 Many-valued logicians have long contended that local indeterminacy is incompatible with the law of excluded middle. Fine’s (1975) supervaluationism was designed to reconcile the two. But now Fine concedes the incompatibility. Unlike the many-valued logician, Fine blames all the inconsistency on local indeterminacy. Indeed, Fine continues to think the law of excluded middle is undeniable (which is not to say it must be affirmed). What Fine does deny is conjunctive excluded middle: (\(B \vee \neg B) \wedge (C \vee \neg C) \wedge (D \vee \neg D) \wedge \ldots\). For this principle implies that there is a sharp cut-off in a forced march sorites paradox.