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Microfractal — MDJM38: Flowerdragon by-nc-nd

#digitalart #fractal #fractalart #mandelbrot #mandelbrotset #mathematical #mandelbrotfractal #mandelmachine #kallesfraktaler #juliamorphing
Published: 2022-01-30 16:53:52 +0000 UTC; Views: 2368; Favourites: 49; Downloads: 8
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Description Mandelbrot Fractal Deep Julia Morphing 38

Data:

Zoomed in Kalles Fraktaler

Computed in Mandel Machine

7929564 Iterations

Zoom: 4.5859757804173604×10^2104

Real:

0.25126216204712102281263993241749578503091833211944765823226597451058130503230947603514474587991351383645651637708268573587649240218566941812414153910152206575782954619614231692933257160254732019595791455021934444976875341942760702346902187961099185051338215488461465265721348841036061033401445334991209814526980867094135463008888472324558255242894206555374645965842324925791030737995925742140640313995937647711443053524696646122967112094703752991566997460221945273511670513991619394758422850734476319094397192277650275640117787234634407393337939218595436474602057095092938466887432253742863074830055917315200136087104499791832069414083849781078575132154924289601926275204115141682058455324550785756523350060823627260332067270159551782826601526339366504290747280301411436734529297459445526919653349858067383513881424958793988105263509037585269012532901102363304202715701772749560440209260986954812355257694705197238579088393245528433887947691862511200092865057705376225373865439037389892279395858731624943425506440066766506506904780966418450900217185922244471677373205451268749773482737350771183357768945263248437079652329297276034655397100296589547735806250178996585364742277034177905639096827506418156185694449802191275026218750303096590066694287129867266786240501201731727124716340731373989932143600159129830418130991794275162418220220811583521017313241526087445634891775393437383331300820319680411261452938079053353300140191746850853307810445318361256008448569759959908151693996138324697514811140243578166154144202823739604228660061584153250888437616386952617321869168812832927468552903998209702996614121832812449066967385841756277577560844339054666087220168180296895854648663294825262566217569736872686201619762538993217061871628573825756140544129036357881095458804027831294139029918031835480558328082020937187789532520651582174348368612513662943938686265909010697500941500381973801544949303066924335696315322175817210902151315581447060454369626926727968500701931910487589741634950445364126274214461023523524255601035058249612959367204506676194873476195236889311081347547128103220342617837394696173512750831


Imaginary:-0.00007217664977570875801907503494855411490195451888582963147041946615132709428992239872073992997130949713062474609705556392443501459089087442992302119562767167227369804019967159489360746288019398252180962880414861052854484309197053908466415145933071390327860045933654741482654637346693131541719766232951213313956685212390663723536108237660684534848060495169241049814205698225727438871544905623619893549156475230071981555109859197576628725817468456968436898537345479449296505792016302443552813021338259132969620035479262879203001725604378893320338502238569740734330354375989027059852403408725065495526596759644054415144710026736076155000365545991319929064233419602689643140877926572013179074859175898740220172760717595943277653990942551209066751602265372963029449914282107241377370177117892589176719309299607286463201380565221190079507732626407104939775970613087296387756014206797996222661581069243920627762446802951741269138525458553854437955999304254583438087753164549606116760479707011993197710349737173336827218728394697329446906747864753999678194226420694113985258594517057395317100005236813129726584756789010586493661639678901213411632425191544968331533512446315260598429470253543005727650632097548126609004143123810331541906423889287728856649439830642092335857523943028880199836033496361749991387570187570562844693040170033482383265572003049856550047553690794928589772769852219319315795355454772904353090845825221561698028999181488590228968802045153259521469329271071608605500019129095915753409160627152622173004143501629034754972737419887584620479154290869005873943562129769898115119827048226888751471607889325437403158714078061749407174191246761477715115928693990444309775111328228202719681261515136609089389953408324348075064322483071265324096809093485564691988190351206985876217415392428325218693274884291398455147030888613311282592407185215865388915638755031961429558715288004915260532517295859170390303640367561713830898211070491454502253935372560034569384193779151510463606169434799652190127578314500554352026580540374591993176518920664012648735139783183236717168750357611210126545887186021855245289

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Comments: 10

AkuraPare [2023-03-19 11:36:03 +0000 UTC]

👍: 1 ⏩: 1

Microfractal In reply to AkuraPare [2023-05-02 10:57:16 +0000 UTC]

👍: 0 ⏩: 0

mandelbrotEvolution [2023-02-15 11:35:09 +0000 UTC]

👍: 1 ⏩: 1

Microfractal In reply to mandelbrotEvolution [2023-02-16 06:47:01 +0000 UTC]

👍: 0 ⏩: 0

FractalRock [2022-02-02 23:33:10 +0000 UTC]

👍: 1 ⏩: 1

Microfractal In reply to FractalRock [2022-02-05 17:07:23 +0000 UTC]

👍: 1 ⏩: 0

fractal2cry [2022-01-30 18:26:14 +0000 UTC]

👍: 0 ⏩: 1

Microfractal In reply to fractal2cry [2022-01-30 19:22:38 +0000 UTC]

👍: 0 ⏩: 2

fractal2cry In reply to Microfractal [2022-01-31 12:36:56 +0000 UTC]

👍: 0 ⏩: 0

fractal2cry In reply to Microfractal [2022-01-31 12:33:02 +0000 UTC]

👍: 0 ⏩: 0