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openapi-grc-diagram.drawio
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<mxfile host="Electron" modified="2022-08-19T04:26:04.972Z" agent="5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/14.5.1 Chrome/89.0.4389.82 Electron/12.0.1 Safari/537.36" etag="-D_oUI5tsTP49krXc2pV" version="14.5.1" type="device"><diagram id="KfE-xXYx9mhFezyDzSTn" 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</diagram></mxfile>