Another ingenious idea, suggested by Hawley, is that the two spheres be redescribed as a simple extended object, contrary to the intuition that a simple extended object must have a connected location (Markosian 1998). Once again, Adam’s argument then implies that this redescription holds even of discernible objects of the same kind, threatening us with the somewhat counter-intuitive monist thesis that the universe is just one simple object. (For discussions of this latter thesis, see Potrc and Horgan 2008 and Schaffer 2008, §2.1.)