# Dadras Attractor

The Dadras attractor was introduced in 2009, it is notable for the ability to generate two, three, or four-scroll (or “winged”) attractors by varying one parameter.

$$ \begin{align*} \dot{x} &= y-ax+byz\\ \dot{y} &= c+z(1-x)\\ \dot{z} &= dxy-ez \end{align*} $$

In the above demo the constants:

$$ a = 3,\ b = 2.7,\ c = 1.7,\ d = 2,\ e = 9. $$