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.
That (or the isomorphic strategy) would be the perfect strategy for two prisoners, and they would have a 50% chance of survival.
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What about four prisoners opening two envelopes?
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Work toward the middle? So prisonor 1 opens 1 and 4?
End of conversation
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