bcirpggithubmirror/Wireframes/turnSelectionNoncombat/project ilmatar phase2 flowChart turnSelectionProcessNoncombat 20210213_A.drawio
2021-02-13 11:32:37 -08:00

1 line
5.7 KiB
Plaintext

<mxfile host="Electron" modified="2021-02-13T19:31:06.032Z" agent="5.0 (Windows NT 10.0; WOW64) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/14.1.8 Chrome/87.0.4280.88 Electron/11.1.1 Safari/537.36" etag="GO5B-QJddgU3pUC6CQH1" version="14.1.8" type="device"><diagram id="oWCx_M5No-wxquVbjRHU" name="Page-1">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</diagram></mxfile>