valschneider/streamline_v2_bplots.html

## streamline_v2_bplots.html
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<h1 class="title">‎</h1>
<h2 class="author">Valentin Schneider</h2>
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<div id="content">
<div id="table-of-contents">
<h2 id="table-of-contents">Table of Contents</h2>
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<ul>
<li><a href="#org155bd20">1. Juno</a>
<ul>
<li><a href="#orgbf31a6b">1.1. Hackbench</a></li>
<li><a href="#org580f5c8">1.2. Sysbench</a></li>
</ul></li>
<li><a href="#org5a5679a">2. Xeon E5</a>
<ul>
<li><a href="#org66c5b83">2.1. Hackbench</a></li>
<li><a href="#orgfeb867d">2.2. Sysbench</a></li>
</ul></li>
</ul>
</div>
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<h2 id="org155bd20"><span class="section-number-2">1</span> Juno</h2>
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<h3 id="orgbf31a6b"><span class="section-number-3">1.1</span> Hackbench</h3>
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alt="juno-box-hackbench.png" /></p>
</div>
</div>
</div>
<div id="outline-container-org580f5c8" class="outline-3">
<h3 id="org580f5c8"><span class="section-number-3">1.2</span> Sysbench</h3>
<div id="text-1-2" class="outline-text-3">
<div class="figure">
<p><img 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alt="juno-box-sysbench.png" /></p>
</div>
</div>
</div>
</div>
<div id="outline-container-org5a5679a" class="outline-2">
<h2 id="org5a5679a"><span class="section-number-2">2</span> Xeon E5</h2>
<div id="text-2" class="outline-text-2">

</div>
<div id="outline-container-org66c5b83" class="outline-3">
<h3 id="org66c5b83"><span class="section-number-3">2.1</span> Hackbench</h3>
<div id="text-2-1" class="outline-text-3">
<div class="figure">
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alt="behemoth-box-hackbench.png" /></p>
</div>
</div>
</div>
<div id="outline-container-orgfeb867d" class="outline-3">
<h3 id="orgfeb867d"><span class="section-number-3">2.2</span> Sysbench</h3>
<div id="text-2-2" class="outline-text-3">
<div class="figure">
<p><img 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alt="behemoth-box-sysbench.png" /></p>
</div>
</div>
</div>
</div>
</div>
<div id="postamble" class="status">
<p>Author: Valentin Schneider</p>
<p>Created: 2020-03-11 Wed 10:55</p>
<p><a href="http://validator.w3.org/check?uri=referer">Validate</a></p>
</div>
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