 Advocates of the safe indication theory accept the gist of the tracking theorist explanation of the appeal of skepticism but retain the principle of closure. One reason skepticism tempts us is that we tend to confuse CR with SI (Sosa 1999, Luper 1984, 1987c, 2003a). After all, CR—if p were false, R would not hold—closely resembles SI—R would hold only if p were true. When we run the two together, we sometimes apply CR and conclude that we do not know that skeptical scenarios do not hold. Then we shift back to the safe indication account, and go along with skeptics when they appeal to the principle of entailment, which is sustained by the safe indication account, and conclude that ordinary knowledge claims are false. But, as Moore claimed, skeptics are wrong when they say we do not know that skeptical hypotheses are false. Roughly, we know skeptical possibilities do not hold since (given our circumstances) they are remote.