doc: Add fscrypt documentation

author Christopher Hoffman <choffman@redhat.com>

Mon, 3 Nov 2025 16:47:55 +0000 (16:47 +0000)

committer Christopher Hoffman <choffman@redhat.com>

Wed, 5 Nov 2025 13:59:36 +0000 (13:59 +0000)
author Christopher Hoffman <choffman@redhat.com>
Mon, 3 Nov 2025 16:47:55 +0000 (16:47 +0000)
committer Christopher Hoffman <choffman@redhat.com>
Wed, 5 Nov 2025 13:59:36 +0000 (13:59 +0000)
diff --git a/doc/cephfs/cephfs_fscrypt_multiclient.svg b/doc/cephfs/cephfs_fscrypt_multiclient.svg

new file mode 100644 (file)

index 0000000..127c2d0
--- /dev/null
+++ b/doc/cephfs/cephfs_fscrypt_multiclient.svg
@@ -0,0 +1,4 @@
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"/></switch></g></g></g></g></g></g></svg>
+\ No newline at end of file
diff --git a/doc/cephfs/client-config-ref.rst b/doc/cephfs/client-config-ref.rst

index 2729d104469148f1b696678d8285d67de98b3d11..8539a0f11c2ff1d7096578f5dcd89fc27a833f61 100644 (file)
--- a/doc/cephfs/client-config-ref.rst
+++ b/doc/cephfs/client-config-ref.rst
@@ -38,6 +38,8 @@ Client Config Reference
  .. confval:: client_caps_release_delay
  .. confval:: client_debug_force_sync_read
  .. confval:: client_dirsize_rbytes
+.. confval:: client_fscrypt_as
+.. confval:: client_fscrypt_dummy_encryption
  .. confval:: client_max_inline_size
  .. confval:: client_metadata
  .. confval:: client_mount_gid
diff --git a/doc/cephfs/fs-volumes.rst b/doc/cephfs/fs-volumes.rst

index e372f4b082c2ae37e3fbca2fd67cf8ae940dabac..d4ad521328635cbf72071e04f44025fba40773cf 100644 (file)
--- a/doc/cephfs/fs-volumes.rst
+++ b/doc/cephfs/fs-volumes.rst
@@ -380,9 +380,14 @@ file. The case of the file name used when the file was created is preserved.
  .. note:: Setting ``--casesensitive=0`` option implicitly enables
     Unicode normalization on the subvolume.
  
-A separate encryption tag is available for use with encryption. This is to be used tagging the subvolume with
-an identifier that is useful for system administrators or other services. By default, the tag is empty. This tag
-is not required, but can be a useful step in setting up encrypted subvolumes.
+A separate encryption tag is available for use with encryption. This is to be used
+tagging the subvolume with an identifier that is useful for system administrators
+or other services. By default, the tag is empty and optional.
+
+The encryption tag can be used to identify a subvolume to its associated encryption
+master key and policy. One can map the value of enctag with a corresponding master
+key. This can then be used to unlock the subvolume. This master key may be stored
+in a secure location such as a key management server.
  
  Removing a Subvolume
  ~~~~~~~~~~~~~~~~~~~~
diff --git a/doc/cephfs/fscrypt.rst b/doc/cephfs/fscrypt.rst

new file mode 100644 (file)

index 0000000..ae9e6b9
--- /dev/null
+++ b/doc/cephfs/fscrypt.rst
@@ -0,0 +1,186 @@
+.. _fscrypt:
+
+Fscrypt Encryption on CephFS
+==========================================================
+
+Fscrypt is an encryption implementation at the file system level. This file
+system encryption allows for encrypting on a per directory level. This allows
+for file systems to have encrypted and regular non-encrypted portions. Fscrypt
+encryption encrypts file names and data contents.
+
+How fscrypt encryption works
+-------------
+
+Encryption keys
+~~~~~~~~~~~~
+
+Each fscrypt tree has a master encryption key. This master key, will provide the
+“secret” that is needed to encrypt directories. This key can be up to 256 bits
+in length.
+
+Policies
+~~~~~~~~~~~~
+
+An fscrypt root is assigned an encryption policy. This policy contains items such
+as which encryption cipher to use and a master key id. This tells the client how
+to encrypt/decrypt and to validate a given master key id to the encrypted inode.
+
+Encryption happens completely on the client side. The mds and osd are not aware
+of encryption policies or master keys. There has been minimal change to those
+server components. They continue for the most part to store file names and data
+contents (in this case happen to be encrypted).
+
+Access Semantics
+~~~~~~~~~~~~
+
+There are semantics that allow different access depending on if the client has
+the master key present for a directory or not.
+
+With the key
+
+* You can access the filesystem as you normally would.
+* You can see filenames, data contents and link targets.
+
+Without the key
+
+* You do not see plaintext file names or link targets.
+* You cannot open a file.
+* You cannot access data contents in any form, not even the encrypted versions.
+* You cannot truncate a file.
+* You will see other metadata such as times, mode, ownership, and extended attributes.
+
+.. note::
+   You cannot backup or restore without the key
+
+Learning by example
+~~~~~~~~~~~~
+
+Consider a filesystem named cephfs. A client has two master keys and two
+directories (encdir1 and encdira). Each directory can have a different encryption
+master key. For example, encdir1 can have ``key1`` and then encdira can use ``keyb``.
+Then a regular directory will also be present. Please note that regdir is an
+unencrypted directory and shown for multi-tenant purposes. Figure 1 below
+illustrates this.
+
+When a policy is set on the directory, the directory must be empty. Then any subsequent
+directories, files or links created in the subtree will inherit policy information
+from its parent directory.
+
+.. image:: cephfs_fscrypt_overview.svg
+Figure 1
+
+Key Management
+-------------
+
+Each client has a unique view of a the filesystem and the fscrypt tree. For this
+example please refer to Figure 2 below. There are three clients, the first two
+has a newer version of the CephFS client that includes the fscrypt feature
+and the third does not. The key management of the keys are on a per-client basis.
+What one client does pertaining to fscrypt the other is not aware of. Let's take
+a closer look to see the nuances in detail.
+
+The first client, Client 1, has the master key present and is able to view the
+encrypted tree transparently, this is the unlocked mode.
+
+The second, Client 2, does not have the master key and does not have full
+functionality, this is the locked mode. During locked mode, users cannot view
+plaintext filenames or data contents. When a user does things list listdir, it
+will see a hashed version of the encrypted file name. Then when an open() occurs,
+an error will be returned and operation will be denied. Things such as file
+sizes, mode, timestamps and other inode metadata will be stored plaintext and
+available in this mode.
+
+Finally, Client 3, is using an older version of CephFS client and does not have
+fscrypt feature present. In this mode, users have the same view as before, but
+are able to do some data operations to encrypted files. This mode is not
+recommend and not supported.
+
+.. image:: cephfs_fscrypt_multiclient.svg
+Figure 2
+
+CephFS Support
+-------------
+
+There are two implementations of fscrypt within CephFS. It is supported in the
+CephFS kernel client. This implementation extends capabilities that exist within
+the kernel libraries utilizes the crypto keyring.
+
+Secondly, the userspace client supports fscrypt within ceph-fuse and libcephfs.
+Both of these versions are meant to be inter-operable, but with some limitations.
+
+Userspace limitations
+-------------
+
+A custom fscrypt cli will be needed to use userspace fscrypt. This is due to
+permanent configurations in the kernel (which ceph-fuse utilize) are incorrectly
+defined. Instead, there’s a fscrypt command line utility that is maintained that
+is part of the ceph project. This version includes necessary changes to configure
+and use fscrypt.
+
+This version is available at: https://github.com/ceph/fscrypt/tree/wip-ceph-fuse
+
+Currently a subset of fscrypt ciphers are supported in user space.
+They are
+AES-256-XTS for contents
+AES-256-CBC-CTS for filenames
+Any other ciphers used during setting policy on a folder, will be rejected.
+
+How to use
+-------------
+
+Setup system wide encryption. This will initialize /etc/fscrypt.conf
+
+.. code::
+ 
+       $ fscrypt setup
+
+Setup mount wide encryption. This has to be applied to the mount point for the
+filesystem. This will setup internal fscrypt cli config files for managing and
+keeping track of encryption keys
+
+.. code::
+
+       $ fscrypt setup <mount pt>
+
+To setup a dir to be encrypted (it must be empty)
+
+.. code::
+
+       $ fscrypt encrypt <dir>
+
+To lock an encrypted dir
+
+.. code::
+
+       $ fscrypt lock <dir>
+
+To unlock an encrypted dir
+
+.. code::
+
+       $ fscrypt unlock <dir>
+
+To view status of a directory (it can be a regular or encrypted dir)
+
+.. code::
+
+       $ fscrypt status <dir>
+
+Behavior of master key in snapshots and clones
+-------------
+
+All snapshots and clones derived from an fscrypt directory will have their lock
+state tied together. This means that all derived datasets will be locked or
+unlocked at the same time.
+
+For example, consider:
+encrypted encdir1 is unlocked
+snapshot of encdir1 is created encdir1_snap
+clone of snapshot encdir1_snap is created encdir1_snap_clone1
+In this current state, encdir1, encdir1_snap and encdir1_snap_clone1 are unlocked
+and file names and data is accessible as expected in each state. If you perform a
+lock on any of the three, all three will become locked.
+
+.. note::
+
+       Snapshot names are not encrypted.
diff --git a/doc/dev/cephfs-fscrypt.rst b/doc/dev/cephfs-fscrypt.rst

new file mode 100644 (file)

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+++ b/doc/dev/cephfs-fscrypt.rst
@@ -0,0 +1,102 @@
+CephFS Fscrypt
+================
+
+Fscrypt is an encryption implementation at the file system level. This file
+system encryption allows for encrypting on a per directory level. This allows
+for file systems to have encrypted and regular non-encrypted portions.
+Fscrypt encryption encrypts file names and data contents.
+
+This page will cover important key concepts that are part of our cephfs
+implementation. If you would like to see the full kernel specification
+please visit: https://docs.kernel.org/filesystems/fscrypt.html
+
+Key Derivation Process
+-------------------------
+The master key is the cornerstone to derive all keys within an fscrypt context.
+
+When an fscrypt policy is applied to an empty directory, a per-directory key
+is generated using the master key and a randomly generated nonce. This
+per-directory key will then be used to encrypt names of directories,
+filenames, and symlinks. Each name within a directory is encrypted with the same
+per-directory key to allow for faster metadata operations.
+
+When each file gets created, it will use the parent directory key to generate
+a per-file key. This per-file key will be used to encrypt the data contents
+of a file. The data contents of a file are broken up into fscrypt blocks in
+the size of 4K each. These block will each be encrypted a on a per-block
+basis that is derived from the per-file key.
+
+Generating filenames
+-------------------
+When a new inode is created, the name provided is encrypted using the
+per-directory key. The plaintext file name will be encrypted. This cipher
+text is then converted to a base64 format. This is to ensure that there are no
+illegal characters in the directory name (dname). If the length of the base64
+encoded name is small enough to fit within a dname entry it will be stored. If
+the encoded text is longer than ``NAME_MAX``, the cipher text will be stored in
+the ``alternate_name`` field. This cipher text will then be truncated to a smaller
+size to be base64 encoded and stored in the dname.
+
+Per-block encryption keys
+-------------------
+When data blocks are written to a file each block will be written in fscrypt
+block sized chunks (4096 bytes) with a unique key. Each per-block key will be
+derived from the per-file key+block_num. This means that each encrypted block
+written will have a unique key.
+
+Exploring the write path
+------------------------
+FSCrypt stores data in a granularity of an fscrypt block size of 4096 bytes.
+When a file is written data it is split into 4K chunks and then encrypted into a
+4K encrypted block. If a write is smaller than 4K in size, it will be
+zero-padded up to 4K and then encrypted.
+
+The inode holds two values for sizes of encrypted files:
+
+* Logical size represents the plaintext unencrypted version of the data. This
+  is stored in a virtual extended attribute named ``ceph.fscrypt.file``.
+
+* Real size is the encrypted size, which is the 4K padded, that is stored on the
+  osds.
+
+When modifying existing files and blocks, a read modify write workload may be
+needed. For instance, if a single block needs to be partially updated as, shown
+in Figure 1, then a rmw workload is needed. First the block is read, then
+decrypted based on the key+blocknum, then new data is merged with the plaintext
+version and then encrypted before being written out to the osds.
+
+.. image:: cephfs_fscrypt_rmw_partially_aligned.svg
+Figure 1
+
+To determine if a rmw is needed the offset and len of write is analyzed. 
+
+* If an offset is not aligned to an fscrypt block a rmw described above will be
+  needed. This checks to see if a read is needed for the start of a write.
+
+* If the offset+len is not aligned to an fscrypt block rmw will be needed here. 
+  This checks to see if a read is needed for the end of a write.
+
+* If more than two blocks are part of a write, any adjacent blocks will not
+  require a read. This is because a complete overwrite of an fscrypt block will
+  be performed and any previous data read will not be needed. This behavior is
+  shown in Figure 2. In this case, only blocks 3 and 5 will need to be read.
+
+.. image:: cephfs_fscrypt_rmw_3blocks.svg
+Figure 2
+
+Space Amplification
+---------------------
+In nearly all cases, using encryption will cause space amplification. Any data
+sets that aren’t uniformly aligned to fscrypt block boundaries will have this.
+The ``max_size`` quota is based off this amplified real size.
+
+Truncates
+-------------------------
+In cases where a truncate call is not fscrypt block aligned, it will require
+rmw on the end block. Since a truncate call is handled by the mds, this rmw
+operation is partially handled by the mds. First, the client reads the last block.
+Then, as shown in Figure 3, the client requests a truncate (1), mds then does the
+write directly to the osds(2,3) before returning status back to the client(4).
+
+.. image:: cephfs_fscrypt_truncate_handshake.svg
+Figure 3
diff --git a/doc/dev/cephfs_fscrypt_rmw_3blocks.svg b/doc/dev/cephfs_fscrypt_rmw_3blocks.svg

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feyqt9zgmOSkIKQEtnv3Td5iRjgH7m5if/tDsUARkPFeERb7dV+RcDTjaXrOfU/FL0c+rCzIT1td0iz8Rtd7O2oAwxtjUOm96aN2qjHZYZ4xn1zUcwC8J3RCF3B94qQSIRYjog6kvcc0fzQ5jisrA4wJq8whgAAEABJREFUfzYuJ17pFSNu5WeepZJ7g1kAwO0nqnT5yjwRA+bn5EhPmAkxxKSLiixgeCCpZtDNPmSDy4ZGpJlxZGyy+85v2g+9Sh9U2FeXftreIWn4885lbbgolsHXwogAK+sNu947z4NDDnG4OwKeBYsRyQW/dixZee9XBgfDLRdu5d2ryC6TsjLgGd+qn3E7FZdlKwJKX95Z4dQvvecwrXdOac9vNp6tDvPatqYJp96+N4XtSvtoFLUVDJBq7Lva2Crf3lK19SVVxkq4i9SV2dpd64uuMIvspcxA2occfOw1W6hHad8BqjoIbL2+6O/cvUMV1aeBHoMfapbU+ez3aI9PiEmgnRhBkLZfBmgvRxKY0StgS56PXZ1iMGkr81X71stpefta1tfc+LXhHlJWbwxDu7jzNYaJ249cahdf5SsC3kudcetcItLZqk5GhZ874pUoL7JuXFS6OeCvqm9jnjZbLfw4kkNZ+EFAETMyZzjArynEXTU/Xwh0GYyod+n8cBVZUmBVwaW/uRvcS9tUDhdAeOtH/z4p4nOi7she5HCL6JzPEY2LGtqokI+QZE3Z+P0uWd4+sOri3C5zkjZmhLrFzR0BlzER84j6Q3S3x3OgJzhOj+PVxjsuszRus6ZuMi2P+4oBMIVvkSYmxeHK2pqzQ56Vn4NVbenfZb25uueeVzE+rF9bjf2XFg1VfRfFb3xkjRUrBGhV5pTwSnWLZM/dn63GYt5ZW+ztZ/AxzEGWmh/GGDv+Dj4OQC79jssdEq/WmOrgdkhf51T3R0eDQdMg0D3TTChToRxlp1EGH3DkmS92oKqkYWnlBj7FAJxXF75ZcXtacGnEj5mVdaLIiF5lD9GnRPzP6dse0raxuZQmnHonyyms4qqMCXiXe6rT27S9S0x7gakukDAcMn5SGTf9PaCHtkVdoiJoq4d/zdg9CywyUJ9ZU++YZatDk4O0TXarvisCngQAR2arfvZpJ/tQ19DOliotDpqZ2hupFjWUoc8tQyoUWXu4MdVvkpXfBfOFVoe+rNwSIiqrdy6witC0n1D5q8a5FP4ro2C1H65RcXLY9Xt/e7R3Lq4i4F3UttdvNc6KgHeA3KqPfduxr1vnsvpbri9Z+w8NI7k2BmpUPvhHRUZ6H88y3NdGxUpiHFntZjBAlTXLJiX1jGZ5JaxasFSgmymc+jkO+rTsNE13egobpy18vsA4hi2NM4qffeTDppxxpioOvA1Bn8aCEyB+bZ4kxINEhLbl3JhQw3WaMzm4qz/cYOKwaTm/Fy7NFL42fY7clop49tXBtfObK1991EmdTB8c/FR+joCnwrPFODAQ3HmYtoVZ4YuTU/hW6ewytrZ98MpzLb6Fd+FPm1lb1TOWlT1HWEXAG+sWBGJ1iNZ+hVN5l+ArAj6Tsh8yn+rQ8psPaXSjunPr27UT8AMH3p6/BUMSR576yUPd0dvokVjSzOZlqB1na/4c47IcxBwBr6OsIk4OjmuWtwtWqbiM6y0pMy4/xKt6dLyGMuOw4lQNp6B3isJMGUZwEocj7NA09pV1ABe3xuXG8SXcIi8y9Ye5ibk8xMSRi6vEbEKm6vRFJ66q65kiCnUJtiozB684+FSZsgd/rq1LyasIvK03FrZoB27MFDdzG9y07DHSlfQMt2cLQqNSnfGOHUt1ZsDTqX5f/T3Hv8Q/9O+bDGkVCBOGnm5WiQ39DL4G5gJfVp6anWcwy7t02N7m64qJU0PLsjDFqncgK38MWMU8JAX7vGN0eEZtonWopWZrrN/M3upDgfZ7H73CpbdXzE0BNx9DbSu12bm+jpXHOhR6Zuzn3vVxuWl8F76GOVAHpQUwpMfhLppsXPY2jti6jST/bJqZSGxfPXjcWRywcVcZsbmvGk1VD3dt3OcQ91AP8XGIO/28Afij4QfnJYd0oifmDZ1i3Rz2sG/FncFltImMPfWWYQzjkCrJuNw4Ti1mXHYaN4fKKgV1DfrBTLZZ8N4sKuNMmrvQnPUl3w11uu9RJHXKu/iRZhZAByYXWLPs6pPxWdlLgrHR7XnLxvycDHgAjLjc4S9rovrIS1Z2a5jnqVq8PEdb9FepzrxeNE5KF8HRXEW8bH1AM4FrJeDNjeUg4dST+I3X62n+rjTpDx3frByiJoNfEqwys2lP3nIeiMGqveoOSFV+a3ilY8xEL7Wnrfs7p/ZoNTA8MB4T87/uGDCRSn3jFSPTfu/jWy7cg2PWzqn4WbepzkbVi3TucqFnxt6dvmwynpFxuWkcQZ/Vy2AOSBkc7TNHk9+rs6twNaiKWL7XwQiQLbCsnExVGrJyo2bSKE5CdrpEkFYE/CBWmjaIAz/m6NjciVdxoREBbmaTTuBGe9hd6pi2ca5p83CBpRofohw3co7DPtR1oZTounqB6RvixA/ll4Qsz1TSnep3XNLuOZeZU204BoFXtTk3jmPjjyqXw1vWz0dlwJUwjINKdcaBdWVzq4tXuK1+i9UdjCpUBHym9z+qdhFRl88rhsl7xgx8ryCC1Q73MauEgWKdy/IuATaMsSKst+aeVqo6xvHL/HsgTxpcXeJ2Mf+BhnWybt8qehof1uzxLMpQd60YmVHlhkU69FhFcCqDCHYAFm+/DAOs+GUlvT+rLuXvIuBxXrOO9tGDz1RcPCAu6o37cHt/7S1ntmazOkwgVYtXRcCTMPzVJwPy0SDj3tISyJOmHySoOFgG44BCtUZ8jadq5CCT1cHpZ6kmy8tglS1gl2OdgLM6lw7LntthTqQyQ3yrsLLiQ69xqz7WtMO6E9NxWZ23CCBJYAR7u4dUnRkGXV2yPCUB7/etDknDOM89JAklMcnG6Tmi9rdGL9fvQsKDm5a16WJzBr80mH0sGzO928ryTlZ+F8xF4KqM97DKOyZcv8w+Z30wfUkNJMu7JhjCcJgPDYI1TAuWe3DkqdkMbUxDFsmmsE7XGPiOyKr24YoGiir33S4C/guiSkYAE61UnNKo8sTdDahk3IXc3Hx+AFhOiOCOy8reKTBJILInoNskm+23keQf7nwCvnHiHMR99L4rjk9W95xhDkbVB3twtqrD2pI5USWqTpVrXu7q4c1UuZaM6xLK0A+txlmJvqvyS+BVm3PjWNLuPmUcln3BUTitb5F7lylwjzSpWcZ9pg5GurZHk6uq4ApXhHNFWK3qYFJ4rs2H+I0nwzs4SZVuYLBMGyNpoSvv2w6keVQHpmUQM0zIUjV0QH75aYFIkwpjaFRrWhS5KFfdHTCJfaTp6mXegSiDg62lF9TZwmMwZSqK9n/fatmij0tpg219GgT7jBeu4CyrSxUngzesxgDmdZZLMpLBU9guAh7HI1OjseFaLNNGEyB1Ch8KGmfhalsoM+JsLYe/WoSqC6zjcVRxH72ha17lXxo8+3CNOfgNEDPih3gbYlafVRm/f5Y3hTk8TWHS2SEP/Br8HFFVmTo9ZN7VJda5cRzSX1WX7j/1GJzTrMzfDKCL3RHs7axRlerMqVTf5vB6jN93rs25seyN5Aeo+PHRJ65gBKl7lYDS3XVYJbn74kgj7Ie0PYfaVoDvOR9gIjU8hKFxr9EHBiAWfqAYg/W5yFoFdkiFt6oSTniVdyy454DP2qcTjgbJ8q4V9tYHTMzdKSo3WRMYnqwAZnkNyzFgPcpyKiZmVvZmFwGvUsXFrohmdaY+46hTb1Eum0jFUVc+81l54umvygovhGVfZF1Y9eyKuWyScZoM9C3jH3vAERzkiNioukwbsbAv4cJTJXFxZlpfequPBWnr3PzcxlYR24fMoSLwTkncWXcQ0O5cZHN5jwAeyv2E10xUfAqrMzH8p844niYmkVP+vro+5W+sv2N6erkuB1OPqIhT/eO4kxhTrck48srw1hiMDJe5fbAG7Fo8RtwXFZNxeXytsYGsqZcOYCbpCvCtm3sPbgts/I/0nCQmaxZD6E2zjCuGfVzM7VCJoz0+mkndWqZr2sgjAn59MVfSosXrtI20aOcpuLo8uOYHywhsXBGdsB07vXjlNJfZdFd+6n1QgEmjKfwQ7ju1oeGAMW33EtNznJEP3HBCbMNmzblElMHHMJvxOD2Oe0bG6WuKuzRdzYdd7ypvX3hFNC5eNPbt+Ek9BzqXm31M6wnoTsCM1xvegeyXqFRn6NsfupGtGdEcXqvfYk3707Jzz8zcszZt5xLS1KyI9q0dFbG2ZB64+c8fBRkmwKWP6NW5invqmxsuOR4yYQyiXQyvuffgkL6zuoj3al9z2HupqORQE8GjcYfQQwOSMm2MIa+6JDzkd3gXA3M0zdxB+E4rSwh4HdlU71SMBAJ+qV5bxoEfCPho6iazw5oR/TfJX6V2cYgIVN3qkmsyhAR0XqDqZvN3xTAtaBFs4pimyhpyyTiDj2FzN9kzc6Pjupcct4Fm49/ydxm3/9AceFY9KuKdOhdO3pxlhPFcqvic6ozDQ1XvGPDq99VX9VvI29fP4e7aCHiEu4umnqnKDOQSPH5sFMKhfPEIqYdGcHXOPafqQjg1kxc8YMba3sVwO9V+ykzyB8dcKtqGSt2c+eOoenWO7voWl3VJ6mk2ZAg6h491ZeM6Vxi6uhrbHC10p071kN8pFIlKjcZGGdmzjn7U9CMiCLLxBFyWnTaylICvzEdWY572k6XpT2bwS4VVBHwlxtl3ntWXPnFfps/AtI/qoXVb+xiEzrT/h0pXHNOlh+O148YBz+pY5DP4VjBiepfWcTuzNnGj6eP6uEaWvxRGVH8OqjPDeKvfV75vTgjv+QMA1e+ryWP/xvo4lafPSy8X19xeMTfvXWOyPrHO4c4T6cxr7qpwgfk+goewrYbucuP0nlpVdoCTfOPsVsYRhnLCQ++zaGPOu1PDmMKcmWRqM6c+wM+N+VR5DHG4C7JFf2i3rB0SrAzesBwDjA1gWGW5FS10r+xSAr4SnSzRg88IbBdEx4OxsY/T4qwACOe8RZskYFqG+gs1mCl8afpblha8kHI4VdlQt+ZEVAS8vned0CsTZJlevfauxTPTVc3lGNzAiiPsC3HVOA6FP180QK84e1cj69b5Am8mibvNXPGvUp3BqUWcrWhqk6JzkpRjEPDV72syc2ORfyneAc1HZ6rxupyImGPeFnFP950uPEngi0alVwpfEbPK+ZiLC9YI+yh6NY5FlmpvgyOS50o6NkUCq2ak6ON92v0SbUzLSh9zfcHs+NTopPpYU2TduOu1S83n5kr+ptMYM0uneWvTDs1ZHffX5taerM5jh31DgYDNCXgXyrIT9NyGPIwtI+CnGzVO8HcPFZ6ERHIuFD1JpsEfCmi2yFaLSBRf5KiWLCp4IYVcEM2GaiPzdc6t/Jz4fteHPKqPimzFOcjmfw6wOQL+GAtipUZxLOLOIZ+EjSQuw7ePhrl5v4WIl0SQiHzajwuPHzkFnih9Lr+v6R7rN9b2Kby1HvPn5YrOmEvESUdcIt4R8Zg5LMvQbf/qqOc5Y07vb0fch+hwniN6z71MQNsX+BIAABAASURBVDy39qGIXoWDBypq1WTsE8y6UoXErbZ3Dx8ho+eOQ++rt+ztuwgKf+O23C/J6ARl5t4D+ft6duzREw5mVRt+60P1/Ku2LwFeEd37jN16XdX7mVVGw1MMVLQNJkJaYQpcyoGnwmAhnNZ3u9/pdwof0tUXUh0IhjJDmMFwT4b8LKz036uLt1kbGeyY3IKsv2PCcHHHX2E7Zl/PtJ3/p9qQ5zwDrYjVuUPBMzUv+/8cUVXh5JAZV23OjWPf/hBaVNmqBYk4FvGOk7dvH0M9zxfO7JAeQlxBG/iQPnU4h9fqtzhkjNUBTZtzY5F/7t5XHxGV2Thx5El6KoI8q0MCieC3j2QSWweBLb5FkPX9UDAmJR1O5vpnGOJtooDDEgkoBg/9Z5INKijZvsxCiTwfh4qq91ylLnCv4ArA746y5sPCUETvOc87CUElbblX4UoB1sCtpganVVvVb1+Vf+zwirZZLJldSsBDtI1YOPaIQ1yvMWwc9zENp/ox7GsikZ3ifBUtsu44C+sdwCSR5ROTH2I+UhfZYg5+iZ7u8TmMG/dsbhwVMePwOFfv0vMqjpV5VTiRt6+vCLwtN1j6qO8ZA0RQWyMies/h8iHeEQj3MvcAVKozrxVtZetNgE/iWLugf5x1dsrfV/9zm6/8s/DFIHDC36LI83Gnty3yloCpcDKnmJVF4CNos7xLhX1MDNxdlIqAiOxV7kOiNMsuEdzQi79J/rbmwJMkYCpWkl1SdAeNQ6XxyVQuDrTV72zic79jc+BhaLmvfpfF+8IaAr56EYjIqyFn3BIvXVY+I+Cz+kNdp5Ts8EBEOpTZN5wjqvZt86Hq0W18qL7H/e4i4P2e4/JDvHrIh/xLD+eIqopzfcicqwPd3MK8pj/Sns+ICtWHwyLrBreOZapKhKjMGm+dyFRnEHZUAta0dYyylUSvUhs7ZAzV72sMl3yJtbqc6HC2hYSFWghVqwz316g7ba6/Jybr8BLBXo5VG3dXfOdjWMcqgpoxgr06mVQi1X+HgLF8UzEj6BY7dF2bMYqY9l5uyz10jtEzp42x18D3qHRJVSrm5FEIeB+6wN2eImhOD94JeFq+WjC0n+nBV/ZFtZ1x96qDxnQcjyW95ct7CM6oOMzVdyE5y2edJINfCyx7p4a5/YohsmFYXRaeG8fS7rVNb/iFiwq40W8eeVty/zxXdJqj2TtuK8LuTqN7Jiri5Ri/b9VmZf5tzymdtBpC7WWLHt1tQEgW2avAPgqVVXDYrAjTrPylwFh8IsVmN909tKXjVtaB2b0WlnuGephFLjMO6XGYmaIe5y+JI2w+OQrOfSfCwQTx/p1Rrt0zGJizhPVMieX/qVNVpa3vVV7D72Ogos2e637RHLKGA6+FT/dv4is9eAQZztik+E1l0UY5XBDh2CPUx+khnsE9qJmqz1DnMYZzJ2Y2c3E0TuF9cGUO/xWhbvOeq3deeetHQz+xIp4rYmx9L8/WsOk+m3o2hmv1bGp9jJWhL4pqlTkxBLUPetGt3ZITXKnO4MpuRdjFtA5yFW6phRzUcFLZISoB3yC6MvglwH7rzCC/ZCZvbZb9p1KfnBvD2n7OrfyHxoB8PJH1C/b0Xf61Tzt4uviKk41wZrLTRwGV9eEseVH1qavWFodH69zTgntEcHeZrKxUnTTpEi3mQPUbKvMY/ZZ76JwkfSsp7mP5jSqtg4ozfw8vawn4jDjGBc9UWTILMRaC6Us/HlSmRlOp6GRw3P1+eccYvbmZU1OwKN4t/XCpSm1py8Xn4WY333NlfrMixuZbq3NxyKqLRtUY6taezUHc2PArLqX33kWz7KL6s62sj2EQ4AROa75/AHDiIjgLxzpKNpCtf199IMKEU3/JBDzrJ9P5DGmHxiF+aOhjQxWnuPqWxqF93qn/wAlc6w+MMbDg80IROmBaM14g4n85/OuGR0RHkLrnTaE3N4esLZqkW61f0gLpqXc4QA+86zSj07cY2HIPnSPgBzWq2077304MVLhcfBBaS8DbgDPumZdnOtqMQ47AnpYbpzMCnvhyXEYc4UlMJj722QFjnP8Y436vijiGx3PBSTXG6iE/l3FvMY6KQ4vTtUX7QxsI7SE+Dfcl8NjW9t5VonMqbdaC50w73CD9l4o2tjCPihubNc9cHTFy5j8xqxCw6vclrVi7BkdzpSP1rH7jagxlY2eUURHwbJpX0qt9h48YzOqSMGXwhj2LAYT+s6lnY4cQ8A4Q1peMSagHlqz+QEQy2iHA7QID1Awj2MTNHQYekoCnXrXJBE/YSPW7VEYP7g1tsnncy58CcM+zS6iZHrxNe1o/qzsuQydvqgfPig0iYVwOUZ+N3Sl9XK7jz2DARvdM7O7/Y6ho3O1hearSB3sMBHzFoWWlJXvOl2P1bkkb3V3IMylSK+LyZ1LL//+SKOqd845G9J4jmn+RgD7kwh7dP7iriGfSEKYKtxogdUYS0ay9Q4iorL1Twirut/1i63FUjIQm4HdjGtc+K+VeTAbfBWPNiiTNZdus7GDJijnQLL9hz2CADf9nYof/r9pCdM5J+w/veb4FB735EueXW9E2R+PAQwFRuXDsbRxjbq6TxZSoxwneRcBr00cZhGM/FZ1lhwOcGB/qGNfr+DMYYL/3mdjd/9XGeLfUaVLVy38MSyynmdHyXio1AHPf8jeqCHiSteWjfaYk/T0X2J5d0J+BD//fOyIux1FLiOijdi7oV8939Zvsg7CKS/l90dgxiN1o9iTOQSfryAEygx8Cq8wgVmM4pK9rqkvdJjvkIOw+c8+JvlvUo4obwT33hQF5wfDVexVZ7Z5gYPrBrSfgvYLq45okuGi8fRqtmA5r2rpEAr6yGLb4md6Hu0ckPkWsH2C8ESG4p2374AIO/rTuNJ2JwqaHgUxlJ7tgO237saYrAv7XBUIctiJ4cOeiUzaIX50Brwzmq4bV565x4beYLvOOJFdZW/u8Oz6O4uCetcd0465Ly1m9a4U5xDCdmc0vUwXMyi2B/dmikIOWMRTZZw+uNrQtD7cDEirTnudyIXoY57mFLrdmYyKhQ8RneXdgk8Rfj3RlitZ3XqiyVdKSqNpuhIHsYDXKXhWt7jlUUuShcQZGhvg0HDN/p3lL09UF6qX1H6Lcryk6dRelyLoLnhLZd3Pz1JcH2FfZIrjjxoRGRigsFaNlBPyY444r6ULcnc4jkR0sAtwuMFAR8JF1Q8VB+NC+emh/QQysEjVF1tU4NsuzyVR63lnZOZgP0mR4tLASU8/VnebRMf9rU+CT9KdEaPOlIx7Rdk8wUBHwCJ8tuLs2sIyxofvq2ZJ3Cb4inj3PW3Lh7YfVvZNqDJeAv1OM0ZqQ9bMPc4Bama+6Zu1RR7NnLWEGZvUfI8x7ktFMa3FhL36eotIuAn7OGp5LykWzi8HV2re4gRMXxH2v1v2KFro3RAvWPeACQEYs+6zxUJV1iCE+hJlqzJA3Dn2pdaoHj2gfLjL9yXHhJ3FEiJP+k+Q+wVXXoaJRbUAvs/HMK0sku7qZe2irRWNXm5eUX32AjJh4egdkn3khqrN6Lmt+b5ZRwBCK71fkece3OnAUXdwBs0BzLBOo2Rqmc4R41edLKFB4agQZJ5Lo9xWLOmvAL18UtnFe+tpIBamY3g0pYpW3Fm6PqbiBlXWatX08dPlfGgOwh3p3mIJ8jUgf6v5qNPA7w2duHwL+w7OGAsYULeI9YyBGdrsZDFTSuZkq97Kq73so6D6CsPLUa3xMLss/VMru8r4PimVtnytszgLZHC10Zz77EvCZHvwgCrYhTV9mP57N/U7nM4nMWs2g3zmE4+p06x+TOG3t7+aCqM9nj3E2xL3YrGEM6UNCOs8ePr/f60VDazZX9aJK6uYe9rTCBQJZWqguGh7ymXiooIKWvTfyPsi/hd5CWXHGXILF5V/Y1JUV2z0d69NHFcUQUYdwoay51QHtw6LP6hsLkXURLttvhoFXkqAhf03IVGJV/nOrjAuBO+BRRfKewqePVr1KjP0tw1d6/5G106lbrU+ePX3ubGRUgK35zJKSjwQ5IH/bqGxHl2PA+kDVeXmN+yUd1O5Db24wCZbQdxUBf6h04CVjUNVdrMg6SzdnQKQyOnJvImsJwaGBjKODS/58UeBPhZ86F04W36yNypm6zaBjP1bViaK3LpMI3GZc6T/il7VTq7gaiDKL5tr2puWJ6d4igJ4pBOM7RZx1ABeLM5WqyL7jcIG/6w7k2UQl1n62xHXEqt/BIcvhaJ9ZMq/FGkxWl2qVD7RkeRnsTQI4HNQj+tSRgCF+cMieAjtyDwPvHBCESAR3nMUcQXUHuCLxnlEWZzWCOw7H34eu7gAvMOFjTdWz5YNdw95wyNRw3itJCCtKJ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"/></switch></g></g></g></g></g></g></svg>
+\ No newline at end of file
author	Christopher Hoffman <choffman@redhat.com>
	Mon, 3 Nov 2025 16:47:55 +0000 (16:47 +0000)
committer	Christopher Hoffman <choffman@redhat.com>
	Wed, 5 Nov 2025 13:59:36 +0000 (13:59 +0000)
doc/cephfs/cephfs_fscrypt_multiclient.svg	[new file with mode: 0644]	patch \| blob
doc/cephfs/cephfs_fscrypt_overview.svg	[new file with mode: 0644]	patch \| blob
doc/cephfs/client-config-ref.rst		patch \| blob \| history
doc/cephfs/fs-volumes.rst		patch \| blob \| history
doc/cephfs/fscrypt.rst	[new file with mode: 0644]	patch \| blob
doc/dev/cephfs-fscrypt.rst	[new file with mode: 0644]	patch \| blob
doc/dev/cephfs_fscrypt_rmw_3blocks.svg	[new file with mode: 0644]	patch \| blob
doc/dev/cephfs_fscrypt_rmw_partially_aligned.svg	[new file with mode: 0644]	patch \| blob
doc/dev/cephfs_fscrypt_truncate_handshake.svg	[new file with mode: 0644]	patch \| blob