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bit_flowchart.xml
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<mxfile userAgent="Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/61.0.3163.100 Safari/537.36" version="7.5.5" editor="www.draw.io" type="github"><diagram name="Page-1" 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</diagram></mxfile>