*Note: It would help to know a little bit about fractals to appreciate this post.*

Ever wanted to create a fractal? For those who are not aware of fractals think of it as a special figure that retains its form no matter how much zoomed in you are, a property known as self-similarity. Don’t believe me, check out this and this.

Quite mind boggling in itself, now if someone told you that this can be generated by a random algorithm!! I had to check it out for myself, so I used the familiar and easy to use Processing programming language to test it. You can read about the algorithm here, it basically involves a moving point whose direction is determined by rolling a dice. The point moves half distance towards one of the three vertices of a triangle When the dice has been rolled a sufficient number of times, you can see the Sierpinski Triangle. In this case the main triangle can be broken into 3 triangles which look like the original triangle and sub-triangle can be broken into 3 more similar triangles. See for yourself ……………..

**http://www.openprocessing.org/visuals/iframe.php?visualID=46948&width=400&height=400&border=true**

Here are some screen shots;

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