 We do not only speak of individual things, we speak of many things. Sentences such as “The cheerleaders formed a human pyramid,” or “Those dogs are sick” are examples of plural predication, quantification, and reference. Some hold that some plural referring expressions are irreducible to singular predication, quantification, and reference (Boolos 1984; McKay 2005; Yi 2005). According to standard logic, “some things are F” is true only if each of those things is F. But, as McKay and others point out, “The students surrounded the building” could be true even though it is false to say of Bob (one of the students) that he surrounded the building (McKay 2005, chapter 1). Those in favor of plural logic argue that we need not countenance sums or sets to account for plural logic, rather, we can take such sentences at face value. Those tigers may be distinct from those lions, but this doesn’t require ‘the tigers’ to refer to a collection, sum, or particular thing of any stripe.