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Consider a Dunn-Belnap valuation w where w(p) = T , w(q) = B , w(r) = N...

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Consider a Dunn-Belnap valuation ww where w(p) = Tw(p) = T, w(q) = Bw(q) = B, w(r) = Nw(r) = N, and w(s) = Fw(s) = F. What is w((\neg q \wedge p) \vee (s \vee \neg\neg r))w((\neg q \wedge p) \vee (s \vee \neg\neg r))?

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