 It seems apparent that I do not know not-win, I will not win the state lottery tonight, even though my odds for hitting it big are vanishingly small. But suppose my heart’s desire is to own a 10 million dollar villa in the French Riviera. It seems plausible to say that I know not-buy, I will not buy that villa tomorrow, since I lack the means, and that I know the conditional, if win then buy, i.e., tomorrow I will buy the villa if I win the state lottery tonight. From the conditional and not-buy it follows that not-win, so, given closure, knowing the conditional and not-buy positions me to know not-win. As this reasoning shows, the unknowability of claims like not-win together with the knowability of claims like not-buy position us to launch another challenge to closure.