Fully connected partitioning

[Dinkydau]

Mandel machine, mandelbrot set

This is the same technique as Partition. My mother saw Partition and said she thought the whole structure was connected. Then she saw it wasn't. I thought it would have been a cool concept anyway. Of course the mandelbrot set is connected, so everything in it is connected, but the connections are often thin lines that are barely visible. In this shape, everything is fully connected without any hidden thin lines. (The inside of the julia morphing is connected even to everything on the outside.)

Magnification:
2^3518.381
1.374729253227964832111562301759 E1059

Coordinates:

Code:

Re = -0.188195280979012424254498636946018974601368031050813134846189055221278838961367367697163074272053769833491959556232522696356180063380666499640311927774456924575333034030117193485369110456442193331247086629920789292163438877960560271721530704166652647611416213306018008056960971148424946051437952711815714286956549030504775098557115459864775311150104343520977516751302106318416218926565112883480881004962921271776035120846043830847052702375767777641538778101393289118897849627877037783309147024554772017650784389652928021537296902547824946716182826703692227196758328953911733436590882182822718190908609245995234588380483976755450481328812718075383968977998531340987658982635174987215708781621065760709200192020394962184551690936612414069087254721521747997414956081880728531373267952882326362405174796631890083593025584300334982947646986978208357107721918305695777017104143426887025113267697324116659069600100207232614499025355354031905056698108390203886072061320900932267352889004846319903825004309226235381261435075005074785583956048851299968339927204470076801988423
Im = -0.664660971617342826602894710203671144415889698887971148327215886734704948892990201149576073689759290404998005748811293680482191142401103203606220555302233297531300231948805016649042100855202994169849931744616823327878248156693805460522080791526140014141618613772020978841370248513027194679265431300456380236253959288768951767307880856555557047407430102389641167722533418604411760109735159430749305234733677221729531728645691927520192150939899332200987473308111350202423212102263414955921205849960091024889057179577575236843851765876469166600247281785627854152479892661237003322947022422900888639849993384306345774408397002423332766444961980461648512691171783567235321585833422169660597599470444227009726737021907465759022225597412512236236319092719681429028442762356584025050858010415787812453616763323607596909533298651195332414651159213311358724790534780280432112116677978036139256235154498629695959399097412417529335276181051962984984064476923811786759798047894988103767125479503650673433576975608371493969237974449896204160999717892889915912399319344162794136898

[cKleinhuis]

fantastic and fascinating

[Dinkydau]

Thank you very much