Now, recall that by Theorem 3.5, under our background assumptions, Ω-validity is generically invariant. It follows that given our background theory, the notion of generic multiverse truth is robust with respect to Π2-statements. In particular, for Π2-statements, the statement “φ is indeterminate” is itself determinate according to the generic multiverse conception. In this sense the conception of truth is not “self-undermining” and one is not sent in a downward spiral where one has to countenance multiverses of multiverses. So it passes the first test. Whether it passes a more challenging test depends on the Ω Conjecture. 