There are 100 prisoners, numbered 1-100. The prisoners' numbers are written onto 100 cards, put randomly into 100 envelopes numbered 1-100. They can't communicate, but are invited, one by one, to open 50 envelopes. If any prisoner fails to find his number, they all get killed.
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2^n prisoners randomly assigned red/blue hats. The can see others', but not their own. Simultaneously, they yell red/blue/pass. Must have at least one correct guess, and no incorrect guesses.
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What are they guessing?
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