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elassandra-unit.xml
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elassandra-unit.xml
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<mxfile modified="2019-03-11T17:08:12.397Z" host="www.draw.io" agent="Mozilla/5.0 (Macintosh; Intel Mac OS X 10_11_6) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/72.0.3626.121 Safari/537.36" etag="gUquUmZkG7T9d7H-5GHX" version="10.4.2" type="device"><diagram id="FTLn7YZZXCTXWwyjNDU2" 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</diagram></mxfile>