A Bit Vector Framework is a special instance of a Monotone Framework where L = (P(D), C) for some finite set D and where is either Cor 2, and F= {f: P(D) P(D)| 3Y, Y CD: VY CD: f(Y)= (YNY)UY}} Show that the four classical analyses of Section 2.1 are Bit Vector Frame- works. Show that all Bit Vector Frameworks are indeed Distributive Frame- works. Devise a Distributive Framework that is not also a Bit Vector Frame- work.