Cody

# Problem 785. Mandelbrot Number Test [Real+Imaginary]

Solution 165281

Submitted on 20 Nov 2012 by @bmtran
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### Test Suite

Test Status Code Input and Output
1   Pass
%% format long v=[-2; 0.22-0.54i ; 0.25-.54i ; 0.26 ;.125+.125i; 0.25]; tf=isMandelbrot(v); tf_expected=[1 ; 0 ; 1 ; 0 ; 1 ; 1] ; assert(isequal(tf,tf_expected),sprintf('\n%f %f %f %f %f %f',tf,tf_expected))

``` v = 2.000000000000000 -0.023200000000000 - 0.777600000000000i 0.020900000000000 - 0.810000000000000i 0.327600000000000 0.125000000000000 + 0.156250000000000i 0.312500000000000 v = 2.000000000000000 -0.384123520000000 - 0.503919360000000i -0.405663190000000 - 0.573858000000000i 0.367321760000000 0.116210937500000 + 0.164062500000000i 0.347656250000000 v = 2.000000000000000 0.113616157234381 - 0.152865443281305i 0.085249619556976 - 0.074413866225960i 0.394925275369498 0.111588478088379 + 0.163131713867188i 0.370864868164062 v = 2.000000000000000 0.209540787435118 - 0.574735968479104i 0.251730074147914 - 0.552687507571054i 0.415965973125674 0.110840032372835 + 0.161407239356777i 0.387540750438347 v = 2.000000000000000 -0.066414091864685 - 0.780861254804793i 0.007904549205411 - 0.818256134522974i 0.433027690798389 0.111233215859635 + 0.160780767271030i 0.400187833250317 v = 2.000000000000000 -0.385333467657105 - 0.436279617779643i -0.419480619786339 - 0.552935891755932i 0.447512980998185 0.111522373186215 + 0.160768323583873i 0.410150301881584 v = 2.000000000000000 0.178141976406698 - 0.203773724025708i 0.120225889984403 - 0.076108218848219i 0.460267868161882 0.111590785853117 + 0.160858529958486i 0.418223270133554 v = 2.000000000000000 0.210210833154779 - 0.612601307875385i 0.258661803646293 - 0.558300356692310i 0.471846510462283 0.111577036826911 + 0.160900659538489i 0.424910703681204 v = 2.000000000000000 -0.111091768035006 - 0.797550862640384i 0.005206640382793 - 0.828821954476804i 0.482639129435434 0.111560412907153 + 0.160905637629601i 0.430549106102856 v = 2.000000000000000 -0.403745997573277 - 0.362797329142871i -0.436918723118673 - 0.548630755716649i 0.492940529262193 0.111555101507026 + 0.160901398746094i 0.435372532765968 v = 2.000000000000000 0.251388928523241 - 0.247044060856582i 0.139902264493430 - 0.060585901497298i 0.502990365389291 0.111555280553793 + 0.160898743739486i 0.439549242287054 v = 2.000000000000000 0.222165625379552 - 0.664208283513533i 0.265901992150149 - 0.556952209631696i 0.512999307674453 0.111556174882491 + 0.160898208997223i 0.443203536395123 v = 2.000000000000000 -0.171815078787706 - 0.835128497378126i 0.010508105615790 - 0.836189404146991i 0.523168289674468 0.111556546495899 + 0.160898377482347i 0.446429374673144 v = 2.000000000000000 -0.447919185834221 - 0.253024662850237i -0.449102299324067 - 0.557573533147162i 0.533705059320908 0.111556575189640 + 0.160898534657448i 0.449299186571054 v = 2.000000000000000 0.356610117027915 - 0.313330798040287i 0.140804630391955 - 0.039184888442731i 0.544841090344734 0.111556531013128 + 0.160898578958833i 0.451869759053411 v = 2.000000000000000 0.248994586566100 - 0.763473865115193i 0.268290488457546 - 0.551034827468258i 0.556851813728038 0.111556506900711 + 0.160898574627178i 0.454186279146988 v = 2.000000000000000 -0.300894038574710 - 0.920201718796760i 0.018340405113816 - 0.835674806037157i 0.570083942452206 0.111556502914831 + 0.160898565901423i 0.456285176165385 v = 2.000000000000000 -0.536233980826713 + 0.013766422944293i -0.448016010985500 - 0.570653228972262i 0.584995701441850 0.111556504833452 + 0.160898562671948i 0.458196161988277 v = 2.000000000000000 0.507357367792582 - 0.554764047554325i 0.125073238362891 - 0.028676433399703i 0.602219970705442 0.111556506300757 + 0.160898562568817i 0.459943722860787 v = 2.000000000000000 0.169648350194561 - 1.102927253826242i 0.264820977122053 - 0.547173308779997i 0.622668893116464 0.111556506661319 + 0.160898563017982i 0.461548228199041 v = 2.000000000000000 -0.967667964508959 - 0.914219577992479i 0.020731520082629 - 0.829805940572451i 0.647716550454882 0.111556506597225 + 0.160898563234224i 0.463026766953674 v = 2.000000000000000 0.320583852752167 + 1.229321996300444i -0.438148103084394 - 0.574406277043324i 0.679536729733172 0.111556506513339 + 0.160898563261846i 0.464393786915572 v = 2.000000000000000 -1.188458563942685 + 0.248201563693962i 0.112031189129681 - 0.036649958627397i 0.721770167056454 0.111556506485734 + 0.160898563241014i 0.465661589325785 v = 2.000000000000000 1.570829741988580 - 1.129954547912110i 0.261207767870420 - 0.548211876893162i 0.780952174052702 0.111556506486279 + 0.160898563227483i 0.466840715773416 v = 2.000000000000000 1.410708797968648 - 4.089932421911207i 0.017693236029124 - 0.826394401366633i 0.869886298157641 0.111556506490755 + 0.160898563224639i 0.467940253903836 v = 2.000000000000000 -14.517447903134325 -12.079407301374722i -0.432614656008933 - 0.569243182393053i 1.016702171722404 0.111556506492669 + 0.160898563225445i 0.468968081223586 v = 1.0e+02 * 0.020000000000000 0.650642128677143 + 3.501843323968958i 0.001131176398928 - 0.000474741129272i 0.012936833059851 0.001115565064928 + 0.001608985632262i 0.004699310612065 v = 1.0e+05 * 0.000020000000000 -1.183954948601644 + 0.455683958920201i 0.000002605418091 - 0.000005507403192i 0.000019336164962 0.000001115565065 + 0.000001608985632i 0.000004708352023 v = 1.0e+10 * 0.000000000200000 1.194101449923133 - 1.079018556377920i 0.000000000001457 - 0.000000000082698i 0.000000000399887 0.000000000011156 + 0.000000000016090i 0.000000000047169 v = 1.0e+20 * 0.000000000000000 0.261597227700640 - 2.576915245329681i -0.000000000000000 - 0.000000000000000i 0.000000000000000 0.000000000000000 + 0.000000000000000i 0.000000000000000 v = 1.0e+40 * 0.000000000000000 -6.572059072071868 - 1.348227768395516i 0.000000000000000 - 0.000000000000000i 0.000000000000000 0.000000000000000 + 0.000000000000000i 0.000000000000000 v = 1.0e+81 * 0.000000000000000 4.137424233132939 + 1.772126507300593i 0.000000000000000 - 0.000000000000000i 0.000000000000000 0.000000000000000 + 0.000000000000000i 0.000000000000000 v = 1.0e+163 * 0.000000000000000 1.397784692703829 + 1.466407831096542i 0.000000000000000 - 0.000000000000000i 0.000000000000000 0.000000000000000 + 0.000000000000000i 0.000000000000000 v = 1.0e+19 * 0.000000000000000 -Inf + Infi -0.000000000000000 - 0.000000000000000i 2.385061473843367 0.000000000000000 + 0.000000000000000i 0.000000000000000 v = 1.0e+38 * 0.000000000000000 -Inf - Infi 0.000000000000000 - 0.000000000000000i 5.688518234011893 0.000000000000000 + 0.000000000000000i 0.000000000000000 v = 1.0e+77 * 0.000000000000000 -Inf + Infi 0.000000000000000 - 0.000000000000000i 3.235923969868578 0.000000000000000 + 0.000000000000000i 0.000000000000000 v = 1.0e+155 * 0.000000000000000 -Inf - Infi 0.000000000000000 - 0.000000000000000i 1.047120393877002 0.000000000000000 + 0.000000000000000i 0.000000000000000 v = 2.000000000000000 -Inf + Infi -0.439644705765294 - 0.564303909773558i Inf 0.111556506492491 + 0.160898563226396i 0.477554965937176 v = 2.000000000000000 -Inf - Infi 0.124848564721729 - 0.043813547250798i Inf 0.111556506492491 + 0.160898563226396i 0.478058745491257 v = 2.000000000000000 -Inf + Infi 0.263667537190378 - 0.550940116979259i Inf 0.111556506492491 + 0.160898563226396i 0.478540164140674 v = 2.000000000000000 -Inf - Infi 0.015985557670919 - 0.830530047566600i Inf 0.111556506492491 + 0.160898563226396i 0.479000688695783 v = 2.000000000000000 -Inf + Infi -0.439524621856929 - 0.566552971945614i Inf 0.111556506492491 + 0.160898563226396i 0.479441659771035 v = 2.000000000000000 -Inf - Infi 0.122199623198068 - 0.041972038487370i Inf 0.111556506492491 + 0.160898563226396i 0.479864305124005 v = 2.000000000000000 -Inf + Infi 0.263171095894965 - 0.550257934576023i Inf 0.111556506492491 + 0.160898563226396i 0.480269751332144 v = 2.000000000000000 -Inf - Infi 0.016475231150686 - 0.829623967334543i Inf 0.111556506492491 + 0.160898563226396i 0.480659034044639 v = 2.000000000000000 -Inf + Infi -0.438004493934439 - 0.567336493259971i Inf 0.111556506492491 + 0.160898563226396i 0.481033107008726 v = 2.000000000000000 -Inf - Infi 0.119977240122242 - 0.043008132758254i Inf 0.111556506492491 + 0.160898563226396i 0.481392850038468 v = 2.000000000000000 -Inf + Infi 0.262544838663999 - 0.550319994142293i Inf 0.111556506492491 + 0.160898563226396i 0.481739076068159 v = 2.000000000000000 -Inf - Infi 0.016077696356332 - 0.828967348151322i Inf 0.111556506492491 + 0.160898563226396i 0.482072537411004 v = 2.000000000000000 -Inf + Infi -0.436928371980908 - 0.566655770625782i Inf 0.111556506492491 + 0.160898563226396i 0.482393931325883 v = 2.000000000000000 -Inf - Infi 0.119807639858388 - 0.044824033333780i Inf 0.111556506492491 + 0.160898563226396i 0.482703904980041 v = 2.000000000000000 -Inf + Infi 0.262344676604129 - 0.550740523285308i Inf 0.111556506492491 + 0.160898563226396i 0.483003059882981 v = 2.000000000000000 -Inf - Infi 0.015509605353950 - 0.828967688948146i Inf 0.11...```

2   Pass
%% v=-.25*ones(6,1)+(rand(6,1)-.5)/2+i*(rand(6,1)-.5)/2 %v=[-.5-.25i;-.5+.25i;-.25i;.25i;-.25-.25i;-.25+.25i] % Bounding Cases tf=isMandelbrot(v); tf_expected=[1 ; 1 ; 1 ; 1 ; 1 ; 1] ; assert(isequal(tf,tf_expected),sprintf('\n%f %f %f %f %f %f',tf,tf_expected))

``` v = -0.294715874499896 + 0.023362475820525i -0.209454253263440 + 0.083075331936627i -0.209139434255236 - 0.150094585969624i -0.298081349302648 + 0.152478505952209i -0.274043597406987 - 0.140569938677523i -0.012857532338506 - 0.234721246923454i v = -0.208404233094122 + 0.009591890836668i -0.172484679829676 + 0.048274368705830i -0.187928516032029 - 0.087313192380702i -0.232478553277979 + 0.061576508364436i -0.218703611787027 - 0.063525355312587i -0.067786279957972 - 0.228685374877749i v = -0.251375554498170 + 0.019364494513049i -0.182033703161441 + 0.066422153876218i -0.181445900680945 - 0.117277308621375i -0.247826737950782 + 0.123848070791262i -0.230247798365887 - 0.112783489383689i -0.060559553270942 - 0.203717785235941i v = -0.231901188748380 + 0.013626954728937i -0.180729886702329 + 0.058893190652533i -0.189970786498790 - 0.107535612185139i -0.252001601898040 + 0.091092779180817i -0.233749664232209 - 0.088633638432290i -0.050691008867567 - 0.210047130788986i v = -0.241123407052169 + 0.017042261819204i -0.180259369221239 + 0.061787812588285i -0.184614442420300 - 0.109237336322745i -0.242874436362355 + 0.106567453402389i -0.227260613740062 - 0.099133772231070i -0.054407751111180 - 0.213426244984592i v = -0.236865815759365 + 0.015143899353082i -0.180778546855846 + 0.060799667691178i -0.186989737551966 - 0.109761006096220i -0.250449979588987 + 0.100713485592856i -0.232223715646239 - 0.095511534838322i -0.055448091005753 - 0.211497162888024i v = -0.238839797512163 + 0.016188331672434i -0.180469969851487 + 0.061092780787568i -0.186221750764737 - 0.109046222522880i -0.245499363206787 + 0.102031125130076i -0.229238196585614 - 0.096209851663062i -0.054514091452007 - 0.211267019052907i v = -0.237933487706582 + 0.015629640103117i -0.180617171109602 + 0.061024507322876i -0.186351972443862 - 0.109481029024640i -0.248221762463020 + 0.102381353458798i -0.230749782190191 - 0.096459992899503i -0.054519499511170 - 0.211687187728568i v = -0.238347815577431 + 0.015924846257859i -0.180555681257805 + 0.061031184174597i -0.186398472337812 - 0.109290574561773i -0.246949247478456 + 0.101651945954425i -0.230102665656338 - 0.096053693974268i -0.054696621959988 - 0.211639087867677i v = -0.238159794037700 + 0.015771171182591i -0.180578704670724 + 0.061036277863397i -0.186339473453408 - 0.109351393691151i -0.247430536588794 + 0.102272762835878i -0.230322672790936 - 0.096365516618289i -0.054656915398135 - 0.211569360561345i v = -0.238244516844287 + 0.015850358059367i -0.180571011898301 + 0.061031627947638i -0.186374762190540 - 0.109341623726013i -0.247319196884113 + 0.101867696778410i -0.230281376598536 - 0.096179611972716i -0.054631748266003 - 0.211593789641377i v = -0.238206658544139 + 0.015809954025200i -0.180573222535403 + 0.061034246304016i -0.186359472952697 - 0.109337547730698i -0.247291591802184 + 0.102090832040868i -0.230264602758092 - 0.096273191785943i -0.054644836234705 - 0.211601769622780i v = -0.238223416971412 + 0.015830403180367i -0.180572743788519 + 0.061033030856356i -0.186364280439792 - 0.109342410431558i -0.247350755913387 + 0.101986097224618i -0.230290337580298 - 0.096233322151835i -0.054646783118880 - 0.211595358827433i v = -0.238216079771214 + 0.015820130345201i -0.180572768319639 + 0.061033528249704i -0.186363551950378 - 0.109339546686365i -0.247300116878833 + 0.102025829469878i -0.230270810116518 - 0.096246730187884i -0.054643857310574 - 0.211595235557846i v = -0.238219250362470 + 0.015825256955918i -0.180572820175430 + 0.061033345623899i -0.186363197229255 - 0.109340773391394i -0.247333271373380 + 0.102016506847088i -0.230282384487128 - 0.096244313614663i -0.054644124907508 - 0.211596487204614i v = -0.238217902014360 + 0.015822714122861i -0.180572779155378 + 0.061033405248529i -0.186363597699554 - 0.109340393736145i -0.247314969843672 + 0.102014353207059i -0.230276588705067 - 0.096243198612500i -0.054644625348931 - 0.211596237169857i v = -0.238218463941987 + 0.015823968295484i -0.180572801247774 + 0.061033388722541i -0.186363365410090 - 0.109340447668517i -0.247323583254127 + 0.102019152578158i -0.230279043380509 - 0.096244827752422i -0.054644464843423 - 0.211596052712674i v = -0.238218235909633 + 0.015823352978892i -0.180572791251929 + 0.061033391994080i -0.186363463784613 - 0.109340478363723i -0.247320301961753 + 0.102015021199850i -0.230278226455838 - 0.096243604947224i -0.054644404324066 - 0.211596140796525i v = -0.238218325079493 + 0.015823653354911i -0.180572795261231 + 0.061033392032739i -0.186363433830245 - 0.109340445410164i -0.247321082090601 + 0.102017734256646i -0.230278367320578 - 0.096244325367597i -0.054644448214557 - 0.211596156781260i v = -0.238218292101714 + 0.015823507422834i -0.180572793818008 + 0.061033391529375i -0.186363437788729 - 0.109340464243291i -0.247321249759042 + 0.102016233094639i -0.230278441116620 - 0.096243966458482i -0.054644450182432 - 0.211596136460189i v = -0.238218303195200 + 0.015823577993873i -0.180572794277777 + 0.061033391887332i -0.186363440431741 - 0.109340456358034i -0.247320860535094 + 0.102016941422858i -0.230278338043548 - 0.096244117551644i -0.054644441367645 - 0.211596137848267i v = -0.238218300143225 + 0.015823544020171i -0.180572794155428 + 0.061033391701935i -0.186363437722264 - 0.109340458719105i -0.247321197584104 + 0.102016670468491i -0.230278414598183 - 0.096244067805002i -0.054644442918427 - 0.211596141426915i v = -0.238218300522127 + 0.015823560303072i -0.180572794176983 + 0.061033391783825i -0.186363439248480 - 0.109340458431581i -0.247320975581690 + 0.102016735724589i -0.230278369764788 - 0.096244075980291i -0.054644444263400 - 0.211596140379530i v = -0.238218300856911 + 0.015823552533311i -0.180572794179195 + 0.061033391751620i -0.186363438616742 - 0.109340458204994i -0.247321098707870 + 0.102016748742080i -0.230278391986758 - 0.096244080845003i -0.054644443673164 - 0.211596139924815i v = -0.238218300451517 + 0.015823556224515i -0.180572794174465 + 0.061033391762981i -0.186363438802658 - 0.109340458427598i -0.247321040460485 + 0.102016717181218i -0.230278382688679 - 0.096244074327061i -0.054644443545238 - 0.211596140224294i v = -0.238218300761477 + 0.015823554478720i -0.180572794177560 + 0.061033391759455i -0.186363438782041 - 0.109340458303972i -0.247321062832624 + 0.102016744676966i -0.230278385716346 - 0.096244079118714i -0.054644443685956 - 0.211596140245701i v = -0.238218300558552 + 0.015823555300671i -0.180572794176012 + 0.061033391760350i -0.186363438762691 - 0.109340458354559i -0.247321057376475 + 0.102016726511746i -0.230278385244270 - 0.096244076329096i -0.054644443679637 - 0.211596140183811i v = -0.238218300681245 + 0.015823554915485i -0.180572794176680 + 0.061033391760216i -0.186363438780966 - 0.109340458339935i -0.247321056369003 + 0.102016736610266i -0.230278384924719 - 0.096244077704742i -0.054644443654136 - 0.211596140193249i v = -0.238218300610600 + 0.015823555095119i -0.180572794176422 + 0.061033391760183i -0.186363438770956 - 0.109340458341390i -0.247321058927777 + 0.102016731820671i -0.230278385336686 - 0.096244077132689i -0.054644443660917 - 0.211596140203009i v = -0.238218300649943 + 0.015823555011771i -0.180572794176512 + 0.061033391760226i -0.186363438775005 - 0.109340458343036i -0.247321056684862 + 0.102016733667731i -0.230278385036838 - 0.096244077316853i -0.054644443664306 - 0.211596140199073i v = -0.238218300628560 + 0.015823555050236i -0.180572794176485 + 0.061033391760200i -0.186363438773856 - 0.109340458341537i -0.247321058171164 + 0.102016733211727i -0.230278385210385 - 0.096244077289752i -0.054644443662270 - 0.211596140198069i v = -0.238218300639965 + 0.015823555032586i -0.180572794176491 + 0.061033391760213i -0.186363438773957 - 0.109340458342347i -0.247321057342936 + 0.102016733134030i -0.230278385125240 - 0.096244077268828i -0.054644443662068 - 0.211596140199040i v = -0.238218300633973 + 0.015823555040634i -0.180572794176490 + 0.061033391760207i -0.186363438774096 - 0.109340458342023i -0.247321057736760 + 0.102016733341448i -0.230278385160426 - 0.096244077294854i -0.054644443662501 - 0.211596140199020i v = -0.238218300637082 + 0.015823555036989i -0.180572794176490 + 0.061033391760209i -0.186363438773973 - 0.109340458342113i -0.247321057584279 + 0.102016733158497i -0.230278385149231 - 0.096244077276095i -0.054644443662445 - 0.211596140198838i v = -0.238218300635486 + 0.015823555038627i -0.180572794176490 + 0.061033391760209i -0.186363438774039 - 0.109340458342107i -0.247321057622374 + 0.102016733280104i -0.230278385150776 - 0.096244077286889i -0.054644443662374 - 0.211596140198882i v = -0.238218300636298 + 0.015823555037898i -0.180572794176490 + 0.061033391760209i -0.186363438774013 - 0.109340458342095i -0.247321057628342 + 0.102016733212179i -0.230278385152142 - 0.096244077281620i -0.054644443662401 - 0.211596140198907i v = -0.238218300635888 + 0.015823555038220i -0.180572794176490 + 0.061033391760209i -0.186363438774020 - 0.109340458342105i -0.247321057611531 + 0.102016733244560i -0.230278385150499 - 0.096244077283784i -0.054644443662408 - 0.211596140198893i v = -0.238218300636094 + 0.015823555038079i -0.180572794176490 + 0.061033391760209i -0.186363438774020 - 0.109340458342100i -0.247321057626454 + 0.102016733231973i -0.230278385151672 - 0.096244077283104i -0.054644443662402 - 0.211596140198892i v = -0.238218300635991 + 0.015823555038140i -0.180572794176490 + 0.061033391760209i -0.186363438774019 - 0.109340458342102i -0.247321057616504 + 0.102016733235155i -0.230278385151001 - 0.096244077283191i -0.054644443662402 - 0.211596140198895i v = -0.238218300636042 + 0.015823555038114i -0.180572794176490 + 0.061033391760209i -0.186363438774019 - 0.109340458342101i -0.247321057622075 + 0.102016733235611i -0.230278385151327 - 0.096244077283280i -0.054644443662403 - 0.211596140198894i...```

3   Fail
%% v=rand(6,1)-0.25 tf=isMandelbrot(v); tf_expected=v<=0.25; % non-imaginary range [-2.0,0.25] assert(isequal(tf,tf_expected),sprintf('\n%f %f %f %f %f %f',v,tf,tf_expected))

``` v = -0.246769906521507 0.242413120310728 0.428119755528687 -0.105792129131657 -0.139181748394534 0.193031757042761 v = -0.185874519756874 0.301177241209511 0.611406280602630 -0.094600154545448 -0.119810189308375 0.230293016269776 v = -0.212220569426658 0.333120850933300 0.801937395489029 -0.096842939891634 -0.124827266932426 0.246066630385392 v = -0.201732336433732 0.353382621637254 1.071223341812414 -0.096413574124802 -0.123599901824715 0.253580543631982 v = -0.206073970958495 0.367292397585946 1.575639203572442 -0.096496551856138 -0.123904812663455 0.257334849151452 v = -0.204303425014904 0.377316825635161 2.910758655363086 -0.096480544611532 -0.123829345793368 0.259252981630562 v = -0.205030017048686 0.384781107218122 8.900635705299806 -0.096483633643119 -0.123848041514921 0.260243865527097 v = -0.204732598630522 0.390469620782732 79.649435713986449 -0.096483037570677 -0.123843411007453 0.260758626587247 v = 1.0e+03 * -0.000204854469580 0.000394879645065 6.344460729311988 -0.000096483152593 -0.000123844557945 0.000261026818382 v = 1.0e+07 * -0.000000020480455 0.000000039834305 4.025218237390177 -0.000000009648313 -0.000000012384427 0.000000026116676 v = 1.0e+15 * -0.000000000000000 0.000000000000000 1.620238185861848 -0.000000000000000 -0.000000000000000 0.000000000000000 v = 1.0e+30 * -0.000000000000000 0.000000000000000 2.625171778924893 -0.000000000000000 -0.000000000000000 0.000000000000000 v = 1.0e+60 * -0.000000000000000 0.000000000000000 6.891526868863687 -0.000000000000000 -0.000000000000000 0.000000000000000 v = 1.0e+121 * -0.000000000000000 0.000000000000000 4.749314258427013 -0.000000000000000 -0.000000000000000 0.000000000000000 v = 1.0e+243 * -0.000000000000000 0.000000000000000 2.255598592529814 -0.000000000000000 -0.000000000000000 0.000000000000000 v = -0.204818990877815 0.408583552547544 Inf -0.096483133987404 -0.123844330244563 0.261316672351604 v = -0.204819087497300 0.409353639723099 Inf -0.096483133987625 -0.123844330260810 0.261318160291677 v = -0.204819047918280 0.409983522665277 Inf -0.096483133987583 -0.123844330256786 0.261318937940987 v = -0.204819064131356 0.410499609167758 Inf -0.096483133987591 -0.123844330257783 0.261319344369366 v = -0.204819057489862 0.410923049437610 Inf -0.096483133987589 -0.123844330257536 0.261319556784396 v = -0.204819060210471 0.411270872869832 Inf -0.096483133987590 -0.123844330257597 0.2613196678007```