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Vibhor_Sign.drawio
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<mxfile host="www.draw.io" modified="2019-09-23T15:19:43.239Z" agent="Mozilla/5.0 (iPad; CPU OS 12_4 like Mac OS X) AppleWebKit/605.1.15 (KHTML, like Gecko) CriOS/77.0.3865.69 Mobile/15E148 Safari/605.1" etag="NAIYL0OgLtaVErIW2KK9" version="11.3.0" type="onedrive" pages="1"><diagram id="_mcjm3PTmNAP-MCaOeqr" name="Page-1">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</diagram></mxfile>