05/06/2019
Three thieves got to their hideout with their daily loot. Together they stole more than 100 gold coins. Each one had his own coins in a bag. None of them had more than 60 coins. After falling asleep, the first thief woke up, stole half of the coins from each of the other two thieves' bags and put them in his bag. After going back to sleep, the second thief woke up, stole half of the coins from each one of the other bags and put it in his own bag. Then the third thief woke up and did the same, took half of the coins from the other two bags and put them in his own. When they woke up in the morning, each thief had the same amount of coins as the amount he went to sleep with. How many coin they had to begin (or to end) with?
Found on Google from allevents.in
