This PR makes the `change` tactic and conv tactic use the same elaboration strategy. It works uniformly for both the target and local hypotheses. Now `change` can assign metavariables, for example: ```lean example (x y z : Nat) : x + y = z := by change ?a = _ let w := ?a -- now `w : Nat := x + y` ``` |
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| simpperf | ||
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