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slightly simplified a proof
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src/Rewriter/RulesProofs.v

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@@ -584,7 +584,7 @@ Lemma relaxed_rules_work rland rm1 rv v :
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Proof.
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intros H1 H2 H3 H4 H5 H6.
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replace (ident.cast rland v) with (ident.cast rland (ident.cast rv v)).
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- interp_good_t_step_arith. interp_good_t_step_arith. rewrite Z.land_ones.
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- do 3 interp_good_t_step_arith. rewrite Z.land_ones.
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+ replace (2 ^ Z.succ (Z.log2 (upper rland))) with (upper rland + 1).
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-- rewrite <- ident.cast_out_of_bounds_simple_0_mod.
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++ destruct rland. simpl in *. subst. apply ident.cast_idempotent.

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