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<!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]-->
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<title>standards-overview-v2</title>
<meta charset="utf-8"/>
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<h1 style="padding: 20px; font-family:sans-serif; left: 60px;">SSI Standards Overview</h1>
<p>
<a style="padding: 20px; font-family:sans-serif; left: 60px;" href="https://github.com/tno-ssi-lab/standardisation-overview/tree/main">GitHub</a>
<a style="padding: 20px; font-family:sans-serif; left: 60px;" href="https://tno-ssi-lab.github.io/standardisation-overview/docs.html">Documentation</a>
</p>
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</diagram><diagram 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</diagram></mxfile>"}">
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