In the dynamical systems theory, Thomas' cyclically symmetric attractor is a 3D strange attractor originally proposed by René Thomas. It has a simple form which is cyclically symmetric in the x,y, and z variables and can be viewed as the trajectory of a frictionally dampened particle moving in a 3D lattice of forces. The simple form has made it a popular example.

#The algorithm

const b = 0.19; const next = (x,y,z) => { const dx = -b * x + Math.sin(y); const dy = -b * y + Math.sin(z); const dz = -b * z + Math.sin(x); return {dx,dy,dz}; };