Group A ⊗ E\textbf{Group} \; A \; \otimes \; EGroupA⊗E
AutoInverse A ⊗ E\textbf{AutoInverse} \; A \; \otimes \; EAutoInverseA⊗E
pred BooleanGroup(A: set univ, f: univ->univ->univ, E: univ) { Group[A,f,E] AutoInverse[A,f,E] }
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