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DataEngRoadmap.xml
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DataEngRoadmap.xml
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<mxfile host="app.diagrams.net" modified="2022-10-02T18:37:31.690Z" agent="5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/106.0.0.0 Safari/537.36" etag="VWPJ3JgafLdJ5saDu881" version="20.4.0" type="device"><diagram id="UKgI88NWh6ot36Jzt22q" 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</diagram></mxfile>