This is the animation of the periodic orbits of the differential
inclusion considered in our paper "Multiplicity of periodic solutions
in bistable equations" (you can download it from my list of
publications).
To see how an orbit changes with increasing h, click
on a part of the bifurcation diagram. The unstable (red) branch for small h
is subdivided into two parts, h < 1 where the orbit is trivial (identically
0) and h > 1 where the orbit has nontrivial bits.