 Extended simples face a problem arising from qualitative variation. Multilocated entities face a similar problem. One might think that if multilocation is possible, then there should be a possible situation involving a thing o1 exactly located at a region r1 and a thing o2 exactly located at a disjoint region r2, such that o1 is white, o2 is grey, and o1=o2. (Again, change in color is just a placeholder.) Since it's impossible for a single thing to be both white and grey, one might continue, no such situation is possible. This might lead one to conclude that multilocation itself is impossible.