mirror of
https://github.com/topjohnwu/Magisk.git
synced 2024-11-24 02:25:28 +00:00
12 lines
7.6 KiB
HTML
12 lines
7.6 KiB
HTML
<!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]-->
|
|
<!DOCTYPE html>
|
|
<html>
|
|
<head>
|
|
<title>Magisk Procedures</title>
|
|
<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,"toolbar":"zoom layers lightbox","edit":"_blank","xml":"<mxfile userAgent=\"Mozilla/5.0 (Macintosh; Intel Mac OS X 10_13_0) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/60.0.3112.90 Safari/537.36\" version=\"7.1.0\" editor=\"www.draw.io\" type=\"google\"><diagram id=\"74e2e168-ea6b-b213-b513-2b3c1d86103e\" name=\"Page-1\">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</diagram></mxfile>"}"></div>
|
|
<script type="text/javascript" src="https://www.draw.io/js/viewer.min.js"></script>
|
|
</body>
|
|
</html>
|