[nyrikki]

Do the same with three or more attractors or exit basins and you will find that even with a 0 or negative Laponov exponent (non-chaotic), some systems are indeterminate.

While typically taught as chaotic, Newton's fractal is probably the most accessible example.

No matter how small your epsilon is, your piece of the continua will either contain one root or all roots.

It is an indecomposable continua.

Predator pray with fear and refuge is an example where you hit this in numerical systems.