 What Wittgenstein means here is that God’s omniscience might, by calculation, find that ‘777’ occurs at the interval [\(n,n+2\)], but, on the other hand, God might go on calculating forever without ‘777’ ever turning up. Since \(\pi\) is not a completed infinite extension that can be completely surveyed by an omniscient being (i.e., it is not a fact that can be known by an omniscient mind), even God has only the rule, and so God’s omniscience is no advantage in this case (LFM 103–04; cf. Weyl 1921 [1998: 97]). Like us, with our modest minds, an omniscient mind (i.e., God) can only calculate the expansion of \(\pi\) to some \(n\)th decimal place—where our \(n\) is minute and God’s \(n\) is (relatively) enormous—and at no \(n\)th decimal place could any mind rightly conclude that because ‘777’ has not turned up, it, therefore, will never turn up.