I investigate the possibility that the apparent unique scope‐taking abilities of indefinites can be explained in terms of quantifier domain restriction, without departing from the classical view of indefinites as existential quantifiers over individuals whose scope is syntactically constrained in the same way as other quantifiers. The key idea is that when the domain of a quantifier is reduced to a singleton set, it becomes effectively scopeless. Indefinites, on this view, are freer than other quantifiers to make use of this option. I argue that alternative accounts which put the action in the semantics or the syntax of indefinites still need a pragmatic mechanism of quantifier domain restriction, so that to demonstrate the necessity for such approaches, one needs to explain why domain restriction down to singletons is not possible.