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let let let UnivCD THEN ExRepD THEN Try (Complete tac) THEN Unfold `alle-at1` 0 THEN BackThru Thm* Thm* THEN Try (Complete tac) THEN All (Unfold `alle-at`) THEN Try (Complete tac) THEN InstHyp [pred(e)] -5 THEN EsAuto THEN Subst ((x after pred(e)) = (x when e)) -1 THEN EsAuto THEN tac |
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