  In this paper we study solution attempts for a problem posed by Ali Enayat:
can there be a finitely axiomatized consistent sequential theory that
interprets itself plus the (sentential or non-uniform) Tarski biconditionals?
We provide a basic framework for the study of this question and discuss some
solution attempts. We connect the question with some interesting conjectures.
We briefly touch upon what happens if we consider uniform biconditionals.
