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Diffstat (limited to 'diagrams/netdata-overview.xml')
-rw-r--r-- | diagrams/netdata-overview.xml | 1 |
1 files changed, 1 insertions, 0 deletions
diff --git a/diagrams/netdata-overview.xml b/diagrams/netdata-overview.xml new file mode 100644 index 000000000..d8a0ab1bf --- /dev/null +++ b/diagrams/netdata-overview.xml @@ -0,0 +1 @@ +<mxfile userAgent="Mozilla/5.0 (Windows NT 10.0; WOW64; rv:54.0) Gecko/20100101 Firefox/54.0" version="6.8.10" editor="www.draw.io" type="github"><diagram name="Page-1" 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</diagram></mxfile>
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