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authorCosta Tsaousis <costa@tsaousis.gr>2018-03-26 15:42:42 +0300
committerCosta Tsaousis <costa@tsaousis.gr>2018-03-26 15:42:42 +0300
commit954f547a8be5f176c877540117c5402af30ad9e3 (patch)
treef41c1c002917fcdfde89cdaa021750e2a40d2a51 /diagrams
parent87bdbec10607f58e31ec2db90a721af004b83c65 (diff)
added ntpd
Diffstat (limited to 'diagrams')
-rw-r--r--diagrams/netdata-overview.xml2
1 files changed, 1 insertions, 1 deletions
diff --git a/diagrams/netdata-overview.xml b/diagrams/netdata-overview.xml
index 7de269934e..87ca0b205c 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/65.0.3325.181 Safari/537.36" version="8.5.0" editor="www.draw.io" type="github"><diagram id="319b92f5-ce0c-3638-1d72-e7e1d323a6f9" 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</diagram></mxfile> 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</diagram></mxfile> 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