Welcome to MeetingWords! This pad text is synchronized as you type, so that everyone viewing this page sees the same text. This allows you to collaborate seamlessly on documents! Five guys get shipwrecked on a deserted island. They start off friendly and spend the whole day collecting all the coconuts they can find. By the time it gets dark they have gotten on each other's nerves to the point that they decide to divey up their cocounts and go their separate ways. Since it has gotten dark, they decide that they will sleep and take care of the details in the morning. A little while after they all go to bed, one of them wakes up and decides that he doesn't trust the rest of them not to take all the coconuts for themselves and leave him out cold. So he goes to the pile, meticulously separates the coconuts into 5 perfectly equal piles and finds that there is one left over, so he tosses that one to a local monkey who just happened to be watching him with some curiousity. He then takes his fair 1/5 back to his bunk and squishes the pile back together. Then he goes back to his bunk and goes to sleep. By the time he falls back to sleep a second guy wakes up and has the same exact concern. He executes the same separation on the pile that is left. When he splits it into 5 piles, he also finds that there is one left over, and again tosses the extra one to the monkey. Then he takes his fair 1/5, pushes the rest of the pile back together stows his coconuts in his bunk and then he goes back to sleep. As you can guess, the next 3 guys all go through the same scenario, each of them finding exactly 1 extra coconut to the delight of the waiting monkey. Each take their fair 1/5 of the remaining coconuts and go back to sleep. In the light of morning, none of them is going to admit to their nocturnal excursions so they split the pile into 5 and amazingly, to the chagrin of the monkey, there was no extra one this time. They each take their pile, and the ones they collected during the night and went about their way never to be seen again. The puzzle is to determine what is the minimum possible number of coconuts that they started with in the pile at the beginning of the night? Extra credit if you can determine how many each of them ended up with?