$(\theta \otimes 1)(\text{d}_1(f)) - \text{d}_1(\theta (f)) \in \Omega $ for all $f \in B'$ where $\theta \otimes 1 : B' \otimes \Omega \to B' \otimes \Omega $
$(\theta \otimes 1)(\text{d}_1(f)) - \text{d}_1(\theta (f)) \in \Omega $ for all $f \in B'$ where $\theta \otimes 1 : B' \otimes \Omega \to B' \otimes \Omega $
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