In modeling the game Chutes and Ladders on a computer, we gain insight into the nature of both games and computation. The computer version, unlike the rule bound cardboard version, is unfixed, thus allowing for the displacement of a moral overlay by a free play of algorithmic patterning. The abstraction of the model preserves a structure but unleashes a principal of variation: the computer makes every constant a variable (as Marcos Novak observes as he describes the liquefaction of architecture). The arbitrariness of particular rules becomes evident.