Ltac unfold_right_sepcon A :=
 lazymatch A with
 | (?B * ?C)%logic => let x := unfold_right_sepcon C
                               in let y := constr:(B :: x)
                               in y
 | ?D => let y := constr:(D::nil) in y
end.Ltac pull_left A :=
 (* For some reason in Coq 8.4pl3 and perhaps other versions,
  this works better than the version in log_normalize
  which is simply,
   repeat rewrite <- (pull_right A) || rewrite <- (pull_right0 A)
  and which sometimes fails when the terms get complicated.
 *)
  repeat match goal with
  | |- context [?Q * ?R * A] => rewrite <- (pull_right A Q R)
  | |- context [?Q * A] => rewrite <- (pull_right0 A Q)
  end.

Lemma pull_left_special: forall A B C : mpred, (B * (A * C)) = (A * (B * C)).