 Earlier we glossed ‘x is exactly located at y’ as ‘x has (or has-at-y) the same size and shape as y, and stands (or stands-at-y) in all the same spatiotemporal relations to things as does y’. Thus spheres are exactly located only at spherical regions, cubes only at cubical regions, and so on. When an entity is said to be multilocated, then, it is said to stand in this relation to each of several regions: informally put, it has the same size, shape, and position as region r1; it has the same size, shape, and position as region r2; and so on. No claim is made to the effect that the object is exactly located at the fusion of r1, r2, …, or at any proper parts of any of these regions.