The Bizarre Math of Infinite Balls

Imagine adding ten balls to a jar and removing one every minute. After an infinite amount of time, you would expect the jar to be full, but mathematically, the jar will be completely empty.

This logic puzzle highlights the strange behavior of infinite sequences called supertasks. If you carefully track which specific balls you remove, you can prove that every single ball eventually gets taken out. It sounds impossible since you are always adding more than you take, but infinity does not follow standard arithmetic. This paradox shows how our human intuition often fails when dealing with infinite sets.