 Some object is the round square, for, by (Z2), among objects which could never have a spatial location is an object which encodes roundness and squareness. The noun phrase, ‘the round square’, unambiguously denotes such a necessarily non-spatial object. Other noun phrases of the same kind include those which denote numbers, sets, Platonic forms, and so on. There are, however, many noun phrases which are ambiguous. They allow an interpretation under which they denote an object that is necessarily non-spatial, and also allow an interpretation under which they denote an object that is possibly spatial and possibly non-spatial. The phrase, ‘the golden mountain’, is an example. The golden mountain in one sense is an object which is necessarily non-spatial and which encodes goldenness and mountainhood. The golden mountain in the other sense is an object which actually is non-spatial but could be spatial. When we say that the golden mountain in the second sense is golden, it means that necessarily if the golden mountain is spatial, it is golden. Since, by (Z1), such an object cannot encode properties, all predications in the preceding sentence have to be understood as exemplification. Similarly with Julius Caesar’s entirely new finger satisfying (a) and (b).