This image is an illustration of the recursive process of generating a Menger sponge, which is a fractal object. It shows the first three iterations of an infinite process. The illustration was created by using a simple "Lindenmayer system" (L-system).
The number of cubes at a given iteration is , where is the number of iterations performed on the first cube:
Iter.
Cubes
Cumulative Sum
0
1
1
1
20
21
2
400
421
3
8,000
8,421
4
160,000
168,421
5
3,200,000
3,368,421
6
64,000,000
67,368,421
At the start, no iterations have been performed so . The image shows a total of 8,421 cubes (the sum of all four steps).
V nekaterih državah to pravno morda ni mogoče. Če je tako, Solkoll daje (v okviru zakonskih omejitev) vsakomur brezpogojno pravico, da gradivo uporablja v kateri koli namen.
All freaktal images are from self-written tools. Linear fractals from my : "3D IFS studio" and "3D DTIFS" (dragon trees), non-linear IFS from "3D RJIFS" (3D rev Julia).
Datoteka vsebuje še druge podatke, ki jih je verjetno dodal za njeno ustvaritev oziroma digitalizacijo uporabljeni fotografski aparat ali optični bralnik. Če je bila datoteka pozneje spremenjena, podatki sprememb morda ne izražajo popolnoma.