Incredible. Is there still no solution to the Newton's cradle like problem with magnets?
Stick around for the end of the video where he demonstrates an equally incredible and (at the time of the lecture) unexplained phenomenon with "chiral tippe tops".
> The tennis racket theorem asserts that when rotating a rigid body with three distinct moments of inertia, the rotation around the axes with the largest or smallest moments of inertia is stable, but the rotation around the axis with the intermediate moment of inertia is unstable.
src: https://plus.google.com/+TerenceTao27/posts/e3GLg4Ki4dj
Does not explain chirality... I didn't watch the original video so closely, sorry.