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Flowchart_Minor_AR.html
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<!DOCTYPE html>
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<title>Draw.io Diagram</title>
<meta http-equiv="refresh" content="0;URL='https://www.draw.io/#G0B6ZB_gOGZoxRTkg3dm9EbFVHTjQ'"/>
<meta charset="utf-8"/>
</head>
<body>
<div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="{"highlight":"#0000ff","nav":true,"resize":true,"xml":"<mxfile userAgent=\"Mozilla/5.0 (Windows NT 10.0; WOW64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/56.0.2924.87 Safari/537.36\" version=\"6.4.4\" editor=\"www.draw.io\" type=\"google\"><diagram 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</diagram></mxfile>","toolbar":"pages 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