Abstract

Across-the-Board (ATB) movement from coordinate structures is usually subject to an identity requirement: the same element must be extracted from each conjunct. In this paper I show that there are cases in which the identity requirement appears not to be met, in that different answers can be felicitously given to a single ATB question. I show that the non-ATB readings are instances of sloppy identity of the argument of a functional wh, and are subject to grammatical restrictions