I played a 'board' game with the Mrs the other day. I would love to what the odds were of what happened when we were determining who went first. The game consists of 106 tiles. 8 sets of numbers 1-13 and 2 'jokers'. These were all placed facedown on the table in random order, and we pick one each to see who has the higher number and thus gets to start. This time however we both picked the same number (as each other, not literally the same number) on 3 successive occasions. Eventually at the 4th attempt, who should start was decided. I think the odds on this happening must be huge, but I don't know how huge. Anyone know? Quids might if he reads this! PS Each time we selected a tile of the same number they were returned to the table, so we were always selecting from a total of 106.