11.16.09

Make a fractal of your own.  It should have a base that is self-similar (like a triangle or a square – no circles).  Decide whether you want to remove or add area.  You can use the Koch Snowflake or the Sierpinski Gasket as your inspiration.  Either way, it needs to obey a simple rule and increase in detail as the iterations increase. It should NOT simply shrink – so your rule can’t be to remove the outer layer, for example.  It must become more detailed with each iteration, not simply smaller.

Bring to class a clean, neatly drawn version of your fractal.  If you know how, feel free to use the computer to draw it.  Include at least 4 iterations.