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MLbrot |
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MLbrot is a software allowing to zoom inside the Mandelbrot set, producing nice coloured fractals.
The current distributed version is 1.02 (released 2014-03-26).
Has been tested UNIX machines. Perhaps work in Mac and Windows, but not tested.
The program is written in OCaml. You also need Camlp5.
Download the sources.
Download the binary
version compiled on Linux (Ubuntu). (you may need to do
chmod +x mlbrot to make it work)
The images below are screen copies of fractals, and the videos
are series of images made with MLbrot
(actually with
a new version not yet available).
This is one of the videos made by MLbrot. All videos are visible on YouTube.
Miscellaneous images. Click to enlarge:
 level 45 magn 7.03859e+12 time 32.9s 0.479956765156684839 -8.56541042631411148e-4i formula z^4+c nb col 352 sat 144 bri 224 |
 level 118 magn 6.64776e+34 0.6253619965985965738075177894187058427119 + 0.6974897641057878182119556759764235735947i formula z^3+c |
 level 152 magn 1.14208e+45 -0.1572085784091543254580459277575333624411497493583 -1.040712003343331041937504655290016642044134821603i |
 magn = 1.75922e+12 sat = 128/255 center pos = 0.2573966805288046+ 0.0010307942362857148i |
 magn = 1.75922e+12 sat = 128/255 center pos = 0.13837128070303309+ 0.6722240001209876i |
 magn = 8.7961e+11 sat = 128/255 center pos = 0.13673770625187232+ 0.67188621484446265i |
 magn = 209715 sat = 160/255 center pos = 0.051562518800230391+ 0.6590551258405255i |
 magn = 8.58993e+08 sat = 144/255 center pos = 0.051807683082623616+ 0.65980190084251211i |
 magn = 8.79608e+11 sat = 160/255 center pos = 0.051561070345944031+ 0.6590553433194839i |
 magn = 3.51843e+12 sat = 192/255 center pos = 0.05156216075289443+ 0.65905636537579171i |
 magn = 1.75922e+12 sat = 208/255 center pos = 0.05037814197950187+ 0.65915794071768752i |
 magn = 2.81474e+13 sat = 144/255 center pos = 0.050378101353792892+ 0.65915802908118104i |
 magn = 1.40737e+13 sat = 128/255 center pos = -0.92217709806605375+ 0.31045464245106946i |
 magn = 3.43597e+09 sat = 128/255 center pos = -0.23801075977933789+ 0.8302029618021568i |
 magn = 7.03687e+12 sat = 208/255 center pos = -1.3736152551062155+ 0.082470942558892021i |
 magn = 2.68435e+07 sat = 160/255 center pos = -0.0320291771243016+ 0.6541748113309342i |
 magn = 4.39804e+11 sat = 128/255 center pos = 0.3468551805864482+ 0.5554113832577965i |
 magn = 4.39805e+11 sat = 128/255 center pos = 0.3960794019391168+ 0.1341701405739807i |
 magn = 3.51843e+12 sat = 128/255 center pos = 0.3819578723167567+ -0.1704128163069616i |
 magn = 1.34218e+07 sat = 144/255 center pos = -0.1707397891829411+ 1.089699255178372i |
 magn = 1.07374e+08 sat = 128/255 center pos = -0.1593614975111753+ 0.8960171022627037i |
 magn = 5.49756e+10 sat = 128/255 center pos = -0.05715907773883373+ 0.8801916739838969i |
 sat = 128/255 bri = 208/255 magn = 1.74804e+08 center pos = 0.4510817593963353+ 0.4065297053870643i |
 sat = 128/255 bri = 224/255 magn = 1.29807e+32 center pos = -1.4947454946763994436267 26274724118743 + 7.6014503690807972792 91920265027356287e-5i |
 level 133 magn 2.1778e+39 center pos = 1.007943617378239971212452 296493178407968400221e-3 - 0.795098004 6665278646073559812883073458560477429i nb_it 4978 nb col 352 sat 128 bri 224 |
 level 176 magn 1.91561e+52 center pos = 1.007943617378239971212452 29649317840796348121060259271961e-3 - 0.7 9509800466652786460735598128830734585604 4711639315775321i nb_it 6383 nb col 352 sat 160 bri 224 |
 formula z3+c level 40 magn 2.19902e+11 center pos = 0.06983229815430603 + 1.191834835640524i nb_it 2187 nb col 352 sat 128 bri 224 |
 level 200 magn 3.42813e+59 time 6647s center pos = 1.007943617378239971212452 296493178407963481210602593079829476830 399999e-3 - 0.7950980046665278646073559 812883073458560447116393157752879085480 599998i nb col 352 sat 176 bri 224 |
 level 60 magn 2.30584e+17 time 1795s 0.65610738486498658283031 + 0.58525809258362243967151i 2.30584e+17 formula z^8+c nb col 352 sat 160 bri 255 |
 level 48 magn 7.63401e+13 time 241s -0.1054803354344584342 + 0.9014626394795300021i nb col 352 sat 176 bri 224 |
 level 50 magn 2.33872e+14 time 328s -0.10553608159396877 + 0.90146046952356562i nb col 352 sat 128 bri 224 |
 level 27 magn 2.68435e+07 time 190s -0.7500119632464364 + 0.002961199815634951i nb col 352 sat 128 bri 224 |
 level 42 magn 1.15703e+12 time 13.7s -0.1542021854163509 -0.7279773987712523i formula z^5+c nb col 352 sat 144 bri 224 |
Click to enlarge.
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 sat = 128/255 |
 magn = 2100 sat = 128/255 approx center pos = 0.13996648514194476+ 0.66091626230729461i |
These ones were made with the very first experiments of the software,
with saturated colours.
Click to enlarge.
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