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authorfilliatr2003-12-16 15:54:06 +0000
committerfilliatr2003-12-16 15:54:06 +0000
commit22a24e1cadd4e1206db195c9ef19ca3130eb1bc8 (patch)
treeb679e3a64f57c8738388d08cc6627cc7a518f23a /doc/Recursive-Definition.tex
parentd418004b79b5f95898eafa0b5376d5afc30cd699 (diff)
tactiques
git-svn-id: svn+ssh://scm.gforge.inria.fr/svn/coq/trunk@8401 85f007b7-540e-0410-9357-904b9bb8a0f7
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diff --git a/doc/Recursive-Definition.tex b/doc/Recursive-Definition.tex
index 6da37204fa..ba9423409e 100755
--- a/doc/Recursive-Definition.tex
+++ b/doc/Recursive-Definition.tex
@@ -87,10 +87,10 @@ Restore State Initial.
\begin{coq_example}
Theorem Ack : nat -> nat -> nat.
Intro n; Elim n.
-Intro m; Exact (S m).
+Intro m; exact (S m).
Intros p Ack_n m; Elim m.
-Exact (Ack_n (S O)).
-Intros q Ack_Sn_m; Exact (Ack_n Ack_Sn_m).
+exact (Ack_n (S O)).
+Intros q Ack_Sn_m; exact (Ack_n Ack_Sn_m).
Save.
\end{coq_example}
One can check that the term {\tt Ack} ({\it eg} : the above