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@ -2209,6 +2209,20 @@ Proof.
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reflexivity. contradiction H6. reflexivity. reflexivity.
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rewrite H7 in H.
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assert ({b=b6} + {~ b=b6}). apply bool_dec. destruct H8. rewrite e in H.
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replace (hd ++ [b6; b6; b6; b5; b6; b5; b5; b6]
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++ [b6; b5; b5; b6; b5; b6; b6; b6] ++ tl)
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with (hd ++ [b6] ++ [b6] ++ [b6]
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++ [b5; b6;b5;b5;b6;b6; b5; b5; b6; b5; b6; b6; b6] ++ tl) in H.
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apply tm_step_cubefree in H. contradiction H. reflexivity.
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apply Nat.lt_0_1. reflexivity.
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assert (b = b5). destruct b; destruct b5; destruct b6.
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reflexivity. reflexivity. contradiction n1. reflexivity.
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contradiction H1. reflexivity. contradiction H1. reflexivity.
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contradiction n1. reflexivity. reflexivity. reflexivity.
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rewrite H8 in H.
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(*
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Lemma tm_step_proper_palindrome_center :
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forall (m n k : nat) (hd a tl : list bool),
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