 The puzzle cases are puzzle cases because they bring into putative conflict intuitions all of which we want to subscribe to. Consider a statue and the collection of atoms that constitute it. We wish to say that the statue is identical with the collection of atoms. We also wish to say that the statue, but not the collection, can survive the loss of one atom belonging to that collection. Leibniz's Law appears to force us to renounce one of these intuitions. Thomas Sattig argues for a compatibilist view according to which we can hold on to both intuitions without giving up, or modifying, Leibniz's Law. We can do so by relativising identities to different perspectives. From the ordinary object perspective the statue is distinct from the atoms that constitute it. From the material object perspective the statue is identical with the atoms that constitute it.