- Oct 9, 1999
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Five pirates have 100 gold coins. they have to divide up the loot. in order of seniority (suppose pirate 5 is most senior, pirate 1 is least senior), the most senior pirate proposes a distribution of the loot. they vote and if at least 50% accept the proposal, the loot is divided as proposed. otherwise the most senior pirate is executed, and they start over again with the next senior pirate. what solution does the most senior pirate propose? assume they are very intelligent and extremely greedy (and that they would prefer not to die).
To make this possibly clearer, all live pirates can vote each time, and they aren't allowed to do anything else a regular pirate might do.
To make this possibly clearer, all live pirates can vote each time, and they aren't allowed to do anything else a regular pirate might do.