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In this paper, we show how to construct for a given consistent theory $U$ a$\Sigma^0_1$-predicate that both satisfies the L\"ob Conditions and the KreiselCondition ---even if $U$ is unsound. We do this in such a way that $U$ itselfcan verify satisfaction of an internal version of the Kreisel Condition.

The Absorption Law, or How to Kreisel a Hilbert-Bernays-L\"ob