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dapr-trafficcontrol-sample-diagrams.drawio
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<mxfile host="Electron" modified="2021-04-18T05:27:19.495Z" agent="5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/13.9.9 Chrome/85.0.4183.121 Electron/10.1.5 Safari/537.36" etag="TDPYdVG4Irld_DSAN4Mv" version="13.9.9" type="device"><diagram name="dapr-solution" 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</diagram></mxfile>