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Given statements: M > N = W; J < P = N; Y > P Conclusions: I. Y > W → True (as Y > P = N = W → thus we can conclude that Y > W) II. M < Y → False (as M > N = W = P > J; Y > P = N = W → Y > N = W = P > J; M > N but the clear relation between M and Y cannot be determined) III. J > M → False (as M > N = W = P > J → J < M; thus, it is clear that the given conclusion is incorrect.) Hence conclusion I is correct
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