  In this paper we address a deeply interesting debate that took place at the
end of the last millennia between David Mermin, Adan Cabello and Michiel
Seevinck, regarding the meaning of relationalism within quantum theory. In a
series of papers, Mermin proposed an interpretation in which quantum
correlations were considered as elements of physical reality. Unfortunately,
the very young relational proposal by Mermin was too soon tackled by specially
suited no-go theorems designed by Cabello and Seevinck. In this work we attempt
to reconsider Mermin's program from the viewpoint of the Logos Categorical
Approach to QM. Following Mermin's original proposal, we will provide a
redefinition of quantum relation which not only can be understood as a
preexistent element of physical reality but is also capable to escape Cabello's
and Seevinck's no-go-theorems. In order to show explicitly that our notion of
ontological quantum relation is safe from no-go theorems we will derive a
non-contextuality theorem. We end the paper with a discussion regarding the
physical meaning of quantum relationalism.
