By John Dunn
The new pillow inn used to be simply where for a peeping tom to establish hidden cameras and watch all kinds of perverted intercourse act within the hook!
as advised to John Dunn
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2) In this section, we consider the particular case where ∆ is a (∗, s)-duality with ∗ : A × A → A and s : A → A as in the preceding sections. 1. Let X and W be two sets, A = (A, ) be a complete lattice endowed with a binary s operation ∗ : A × A → A satisfying condition (inf-d), s : A → A be an antiautomorphism such that (∗−1 u ) X W admits a left neutral element, and ∆ : A → A be a (∗, s)-duality. 3) and for any such ϕ and any f ∈ AX and w ∈ W , we have ∆ ∂ ∆ f (x0 ) = {w ∈ W | ϕ (w, x0 ) ∗−1 u f (w) = f (x0 )}.
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