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Spiral path morphing by DinkydauSet Spiral path morphing by DinkydauSet
Mandel Machine, Mandelbrot set

A morphing of spirals in a simple embedded julia set

Magnification:
2^4594.865
1.5566501813351948897674305883109 E1383

Coordinates:
Re = -1.768569992047404316099118177398948366214248997084351867455766443912554642424610530686892509849019082933992291698645409415887934075651323503539908962495846381871159858033389598001691900821959152001942595047393181540092977780066009924759802069509066757053233118834927300959510506917687869580844838430813440953119647283365492743622260524246442106390725657965428362086766487089026955989964457784669772669293246907189466958394404512931455729386662493098720317228609695475839166313950236854921488851572554335765029647920994142599511036642666744997657415307191918380469712864137722798347506942345108056421642271553838228679925105832201584550714562260639291582054999446725806629348252243305091090276818225801453243649577147418523447132557389546391564441713843700800547597404157647419618232594747055106967423053580643451818023986303240791535042832252180206456928192063236884251692156269700691895101860172211689808560510933769874335228224094184019126503579760748070978973765430314490421871345511661376530946834811640092312760245838045041123822201970299377169692687781631222674165352248562044364549088271876738606905512124102296927286728441844076568840062354308429510040852184528027070876273922853572583767568193602049272960564505069025820657200978288821127881383852535083715812746049726117173665892544811769136847220211753524244306487863807779140903570480831991810404812082262314222809057583878718438
Im = -0.001301819447354728908985842817546499677021733482898050411849938605579568835986674312319249463389246598653713257468668136491021674748168657905654796800792138444357247881021340866788944387699324398204018795869005318831696316041496889640211007558639862289604218802976426385226104307281860003590047329824560016632718768627371436687704401939740454103394585755454057380705645019030716466973463744966804530738930761530161791085297995928333203926063233642772758464004873503959309383671920666362476832042828260227330867768490233810572500494485495855706903570301775826626909538187703652376912508590667880904077870207882098021159052470510271892064446764330847715526862233582815275723386500401610171488061597740649942980345484937721690039976632069444404594010277251166925228185538219250523400744654690265065883342191104544428355269395950296778528396979576982273486870688585836461859906130266280152349010499499498042210626390517589001959296038690862645154746712175181827547672236400984212335741643839848616034758739305445083337472151516377874357628725011303975285343607202404105343826787751465059074565197664969131200622624025924123675591368868395066605765521470365738477291059566902477967762196975826605583004602229153604513666412759173097501641516007187309491048593384754340919340403727618639327874837675246678176448234744523533546571780939959815910092002276722033591676271483545261418910856731737141
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Details

Submitted on
February 26, 2017
Image Size
25.6 MB
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5460×2730
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Creative Commons License
Some rights reserved. This work is licensed under a
Creative Commons Attribution-Noncommercial-No Derivative Works 3.0 License.