-
Notifications
You must be signed in to change notification settings - Fork 8
/
bf-4.2_processing-workflow.html
11 lines (11 loc) · 27.3 KB
/
bf-4.2_processing-workflow.html
1
2
3
4
5
6
7
8
9
10
11
<!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]-->
<!DOCTYPE html>
<html>
<head>
<title>bf-4.2_processing-workflow</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 host=\"app.diagrams.net\" modified=\"2020-10-11T11:57:18.143Z\" agent=\"5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/605.1.15 (KHTML, like Gecko) Version/14.0 Safari/605.1.15\" etag=\"GcNOMCOz4B-x-T-zJf4Z\" compressed=\"false\" version=\"13.7.9\" type=\"github\"><diagram name=\"Page-1\" id=\"74e2e168-ea6b-b213-b513-2b3c1d86103e\">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</diagram></mxfile>"}"></div>
<script type="text/javascript" src="https://viewer.diagrams.net/js/viewer-static.min.js"></script>
</body>
</html>