An election with five candidates (A, B, C, D, and E) is decided using the method of pairwisẽ compur that A loses three pairwise comparisons and ties none, B loses one and ties none, C loses two and ties one, and D loses one and ties one. Assume that E ties none. (a) Find how many pairwise comparisons E loses. (b) Who was the winner of the election? (a) E loses pairwise comparison(s) (Type a whole number.)

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