03:41 <@Calamarain> OK, my puzzle concers pirates (yarrrr) 03:41 <@Calamarain> Civilised pirates, in fact! 03:41 <@Eidolos> nonsense 03:42 <@Calamarain> You've got a group of logical rational pirates. All pirates know that all other pirates are logical and rational, and they know that they know that, etc 03:42 <@Calamarain> When dividing the spoils, there is a specific pecking order, from n to 1 (where n is the fiercest of the n pirates) 03:43 <@Calamarain> He proposes a division of the spoils, and everyone votes yay or nay. (proposer wins ties). If his proposal is accepted, it goes through, otherwise he's thrown overboard. 03:43 <@Calamarain> Now, pirates like others being thrown overboard, but they like gold more. 03:43 <@Eidolos> wait 03:43 <@Calamarain> And they also have an interest in not being thrown overboard. 03:43 <@Eidolos> do you mean that each pirate n to 1 does this proposition in order? 03:43 <@Eidolos> you kinda made a leap there 03:43 <@Calamarain> Eidolos: Pirate n makes a proposal. 03:43 <@Calamarain> All pirates vote on it. 03:44 <@Calamarain> If it succeeds, woot. If it fails, n is thrown overboard, and then n-1 makes a proposal. 03:44 <@Eidolos> aye aye 03:44 <@Calamarain> All the way down to pirate 1 03:44 <@Calamarain> Now, assume you have 10 pirates. And 100 diamonds (indivisible, can't be cut up) 03:44 <@Calamarain> What will pirate n propose? 03:45 <@Calamarain> (pirate 10) 03:45 <@Eidolos> hmmm 03:45 <@Eidolos> I'll PM an answer if I think of it so as not to spoil it 03:45 <@Calamarain> :) 03:45 <@Calamarain> Remember, these are logical pirates. 03:45 <@Eidolos> yeah 03:46 <@Calamarain> Oh, and in case I didn't make it explicitly clear - if a pirate proposal is accepted, it ends. The loot is divided. 03:48 <@Calamarain> I'll give a hint - the answer is not an intuitive one. 03:48 <@Eidolos> shh :) 03:49 <@Calamarain> I'll give a further hint - you do not need to assume that the pirates are Belgian