 Even if the idea of a set-correlate helps to solve this particular problem, it seems that no neo-Meinongian theory is able to block another problem that stems from letting the identity of such an object depend on the properties in terms of which it is characterized. Take Jorge Luis Borges’s famous story of a man called Pierre Menard who happens to write a text that is word for word identical with Miguel Cervantes’s Don Quixote. Assume, in this variant of Borges’s story, that Menard and Cervantes are unknown to each other, even though they live in the very same town; one can even suppose that they are neighbors. In that case, the Borges story describes a situation in which one and the same set of properties corresponds to different fictional objects: Cervantes’s Don Quixote and Pierre Menard’s Don Quixote are two distinct fictional characters who, nonetheless, share all the properties they have in the respective works. (The ‘Menard’ case was first mentioned in this context by Lewis (1978: 39). As a problem for the identity of fictional objects, it was then exploited by Fine (1982: 107); see also Thomasson (1999: 7, 56).) In this case, claiming that fictional objects are set-correlates rather than mere property sets does not solve the problem, for we have only one set-correlate, yet two distinct objects.