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Theorem RMA-2

⊦ eqd(s, dom(a), s0) ∧ s(nam, ag) = s0(nam, ag) ∧ alter(dom(a), nam, ag) → 〈STEP#(s, a; s2)〉 〈STEP#(s0, a; s3)〉 s2(nam, ag) = s3(nam, ag)