Let X be a binomial (n, 0) variable, with parameter space 0.2 ≤ 0 ≤ 0.7. Let X = X/n and T(x) = x/n, if 0.2 ≤x/n ≤ 0.7 0.2, if x/n < 0.2 0.7, if x/n > 0.7. Suppose the loss function is L(0, d) = h(|d0|), where h(.) is a strictly increasing function. Prove that T(X) dominates X.