Reindent consistently bullets

wp.v

@@ -224,7 +224,6 @@ Inductive hoare_provability : Assert -> Instr -> Assert -> Prop :=
     forall pre, forall post,
     forall pre', forall post',
     forall s,
-
     (|- [| pre' |] s [| post' |]) % assert ->
       (assertImplLogical pre pre') ->
       (assertImplLogical post' post) ->
@@ -396,7 +395,8 @@ Proof.
       intros n [lastIter [notLastIter isWhile] ].
       rewrite isWhile in interpRel.
       destruct n.
-          { simpl in lastIter. simpl in interpRel; unfold MemElem in interpRel.
+      {
+        simpl in lastIter. simpl in interpRel; unfold MemElem in interpRel.
         unfold assertAnd. apply (unwrap_CpoElem Mem) in interpRel. split.
         { rewrite interpRel in preInMem; assumption. }
         { apply expr_neg_consistency; rewrite <- interpRel; assumption. }
@@ -444,7 +444,7 @@ Qed.
 Fixpoint wp (instr: Instr) (cond: Assert) : Assert := match instr with
 | skip =>
     cond
-| abort =>
+    | abort =>
     assertTop
 | assign x expr =>
     cond [[ x <- expr expr ]]
@@ -459,5 +459,7 @@ end.
 Theorem wp_correctness (instr: Instr) (post: Assert) :
   ( |= [| wp instr post |] instr [| post |] ) % assert.
 Proof.
-    (* TODO *)
 Admitted.
+
+(* vim: ts=2 sw=2
+*)