You walk into a dark room in which 100 coins are scattered around on the floor. You are told that 10 of them have “heads” on top, and that 90 have “tails”. Your mission is to separate the coins into two groups such that the amount of coins showing “heads” are equal in each group. You cannot see, feel, smell, taste or hear on which side the coins are. Can you perform the mission in a way that it will always work?
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