Are you interested in math, science or art? This software combines them all. Here’s how it works. Chaos is a relatively new branch of science that involves images called Fractals. A fractal is an image that is self similar. As you zoom in on the image you find it has the same relative shape over and over again. You type in an equation like x² + .5 and then click on Draw Fractal and it does the rest. I’ve made all sorts of beautiful images that make great wallpaper for your desktop. I’ve made swirls, lightning bolts, cardioids and other strange and breathtakingly beautiful shapes.

Features

• Fractal Builder - allows you to easily create your own fractals at a size that you decide
• Three color schemes to choose from for your fractal - monochrome, low color and high color, you decide!
• Slideshow - Easily play a nifty slideshow of all your fractals. Just tell the program what folder their in and any transition effect you'd like and it does the rest! How cool!!
• over 70 MB of fractal images!!
• Recognizes fractals made from polynomials up to 6th order, the famous Mandelbrot set and Newton Basins
• Zoom - zoom in on any region you'd like
• Root Finder - solve polynomial equations up to 6th order with this tool
• Draws some attractors
• Chaos tutorial for Power Point
• Fractal icons, cursors, images and sounds so you can make your own chaos desktop themes!!

Great for math, art and science teachers and students. The program is called Chaos. When you get it I recommend viewing the Mandelbrot set. It’s a built in polynomial that looks like this: x² + c and it’s the default set. It’s very complex and beautiful. Or open one of the many pre-drawn fractals from the CD. Don't miss the chance to own this fabulous chaos CD at an unbelievable price!! Have fun!!

Runs on Windows 95 or later. Includes a digital manual.

SHIPPING

Shipping is $4.95 in the USA. When purchasing multiple items shipping is $4.95 on your first four CD's so don't overpay for shipping. International friends contact for shipping to your area. Shipping may not appear automatically