A blind man goes to a store and buys 3 pairs of black socks and 3 pairs of white socks. Each pair is tied in a rubber band. The man happens to bump into another blind man on his way out. This other blind man is returning the 3 pairs of black socks and 3 pairs of white socks that are identical to the previously mentioned pairs. When they bump into each other, they dropped their socks. How do they both assuredly get 3 pairs of black socks and 3 pairs of white socks without getting any assistance?

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If you place 8 dice into a box (4 on the bottom and 4 on the top), what is the probability that on 2 faces of the box, you have all ones, then on the other 2, you have all twos?

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