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Your job is to arrange n ill-behaved children in a straight line, facing front. You are given a list of m statements of the form "i hates j". If i hates j, then you do not want put i somewhere behind j, because then i is capable of throwing something at j.
(a) Give an algorithm that orders the line, (or says that it is not possible) in O(m + n) time.
(b) Suppose instead you want to arrange the children in rows such that if i hates j, then i must be in a lower numbered row than j. Give an efficient algorithm to find the minimum number of rows needed, if it is possible.
Inner class listeners can be shortened using anonymous inner classes
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Print the captured information to the screen.
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