OK, so here’s the answer: as Pirate #1, the most junior pirate, you can actually make off with 98 gold coins, out of the original 100, if you make the correct proposal. If you’re Pirate #5, who are you afraid of? And who might be your friend?Īnd if you’re Pirate #4? Who are you afraid of, and who might be your friend? Well, who are the other pirates most afraid of? You have to figure out if there’s some way that you can get leverage against the other pirates. You might as well accept you aren’t getting anything.īut maybe you do have leverage as the little pirate. If that’s true, then you’re totally out of luck as pirate 1.
#Pirates gold coins free
But why should the other four go for this when, at a minimum, there are five free coins in it for them if they just get rid of you?įor that matter, why shouldn’t that be true for pirate 2 also, if pirates 3-5 have a clear majority between the three of them? After all, why is it in any of pirate ’s interest to hear your proposal at all? Why shouldn’t they just vote you overboard no matter what, so that there are fewer pirates to share treasure with?įor instance, you could propose a fair split of. It probably feels like you have zero leverage. If you scroll down more, I will provide the answer.)
(If you scroll down a little bit, I will provide some clues. You are the most junior pirate, and you get to make the first proposal. But they also abide by pirate code: if a proposal passes voting, they will honour it. Obviously, they all care more about maximizing their own treasure than about their fellow pirates. Recall that these pirates used to run hedge funds, so they are all very smart (in this domain, anyway) and think rigorously through each proposal. And if that proposal fails, it goes to pirate #3, and so on. Alternately, if a clear majority votes against the proposal, Pirate #1 is thrown overboard to the sharks, and Pirate #2 presents a proposal of his own. If a majority, or at least a tie, of the pirates vote in favour, the pirates split the treasure according to the proposal and go their separate ways. Once Pirate #1 submits his proposal, all pirates vote. (We can notate his proposal as follows:, or, for example). The split could go any way there are no rules aside from indivisibility of coins. The pirates rank themselves #1 – #5, by ascending seniority. They commit to the following proposal scheme:
#Pirates gold coins how to
Before parting ways, the pirates must decide how to divide the treasure. While plundering the boat, they uncover a chest filled with 100 identical, indivisible gold coins. Here is a riddle I think about quite often, and just might be of interest to the Gamespop crowd going forward:įive pirates (who used to be hedge fund managers before they gave up their life of sin and took up an honest profession) attack and board a ship.
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