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Last video I left you with a puzzle. The setup involves two sliding blocks in a perfectly idealized world where thereamp;#39;s no friction and all collisions are perfectly elastic, meaning no energy is lost. One block is sent towards another smaller one, which starts off stationary and thereamp;#39;s a wall behind it, so that the smaller block bounces back and forth until it redirects the big blockamp;#39;s momentum enough to fully turn around, sailing away from the wall. If that first block has a mass which is a power of 100 times the mass of the second, for example a million times as much, an insanely surprising fact popped out. The total number of collisions, including those between the second mass and the wall, has the same starting digits as pi. In this example thatamp;#39;s 3141 collisions. If that first block was a trillion times the mass, it would be 3,141,592 collisions before this happens. Almost all of which happen in one huge unrealistic burst. And speaking of unexpecte
