In this episode of pplpod, we explore Newcomb’s Paradox, the famous thought experiment that turns a simple choice between two boxes into a full-blown crisis about logic, free will, prediction, and rational decision-making. The setup seems easy at first: one transparent box contains $1,000, while an opaque box either contains nothing or $1 million. You can take both boxes or only the opaque one. The catch is that a nearly infallible predictor has already guessed your choice and filled the boxes accordingly. If it predicted you would take both, the opaque box is empty. If it predicted you would take only the opaque box, it contains the million. The episode explains why this problem, first developed by William Newcomb and later popularized by Robert Nozick and Martin Gardner, continues to divide philosophers because both answers feel obviously corre ...