Consider the test of H0 (8.1) versus H1: τ > 0 based on K for the following n = 10 (X, Y) observations: (1.5, 6), (1.9, 4), (2.3, 6), (2.7, 12), (1.5, 13), (1.8, 16), (3.6, 16), (4.2, 9), (4.7, 0), and (4.0, 3). Compute the P-values for the competing K-procedures based on either (a) using Q∗ (8.17) counts of zero, as recommended in the Ties portion of this section, or (b) dealing with the tied X and tied Y observations in a conservative manner, as presented in Comment 11. Discuss the results.