diff options
author | Daniel Baumann <daniel.baumann@progress-linux.org> | 2019-08-04 08:56:44 +0000 |
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committer | Daniel Baumann <daniel.baumann@progress-linux.org> | 2019-08-04 08:56:44 +0000 |
commit | 34f488f41ee820371159111bf621f11d0f54f669 (patch) | |
tree | 13eea1c3aa3d905ec929691bbf23d8b90bef1dcb /diagrams/netdata-overview.xml | |
parent | Adding upstream version 1.16.0. (diff) | |
download | netdata-upstream/1.16.1.tar.xz netdata-upstream/1.16.1.zip |
Adding upstream version 1.16.1.upstream/1.16.1
Signed-off-by: Daniel Baumann <daniel.baumann@progress-linux.org>
Diffstat (limited to 'diagrams/netdata-overview.xml')
-rw-r--r-- | diagrams/netdata-overview.xml | 2 |
1 files changed, 1 insertions, 1 deletions
diff --git a/diagrams/netdata-overview.xml b/diagrams/netdata-overview.xml index 7f800854..4d9c3ba3 100644 --- a/diagrams/netdata-overview.xml +++ b/diagrams/netdata-overview.xml @@ -1 +1 @@ -<mxfile userAgent="Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/70.0.3538.77 Safari/537.36" version="9.3.1" editor="www.draw.io" type="github"><diagram id="319b92f5-ce0c-3638-1d72-e7e1d323a6f9" 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</diagram></mxfile>
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