 As already noted in connection with supervaluationism, theories that abandon bivalence have been charged with having to reject the required Tarskian constraint on truth encapsulated in his T-schema: ‘p’ is true if and only if p. The rejection of bivalence in the context of the T-schema is said to lead to absurdity (Williamson 1994a: ch. 7; see Wright 1994 for criticism). This charge applies more generally to any non-bivalent theory of vagueness coupled with the T-schema. If validated, the pressure to abandon bivalence in the presence of vagueness would then cast doubt on a deflationary account of truth. Many will find this consequence untoward. Field (2008), for example, is devoted to saving this account of truth from a range of paradoxes and rejects a truth-value gap approach.