UCT is parallel to ZFC
In UCT I place an e with a point p. E is not p so it does not combine with p. Then e cannot combine with e either. This does not break the law of Identity though as e is different from p, it exists on two conceptual levels. Then one e is the place of places, a higher level to place and the other e is another form of place. They can switch identities. Then this understanding makes UCT parallel to ZFC.