 When Quine answers “everything” to the fundamental ontological question of what there is, he presumably intends the quantifier to range unrestrictedly over all objects at once. This observation applies to ontological inquiry more generally. When a nominalist asserts that there are no mathematical objects, she does not intend the thesis to be qualified by a restriction to a domain of concrete objects; otherwise, the thesis would be devoid of interest. But unrestricted quantification is not a very common phenomenon outside highly theoretical contexts such as logic and ontology. Take a typical use of a quantifier expression in English as exemplified in a typical utterance of the sentence: