mirror of
https://github.com/topjohnwu/Magisk.git
synced 2024-12-24 23:37:39 +00:00
12 lines
11 KiB
HTML
12 lines
11 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="{"nav":true,"resize":true,"toolbar":"zoom layers lightbox","xml":"<mxfile userAgent=\"Mozilla/5.0 (Macintosh; Intel Mac OS X 10_13_2) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/63.0.3239.132 Safari/537.36\" version=\"7.9.5\" 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>
|