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Another Logic Puzzle
Three perfect logicians are each given a number stuck to their forehead. They are told that all three numbers are distinct positive integers such that two of them add to the third.
Logician A looks at B and C and says "I do not know what my number is." Logician B looks at A and C and says "I do not know what my number is." Logician C looks at A and B and says "Then my number must be 50". Logician A and B then both say, "Ah ha, my number must be _____", where "____" is different for the two logicians (obviously). 1) How did C figure out his number? 2) What are A and B's numbers? 3) How did they figure out their numbers? |
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