 Defenders of the pluralist response to these puzzles may, by similar reasoning, be led to accept that, in special cases, two objects of the same kind can coincide. Suppose, for instance, that we have a fantastically big net (Thin) with very thin netting. We then roll it up into a long rope, and we weave that rope into a smaller net (Thick) with a thicker weave. Since the nets intuitively have different modal properties—Thin, but not Thick, can survive the unraveling of the thicker net—the same sort of reasoning that leads one to reject MC2 underwrites an argument that the nets are not identical. In other words, there are two exactly colocated objects, both of which are  nets.[25]