Is anybody here familiar with Moser's Worm problem? I'm trying to figure out what it's about, but I'm bad at mathematical Lingo, so don't really understand any of the few docs on it.

Am I understanding it correctly if I think it's "What is the smallest space where you can place any "1" long line, that can be bent any possible way? (Where any bending that is a rotation of a different bending counts as the same bending)