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Thanks to Great Courses Plus for supporting PBS. They say that a watched pot never boils. This has now been proven true by quantum mechanics. A moving arrow is at rest. This is obviously a nonsensical contradiction. But Zeno, Greek philosopher famous for his metaphysical trolling, devised a paradox whose conclusion is just this. Heres how it goes: if you look at an arrow flying through the air at any instantaneous snapshot in time, the arrow doesnt travel any distance. If time is composed of an infinite number of these snapshots, and the arrow doesnt move in any of them, then the arrow is at rest during the entirety of its flight. The moving arrow is at rest. Nowadays, most physicists and mathematicians dont really see Zenos arrow as paradoxical. We think of an instant as a vanishingly small interval of time, then during that time the moving arrow travels a vanishingly small distance - but the vanishingly small part cancels out and the arrows instantaneous velocity is very re