 We should distinguish between a property of a proposition, and a property that is a constituent of a proposition. Being a proposition is a property of (i), but is not a constituent of (i). In contrast, being round is a constituent of (i), but is not a property of (i). Propositions have no shape. Can we hold that (i) and (ii) are both true compatibly with taking roundness and squareness to be intrinsic properties?