 Suggestions as to how to compute nonbasic intrinsic value in terms of basic intrinsic value of course presuppose that there is such a thing as basic intrinsic value, but few have attempted to provide an account of what basic intrinsic value itself consists in. Fred Feldman is one of the few (Feldman 2000; cf. Feldman 1997, pp. 116–18). Subscribing to the view that only states of affairs bear intrinsic value, Feldman identifies several features that any state of affairs that has basic intrinsic value in particular must possess. He maintains, for example, that whatever has basic intrinsic value must have it to a determinate degree and that this value cannot be “defeated” by any Moorean organic unity. In this way, Feldman seeks to preserve the idea that intrinsic value is summative after all. He does not claim that all intrinsic value is to be computed by summing basic intrinsic value, but he does insist that the value of entire worlds is to be computed in this way.