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Commit 685452cc authored by Philippe Dosch's avatar Philippe Dosch
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Ajout tip pour dépôt clé publique

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ed25519_brut.png 0 → 100644
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22.2 KiB

excalidraw/partie_cle.excalidraw 0 → 100644
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View file @ 685452cc
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",
"created": 1742830900422,
"lastRetrieved": 1742830900422
}
}
}
\ No newline at end of file
excalidraw/partie_cle.png 0 → 100644
+ 0
− 0
View file @ 685452cc
excalidraw/partie_cle.png

51.9 KiB

partie_cle.png 0 → 100644
+ 0
− 0
View file @ 685452cc
partie_cle.png

51.9 KiB

ssh.tex
+ 8
− 2
View file @ 685452cc
......@@ -68,9 +68,15 @@
Pour pouvoir communiquer \emph{via} SSH avec un serveur, il est
nécessaire d'y déposer sa clé publique (le contenu du fichier
\ex{id\_rsa.pub} ou \ex{id\_ed25519.pub})
\end{itemize}
\begin{center}
\includegraphics[width=9cm]{partie_cle.png}
\end{center}
\vspace*{-3mm}
\begin{itemize}
\item
Les serveurs proposent généralement d'effectuer ce dépôt
\emph{via} une interface Web
Les serveurs proposent d'effectuer ce dépôt \emph{via} une
interface Web
\item
À chaque connexion SSH, la \emph{passphrase} sera demandée
\item
......
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