5842801496769110621770307263005750126835500997569838477647528057E-13  8.5108559002994075399034696058400316509286835588453766162804053859E-55
 x2_0 : 1.1496608864363648106231044503607015414584637816476960707304443363E+12  -7.4657434583064082687318499440392389215497250782302481719766042438E+10
 k6_0 : 1.2414837015464818940401522248887345462604812845789544144379505145E-01  -7.7633824854300802541654468555230563791734646958417112175955303798E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000000E-04  -7.0031863454589941334251835449438124985370129643515099801277791359E-70
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7584831024034202021323986399470284976053051169840580392194898769E+11  3.4334163347057747089100640615751208998115886180156333171242124642E+08
 k4_0 : 7.5851632480874694961509793267880235425278644160636231704852263786E-02  7.7633824854300802541654468555231911342171404659768058313088164883E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -6.2536466009380176596394608770433430097288203993220152547733010029E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7333214857384773536325594615395343713402217806354034839703637137E+10  -2.1841412445569610894453402899345289832215047281078280370873051734E+09
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104600416E-04  -7.7953442193900169909270808362456968103809916921644259846807107354E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000001E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.8481003130062313800238466431786982552680370849138267433996920433E+09  7.1625725175651218767701747721935625680284848031633987762602890811E+08
 x3_5 : -8.8617313415763743122270332533264335054118385867203610658384701660E-04  1.5992959281192649607771951772736029072857048669123813708816298710E-44
 x2_4 : -1.0327603315496219431646105410705143342295520673842991953375625700E+09  -1.4984997493090941948574446677313103445130686674742330865665006559E+08
== err : 3.069E+11 = rco : 6.944E-28 = res : 6.694E-03 = at infinity ==
solution 39 :    start residual : 6.985E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.8771387098068640625000000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248300000000000000000000000000000000000000000000000001E-02  -4.5777126968527147370594314373989465942572046099997856591999139066E-68
 Ki_0 : 1.4575635415816403710984589078640874602582476396278004323583772608E+00  2.0061641065709033817708621222008540783049569592519868923798121596E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  6.9496549573325742807189792857923781039474532327831434466680228089E-69
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439461241E-07  1.0722667048063270887322495836362962303492775877209222471514283722E-69
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000000E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330733E-02  -4.0358493253431243849185643954485483625059272619908429669475580178E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835500997569838477647528057E-13  8.5108559002994075399034704131439068582928651612147116239919026771E-55
 x2_0 : 1.1496608864363648106231044503607015414584637816476960707304443252E+12  -7.4657434583064082687318499440392389215497250782302481719765679044E+10
 k6_0 : 1.2414837015464818940401522248887345462604812845789544144379505030E-01  -7.7633824854300802541654468555230563791734646958417112175954925910E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -2.5526599393926290765346505111102402128897199764885601160403703328E-69
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_1 : 2.7584831024034202021323986399470284976053051169840580392194898773E+11  3.4334163347057747089100640615751208998115886180156333171241957526E+08
 k4_0 : 7.5851632480874694961509793267880235425278644160636231704852264939E-02  7.7633824854300802541654468555231911342171404659768058313087786998E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  9.1833393054673334504009205321668362645620955275783317693778512986E-71
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  -5.0870134444921487550399927767492268333423958939724269110978112649E-266
 x2_2 : -5.7333214857384773536325594615395343713402217806354034839703637460E+10  -2.1841412445569610894453402899345289832215047281078280370872945423E+09
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104611924E-04  -1.5171991754068021719111155403319250641509183561723363702424744439E-67
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.8481003130062313800238466431786982552680370849138267433996921493E+09  7.1625725175651218767701747721935625680284848031633987762602542175E+08
 x3_5 : -8.8617313415763743122270332533264335054118385867203610658384701656E-04  1.5992959281192649607771942639728835182525905495409134423139545074E-44
 x2_4 : -1.0327603315496219431646105410705143342295520673842991953375625922E+09  -1.4984997493090941948574446677313103445130686674742330865664933622E+08
== err : 3.069E+11 = rco : 6.944E-28 = res : 6.694E-03 = at infinity ==
solution 40 :    start residual : 6.985E-03   #iterations : 0   at infinity
t : 1.0000000000000000000000000000000000000000000000000000000000000000E+00  4.8771387098068640625000000000000000000000000000000000000000000000E+13
m : 1
the solution for t :
 x1_0 : 9.5272027945248299999999999999999999999999999999999999999999999999E-02  2.7007658848582987085009326488336866302236333531328459067316332741E-68
 Ki_0 : -4.0226092411936509154561766942683622718223573189517381982741696826E-68  2.4797552097417690999380211521179871842773371618132144101324919536E+00
 x1_1 : -9.4159438407303900000000000000000000000000000000000000000000000001E-03  -8.4457225346140634084312446648318122710219429058109426262024067710E-70
 k1_0 : -1.6114182952341188122954261180162555293356079506860047765439491351E-07  1.9185362019164182560028938835003603670066597219364587371561695722E-72
 x3_0 : 2.4852018637611500000000000000000000000000000000000000000000000001E+00  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k2_0 : 9.8908444531186765457890853243320956078329248768370666079825330738E-02  -1.9511503089657937619831749473397609171712329218949538040566514359E-68
 x3_1 : -1.1429180123494900000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 k5_0 : 2.5842801496769110621770307263005750126835500997569838477647528057E-13  8.5108559002994075399034670895842433403258773158544651623309127300E-55
 x2_0 : 1.1496608864363648106231044503607015414584637816476960707304445605E+12  -7.4657434583064082687318499440392389215497250782302481719765557138E+10
 k6_0 : 1.2414837015464818940401522248887345462604812845789544144379507476E-01  -7.7633824854300802541654468555230563791734646958417112175954799155E-03
 x1_2 : 9.4671049628885800000000000000000000000000000000000000000000000001E-04  -5.5820131538809855957433503383458280094504305389568084269032523836E-71
 x3_2 : 7.2705845332139200000000000000000000000000000000000000000000000001E-02  2.5335092601473965026761643240065656715081212816993157111171640718E-265
 x2_1 : 2.7584831024034202021323986399470284976053051169840580392194898665E+11  3.4334163347057747089100640615751208998115886180156333171241901490E+08
 k4_0 : 7.5851632480874694961509793267880235425278644160636231704852240478E-02  7.7633824854300802541654468555231911342171404659768058313087660236E-03
 x1_3 : -1.2695804251152000000000000000000000000000000000000000000000000000E-04  -4.4945258019952047964372856027148835761265200574909711919971187364E-70
 x3_3 : -2.3842821106011100000000000000000000000000000000000000000000000000E-02  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_2 : -5.7333214857384773536325594615395343713402217806354034839703630579E+10  -2.1841412445569610894453402899345289832215047281078280370872909757E+09
 x1_4 : -7.8161038465426007612151915964558930434059149182753869953104600702E-04  -1.2816536396895112607741067197067749680525670603618989073913075743E-68
 x3_4 : 4.9882163653576400000000000000000000000000000000000000000000000000E-03  0.0000000000000000000000000000000000000000000000000000000000000000E+00
 x2_3 : 7.8481003130062313800238466431786982552680370849138267433996898929E+09  7.1625725175651218767701747721935625680284848031633987762602425215E+08
 x3_5 : -8.8617313415763743122270332533264335054118385867203610658384701660E-04  1.5992959281192649607771949826745543158185092519651031013035972029E-44
 x2_4 : -1.0327603315496219431646105410705143342295520673842991953375621201E+09  -1.4984997493090941948574446677313103445130686674742330865664909149E+08
== err : 3.069E+11 = rco : 6.944E-28 = res : 6.694E-03 = at infinity ==
===========================================================================
A list of 40 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 : 40.
Number of failures              : 0.
===========================================================================
Frequency tables for correction, residual, and condition numbers :
FreqCorr :  40 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 : 40
FreqResi :  0 0 20 0 20 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 : 40
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 40 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 : 40
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                 78.835426000 =  0h 1m18s835ms
User time in seconds was                        78.834575000 =  0h 1m18s835ms
System CPU time in seconds was                   0.000851000 =  0h 0m 0s  1ms
Non-I/O page faults was                                8118
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                             5098

  ---------------------------------------------------------------------
  |                    TIMING INFORMATION SUMMARY                     |
  ---------------------------------------------------------------------
  |   root counts  |  start system  |  continuation  |   total time   |
  ---------------------------------------------------------------------
  |  0h 0m 0s  0ms |  0h 0m18s967ms |  0h 0m59s849ms |  0h 1m18s835ms |
  ---------------------------------------------------------------------
PHC ran from 3 February 2025, 04:40:56 till 3 February 2025, 04:41:06.
The total elapsed wall clock time is 10.574 seconds
 = 10 seconds 574 milliseconds.
Number of tasks used in this run : 16.
Seed used in random number generators : 745232.
PHCv2.4.88 released 2023-12-26
