- [ ] If something (X) equals itself then every other thing must be different from it. If every other thing is different from it, then it must be unique. If it is unique, no other thing can be equal to it. If all things equal themselves (X = X, Y = Y, Z = Z, etc), then all things are necessarily unique. If all things are unique, their uniqueness must be derived from everything they are not. If their uniqueness is derived from everything they are not, then everything they are not must be what they are, for things only exist insofar as they are unique. Therefore, everything is what everything is not, and what everything is not is what everything is.
