diff options
Diffstat (limited to 'diagrams')
-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 d06950b47..fa7b64796 100644 --- a/diagrams/netdata-overview.xml +++ b/diagrams/netdata-overview.xml @@ -1 +1 @@ -<mxfile userAgent="Mozilla/5.0 (Windows NT 10.0; WOW64; rv:54.0) Gecko/20100101 Firefox/54.0" version="6.8.15" editor="www.draw.io" type="github"><diagram name="Page-1" id="6533187f-1b6b-8515-a257-c05e29b4d991">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</diagram></mxfile>
\ No newline at end of file +<mxfile userAgent="Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/62.0.3202.75 Safari/537.36" version="7.6.7" editor="www.draw.io" type="github"><diagram name="Page-1" id="6533187f-1b6b-8515-a257-c05e29b4d991">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</diagram></mxfile>
\ No newline at end of file |