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He gives this useful visualization where he shows that the cube-with-attached-streamers example (which I've seen before) can be expanded to like, a high-N N-gon with a streamer on each face. So I imagine a 3D grid of 26-gons, each streamered to its adjacent/adjacent-diagonal neighbors. Then I imagine every n-gon simultaneously spinning with *random* orientations and speeds. Do they avoid tangling?

PBS-ST-G suggests thinking about phase, not rotation. But does my 26-gon idea *work*? (2/3)