Last week , I showed a program I was working on to generate deJong attractor images. I mentioned I’d be working on adding some color. I am not there yet! This is a mere stop to take a breather, and to talk about an intermediate step: smoothing the image. Here is one of my images from last week: While interesting, there are some problems here. I am just calculating points, and as each one is calculated, I draw it on the canvas, even if it has already been drawn.

In my last post , we played The Chaos Game and ended up with a Sierpinski Triangle. It’s quite nice as far as it goes, but there is not a lot of variation and visual interest beyond the initial surpise of finding it buried in the chaos at all. This time around, lets look at the de Jong attractor. First, some terminology! An Attractor is a dynamic system with a set of numeric values to which the system tends to evolve over time, no matter what state it starts in.