[1bd6b5]: / figures / flowchart.dio

Download this file

1 lines (1 with data), 8.0 kB

<mxfile host="Electron" modified="2020-08-05T14:27:21.556Z" agent="5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/13.5.7 Chrome/83.0.4103.122 Electron/9.1.2 Safari/537.36" etag="cLewbSbsOHasHmyGhiD5" version="13.5.7" type="device"><diagram id="J2FxbrTqPcJue7jU6lji" name="Page-1">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</diagram></mxfile>