This visualization demonstrates a chaotic system based on the equations:
x' = -x² + xt + y
y' = x² - y² - t² - xy + yt - x + y
Code: _______
Current t = 0.0
For every time t, a point (x,y) is initialized to (t,t). The equation is applied to the point many times, and each iteration is drawn in a unique color.
The equations use 18 parameters to combine x², y², t², xy, xt, yt, x, y, and t terms.
You can save interesting patterns by noting their equation code.