 \(P\) associates with \((0,H)\) and \((0,T)\) the distribution mapping \((0,H)\) and \((0,T)\) each to \(1/2\), and associates with \((1,H)\) and \((1,T)\) the distribution mapping \((1,H)\) to \(2/3\) and \((1,T)\) to \(1/3\),