openfest/2021/schemes/OpenFest_2021_AV.drawio

1 line
38 KiB
Plaintext

<mxfile host="app.diagrams.net" modified="2021-08-12T23:01:29.322Z" agent="5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/90.0.4430.212 Safari/537.36" etag="OL7LNInkn632k4YSKo4C" version="14.9.6" type="device" pages="2"><diagram id="v_oO0Wh0X6eZ0jC2Wn0S" name="PlanA">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</diagram><diagram name="PlanB" id="DXDyAWIFSEUPvm1DSziL">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</diagram></mxfile>