Center court at Wimbledon is buzzing with excitement. The dream finale between Alassi and Bicker is about to begin. The weather is fine, and both players are in top condition. In the past, these two players have competed multiple times under similar conditions. On the basis of past outcomes, you know that 0.631 and 0.659 give the respective probabilities that Alassi and Bicker will win their own service points when playing against each other. Use computer simulation to determine the probability of Alassi winning the finale. Now assume that the first set has been played and won by Alassi, and that the second set is about to begin. Bookmakers are still accepting bets. What is now Alassi's probability of winning the finale?