 Some contextualizers, like Burns (1991), make use of the idea that a predicate’s sharp boundaries never lie where one is looking, to defend a purely pragmatic analysis of the sorites paradox that leaves classical semantics and logic intact; others see consequences for logic and semantics and advocate a non-classical approach. Shapiro’s (2006) book develops a dynamical contextualist theory employing a distinctive variant of supervaluationist logic and semantics to provide a type (2) solution to the paradox. Soames (1999) appeals to context-sensitivity to defend a three-valued logic of vague predicates, postulating boundaries between the determinate exemplars, the determinate non-exemplars, and the borderline cases. Coupled with Kleene’s strong, three-valued semantics, this non-classical contextualism denies the truth of the universally quantified major premise of the paradox while nonetheless also denying its falsity. (Tappenden [1993] suggests a similar three-valued approach that appeals to context to explain the apparent truth of the universally quantified premise, but his use of the notion of context here differs subtly from that of Kamp and Soames.) The conditional sorites also admits of solution. Accepting the standard three-valued truth-conditions for the universal quantifier, Soames (1999) takes the conditional sorites to have some non-true conditional premise.