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In a Boolean ring (R,+,⋅,0,1)(R, +, \cdot, 0, 1)(R,+,⋅,0,1), addition represents exclusive OR (P⊕Q=P+QP \oplus Q = P + QP⊕Q=P+Q) and multiplication represents conjunction (P∧Q=P⋅QP \land Q = P \cdot QP∧Q=P⋅Q). Which of the following polynomials represents the classical implication (P  ⟹  Q)  ⟹  Q(P \implies Q) \implies Q(P⟹Q)⟹Q?