Documentation: sharedsubtree: Convert notes to note directive

While a few of the notes are already in reST syntax, others are left
intact (inconsistent). Convert them to reST syntax too.

Signed-off-by: Bagas Sanjaya <bagasdotme@gmail.com>
Signed-off-by: Jonathan Corbet <corbet@lwn.net>
Link: https://lore.kernel.org/r/20250819061254.31220-6-bagasdotme@gmail.com

diff --git a/Documentation/filesystems/sharedsubtree.rst b/Documentation/filesystems/sharedsubtree.rst
index b09650e285341c62f8411b6d61fe53f8de121fe8..8b7dc915908377ab66f1ae6822f1b7b3f2e7c651 100644 (file)
--- a/Documentation/filesystems/sharedsubtree.rst
+++ b/Documentation/filesystems/sharedsubtree.rst
@@ -43,9 +43,10 @@ a) A **shared mount** can be replicated to as many mountpoints and all the
 
      # mount --make-shared /mnt
 
-   Note: mount(8) command now supports the --make-shared flag,
-   so the sample 'smount' program is no longer needed and has been
-   removed.
+   .. note::
+      mount(8) command now supports the --make-shared flag,
+      so the sample 'smount' program is no longer needed and has been
+      removed.
 
    ::
 
@@ -242,8 +243,9 @@ D)  Versioned files
 The section below explains the detailed semantics of
 bind, rbind, move, mount, umount and clone-namespace operations.
 
-Note: the word 'vfsmount' and the noun 'mount' have been used
-to mean the same thing, throughout this document.
+.. Note::
+   the word 'vfsmount' and the noun 'mount' have been used
+   to mean the same thing, throughout this document.
 
 a) Mount states
 
@@ -885,8 +887,12 @@ A) Datastructure
    non-NULL, they form a contiguous (ordered) segment of slave list.
 
    A example propagation tree looks as shown in the figure below.
-   [ NOTE: Though it looks like a forest, if we consider all the shared
-   mounts as a conceptual entity called 'pnode', it becomes a tree]::
+
+   .. note::
+      Though it looks like a forest, if we consider all the shared
+      mounts as a conceptual entity called 'pnode', it becomes a tree.
+
+   ::
 
 
                         A <--> B <--> C <---> D