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	<title>rianjs.net</title>
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	<description>Notes for my future self</description>
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		<title>Keep doing the reading</title>
		<link>https://rianjs.net/2026/03/keep-doing-the-reading</link>
					<comments>https://rianjs.net/2026/03/keep-doing-the-reading#respond</comments>
		
		<dc:creator><![CDATA[Rian]]></dc:creator>
		<pubDate>Tue, 17 Mar 2026 14:19:30 +0000</pubDate>
				<category><![CDATA[Software]]></category>
		<guid isPermaLink="false">https://rianjs.net/?p=2378</guid>

					<description><![CDATA[A growing phenomenon I have observed over the last year, is the use of frontier models to summarize differing points of view. This is fine, so long as the topic at hand is throwaway. If you care about the topic, and you want it to become a durable part of your mental model, you need &#8230; <a href="https://rianjs.net/2026/03/keep-doing-the-reading" class="more-link">Continue reading <span class="screen-reader-text">Keep doing the reading</span> <span class="meta-nav">&#8594;</span></a>]]></description>
										<content:encoded><![CDATA[<p>A growing phenomenon I have observed over the last year, is the use of frontier models to summarize differing points of view. This is fine, <em>so long as the topic at hand is throwaway</em>.</p>
<p>If you care about the topic, and you want it to become a durable part of your mental model, you need to wrestle with it. Struggle with the ideas. Sit with them, Reconcile them against each other in your own mind. &#8220;Update your Bayesian priors&#8221; as the Silicon Valley dweebs would say.</p>
<p>You can&#8217;t understand something by skipping over doing the work. <em>Actually doing the work will set you apart in a world where competence becomes easier to fake</em>.</p>
<p>(I also believe there&#8217;s an implied corollary: Know when mastery is NOT important.)</p>
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		<title>Just use markdown</title>
		<link>https://rianjs.net/2026/03/just-use-markdown</link>
					<comments>https://rianjs.net/2026/03/just-use-markdown#respond</comments>
		
		<dc:creator><![CDATA[Rian]]></dc:creator>
		<pubDate>Fri, 13 Mar 2026 10:21:34 +0000</pubDate>
				<category><![CDATA[Software]]></category>
		<guid isPermaLink="false">https://rianjs.net/?p=2376</guid>

					<description><![CDATA[Don&#8217;t use PDF. Don&#8217;t use Word. For heaven&#8217;s sake, don&#8217;t &#8220;make a deck&#8221;. Just use markdown. Agents can consume markdown so much easier than they can consume these other formats. Just use markdown.]]></description>
										<content:encoded><![CDATA[<p>Don&#8217;t use PDF.</p>
<p>Don&#8217;t use Word.</p>
<p>For heaven&#8217;s sake, don&#8217;t &#8220;make a deck&#8221;.</p>
<p>Just use markdown.</p>
<p>Agents can consume markdown so much easier than they can consume these other formats. Just use markdown.</p>
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		<title>.NET struct performance degradation by size</title>
		<link>https://rianjs.net/2025/09/csharp-struct-size-limit-performance</link>
					<comments>https://rianjs.net/2025/09/csharp-struct-size-limit-performance#respond</comments>
		
		<dc:creator><![CDATA[Rian]]></dc:creator>
		<pubDate>Mon, 15 Sep 2025 09:21:58 +0000</pubDate>
				<category><![CDATA[Software]]></category>
		<guid isPermaLink="false">https://rianjs.net/?p=2368</guid>

					<description><![CDATA[I benchmarked equality, GetHashCode, and HashSet operations across different C# type implementations. The tests compared struct, readonly struct, record, and readonly record struct at various sizes (16-128 bytes). Why? The conventional wisdom has been &#8220;don&#8217;t have more than 16 bytes in a struct&#8221; with 32 bit CPU architectures, and no more than 32 bytes on &#8230; <a href="https://rianjs.net/2025/09/csharp-struct-size-limit-performance" class="more-link">Continue reading <span class="screen-reader-text">.NET struct performance degradation by size</span> <span class="meta-nav">&#8594;</span></a>]]></description>
										<content:encoded><![CDATA[<p>I benchmarked equality, GetHashCode, and HashSet operations across different C# type implementations. The tests compared <code>struct</code>, <code>readonly struct</code>, <code>record</code>, and <code>readonly record struct</code> at various sizes (16-128 bytes).</p>
<h3>Why?</h3>
<p>The conventional wisdom has been &#8220;don&#8217;t have more than 16 bytes in a struct&#8221; with 32 bit CPU architectures, and no more than 32 bytes on 64 bit CPUs, but mostly the former. I wanted to see what the actual performance degradation was as <code>struct</code> size increases.</p>
<p>I like to use <code>readonly record struct</code> to model aspects of my domain knowing that the compiler will optimize the type away to just the properties it contains, while guaranteeing  domain correctness.</p>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">Setup</h3>
<p class="whitespace-normal break-words">Tests were run on an Apple M3 using .NET 8 with BenchmarkDotNet&#8217;s ShortRun configuration.</p>
<ul>
<li>16 bytes: 4 int properties</li>
<li>32 bytes: 8 int properties</li>
<li>64 bytes: 16 int properties</li>
<li>128 bytes: 32 int properties</li>
</ul>
<p><code>record</code> is a value type, so increasing the number of properties doesn&#8217;t change the performance characteristics much, but I did it to keep the basis for comparison as even as possible.</p>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">Equality Performance</h3>
<table class="bg-bg-100 min-w-full border-separate border-spacing-0 text-sm leading-[1.88888] whitespace-normal">
<thead class="border-b-border-100/50 border-b-[0.5px] text-left">
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Type</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">16-byte (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">32-byte (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">64-byte (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">128-byte (ns)</th>
</tr>
</thead>
<tbody>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Struct</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">7.66</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">8.06</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10.83</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">16.46</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Struct + IEquatable</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0.00</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1.25</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">3.61</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">9.82</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Struct</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">7.56</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">8.02</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10.91</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">16.51</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Struct + IEquatable</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0.00</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1.08</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">3.21</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">9.64</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Record Struct</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0.00</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1.00</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">2.82</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">7.57</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Record</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0.94</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1.27</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">2.55</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">6.32</td>
</tr>
</tbody>
</table>
<h3><img decoding="async" 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" /></h3>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">GetHashCode Performance</h3>
<table class="bg-bg-100 min-w-full border-separate border-spacing-0 text-sm leading-[1.88888] whitespace-normal">
<thead class="border-b-border-100/50 border-b-[0.5px] text-left">
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Type</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">16-byte (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">32-byte (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">64-byte (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">128-byte (ns)</th>
</tr>
</thead>
<tbody>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Struct</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">12.41</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">12.64</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10.88</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">13.13</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Struct + IEquatable</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1.90</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">3.14</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">9.45</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">17.71</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Struct</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">11.14</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">12.95</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10.98</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">13.22</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Struct + IEquatable</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1.73</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">2.87</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">8.96</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">16.82</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Record Struct</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0.00</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0.43</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">2.67</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">9.80</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Record</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1.33</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1.79</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">4.31</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10.82</td>
</tr>
</tbody>
</table>
<h3><img decoding="async" 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" /></h3>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">HashSet.Contains Performance</h3>
<table class="bg-bg-100 min-w-full border-separate border-spacing-0 text-sm leading-[1.88888] whitespace-normal">
<thead class="border-b-border-100/50 border-b-[0.5px] text-left">
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Type</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">16-byte (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">32-byte (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">64-byte (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">128-byte (ns)</th>
</tr>
</thead>
<tbody>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Struct</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">20.27</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">23.59</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">24.00</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">34.56</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Struct + IEquatable</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">5.08</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">6.73</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">15.90</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">27.34</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Struct</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">20.47</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">23.87</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">24.08</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">33.87</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Struct + IEquatable</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">5.11</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">6.61</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">15.50</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">27.41</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Record Struct</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">2.42</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">4.61</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">9.57</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">20.65</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Record</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">6.14</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">6.89</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10.51</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">19.20</td>
</tr>
</tbody>
</table>
<h3><img decoding="async" 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" /></h3>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">Memory Allocations</h3>
<table class="bg-bg-100 min-w-full border-separate border-spacing-0 text-sm leading-[1.88888] whitespace-normal">
<thead class="border-b-border-100/50 border-b-[0.5px] text-left">
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Type</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">16-byte</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">32-byte</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">64-byte</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">128-byte</th>
</tr>
</thead>
<tbody>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Struct (Equals)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">64 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">96 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">160 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">288 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Struct (GetHashCode)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">32 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">48 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">80 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">144 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Struct (HashSet)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">96 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">144 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">240 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">432 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Struct (Equals)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">64 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">96 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">160 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">288 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Struct (GetHashCode)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">32 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">48 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">80 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">144 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Readonly Struct (HashSet)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">96 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">144 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">240 B</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">432 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]"><strong>All others</strong></td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]"><strong>0 B</strong></td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]"><strong>0 B</strong></td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]"><strong>0 B</strong></td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]"><strong>0 B</strong></td>
</tr>
</tbody>
</table>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">Key Findings</h3>
<ul>
<li class="whitespace-normal break-words">Structs without <code>IEquatable&lt;T&gt;</code> use <a href="https://learn.microsoft.com/en-us/dotnet/api/system.valuetype.equals?view=net-9.0"><code>ValueType.Equals</code></a>, which boxes and allocates,  causing 7-16ns overhead per operation.</li>
<li class="whitespace-normal break-words">Records consistently outperform structs for GetHashCode, likely due to compiler-generated optimizations.</li>
<li class="whitespace-normal break-words">Readonly record structs combine the benefits of value semantics with record optimizations, showing best overall performance for collection operations.</li>
<li class="whitespace-normal break-words">Struct size impacts performance linearly &#8211; 128-byte types take 3-5x longer than 16-byte types for most operations.</li>
</ul>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">Recommendations</h3>
<ul>
<li class="whitespace-normal break-words">Always implement IEquatable&lt;T&gt; on structs. <code>ValueType.Equals</code> is 3-5x slower.</li>
<li class="whitespace-normal break-words">Use readonly record structs for small value types that need equality operations and collection membership tests.</li>
<li class="whitespace-normal break-words">Consider regular structs with IEquatable&lt;T&gt; for types larger than 64 bytes where mutability is needed.</li>
<li class="whitespace-normal break-words">Records (reference types) remain competitive for GetHashCode but have allocation overhead not shown in these benchmarks.</li>
</ul>
]]></content:encoded>
					
					<wfw:commentRss>https://rianjs.net/2025/09/csharp-struct-size-limit-performance/feed</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>The most performant way to count substrings in .NET</title>
		<link>https://rianjs.net/2025/08/the-most-performant-way-to-count-substrings-in-net</link>
					<comments>https://rianjs.net/2025/08/the-most-performant-way-to-count-substrings-in-net#respond</comments>
		
		<dc:creator><![CDATA[Rian]]></dc:creator>
		<pubDate>Fri, 15 Aug 2025 10:38:47 +0000</pubDate>
				<category><![CDATA[Software]]></category>
		<guid isPermaLink="false">https://rianjs.net/?p=2365</guid>

					<description><![CDATA[I benchmarked 14 common approaches to counting substrings in .NET. The approaches differed up to 60-70x in execution time with memory allocations ranging from zero to over 160KB. Setup Tests searched for substring &#8220;the&#8221; in two strings on an Apple M3 using .NET 8 with BenchmarkDotNet&#8217;s ShortRun configuration. The big string was the first chapter &#8230; <a href="https://rianjs.net/2025/08/the-most-performant-way-to-count-substrings-in-net" class="more-link">Continue reading <span class="screen-reader-text">The most performant way to count substrings in .NET</span> <span class="meta-nav">&#8594;</span></a>]]></description>
										<content:encoded><![CDATA[<p>I benchmarked 14 common approaches to counting substrings in .NET. The approaches differed up to 60-70x in execution time with memory allocations ranging from zero to over 160KB.</p>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">Setup</h3>
<p class="whitespace-normal break-words">Tests searched for substring &#8220;the&#8221; <a href="https://github.com/rianjs/DotNetPerfTesting/blob/master/PerfTesting/PerfTesting/Strings/Strings.cs">in two strings</a> on an Apple M3 using .NET 8 with BenchmarkDotNet&#8217;s <code>ShortRun</code> configuration. The big string was the first chapter of The Hobbit, and the small string was the first 100 chars of the big string.</p>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">Results</h3>
<table class="bg-bg-100 min-w-full border-separate border-spacing-0 text-sm leading-[1.88888] whitespace-normal">
<thead class="border-b-border-100/50 border-b-[0.5px] text-left">
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Approach</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Small (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Large (ns)</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Allocated</th>
</tr>
</thead>
<tbody>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Span</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">17.71</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">8,227</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">IndexOf (Ordinal)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">18.93</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">8,662</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">IndexOf (OrdinalIgnoreCase)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">20.47</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10,463</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">String.Replace</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">37.33</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">24,645</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">216 B / 87,963 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Cached, compiled Regex</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">127.17</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">40,968</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">560 B / 162,880 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Instantiating a Regex inline</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">416.44</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">49,698</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">2,528 B / 164,848 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Static Regex (Regex.Match)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">154.42</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">50,996</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">560 B / 162,880 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">String.Split</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">145.47</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">70,195</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">304 B / 111,058 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">IndexOf (InvariantCulture)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1,216.64</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">523,154</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0 B / 1 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">IndexOf (InvariantCultureIgnoreCase)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1,314.57</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">534,426</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0 B / 1 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">IndexOf (CurrentCultureIgnoreCase)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1,329.19</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">536,436</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0 B / 1 B</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">IndexOf (CurrentCulture &#8211; default)</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1,224.49</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">553,913</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0 B / 1 B</td>
</tr>
</tbody>
</table>
<p>Allocated column shows small/large text allocations.</p>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">Key Findings</h3>
<ul>
<li class="whitespace-normal break-words">Ordinal string operations are 60x faster than culture-aware operations.</li>
<li class="whitespace-normal break-words">Span and IndexOf with StringComparison.Ordinal both achieve zero allocations and optimal performance.</li>
<li class="whitespace-normal break-words">Regex approaches allocate 160KB+ for large texts despite reasonable performance.</li>
<li class="whitespace-normal break-words">Split creates an array of all segments, explaining its 111KB allocation.
<ul>
<li>With larger strings, this creates an object on the Large Object Heap, which has different garbage collection characteristics, and should be avoided.</li>
</ul>
</li>
</ul>
<h3>Recommendation</h3>
<p>If you&#8217;re a backend or line of business developer modeling your domain, you probably want IndexOf with the Ordinal or OrdinalIgnoreCase comparer, depending on domain semantics.</p>
<h3>See also</h3>
<ul>
<li><a href="https://learn.microsoft.com/en-us/dotnet/standard/base-types/best-practices-strings">Best practices for comparing string in .NET</a></li>
<li><a href="https://github.com/rianjs/DotNetPerfTesting/blob/master/PerfTesting/PerfTesting/Strings/CountSubstringTests.cs">The code</a></li>
<li><a href="https://github.com/rianjs/DotNetPerfTesting/wiki/Counting-substrings">Raw results</a></li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Dictionary vs FrozenDictionary: when does the extra overhead break-even?</title>
		<link>https://rianjs.net/2025/08/when-to-use-frozendictionary-vs-dictionary-performance</link>
					<comments>https://rianjs.net/2025/08/when-to-use-frozendictionary-vs-dictionary-performance#respond</comments>
		
		<dc:creator><![CDATA[Rian]]></dc:creator>
		<pubDate>Mon, 04 Aug 2025 18:56:14 +0000</pubDate>
				<category><![CDATA[Software]]></category>
		<guid isPermaLink="false">https://rianjs.net/?p=2345</guid>

					<description><![CDATA[FrozenDictionary offers faster reads but slower creation. Here&#8217;s when the trade-off makes sense. The tl;dr- Based on benchmark data, here are the break-even points where FrozenDictionary becomes worthwhile: Collection Size Cache Hits Cache Misses 10 elements 276 reads 125 reads 100 elements 1,831 reads 804 reads 1,000 elements 22,157 reads 9,634 reads 10,000 elements 217,271 &#8230; <a href="https://rianjs.net/2025/08/when-to-use-frozendictionary-vs-dictionary-performance" class="more-link">Continue reading <span class="screen-reader-text">Dictionary vs FrozenDictionary: when does the extra overhead break-even?</span> <span class="meta-nav">&#8594;</span></a>]]></description>
										<content:encoded><![CDATA[<p class="whitespace-normal break-words"><code>FrozenDictionary</code> offers faster reads but slower creation. Here&#8217;s when the trade-off makes sense.</p>
<h3 class="text-xl font-bold text-text-100 mt-1 -mb-0.5">The tl;dr-</h3>
<p class="whitespace-normal break-words">Based on benchmark data, here are the break-even points where <code>FrozenDictionary</code> becomes worthwhile:</p>
<table class="bg-bg-100 min-w-full border-separate border-spacing-0 text-sm leading-[1.88888] whitespace-normal">
<thead class="border-b-border-100/50 border-b-[0.5px] text-left">
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Collection Size</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Cache Hits</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Cache Misses</th>
</tr>
</thead>
<tbody>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10 elements</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">276 reads</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">125 reads</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">100 elements</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1,831 reads</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">804 reads</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1,000 elements</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">22,157 reads</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">9,634 reads</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10,000 elements</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">217,271 reads</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">104,890 reads</td>
</tr>
</tbody>
</table>
<p>(Based on <code>string</code> keys and <code>OrdinalIgnoreCase</code> comparison.)</p>
<ul>
<li class="whitespace-normal break-words"><strong>Cache misses break-even faster</strong> &#8211; <code>FrozenDictionary</code> is much faster for failed lookups (0.33ns vs 6-7ns), so collections with cache misses justify the switch sooner.</li>
<li class="whitespace-normal break-words"><strong>Creation cost scales ~linearly with size</strong> &#8211; Creation cost grows in a fairly linear way, so larger collections will need more reads to justify use.</li>
<li class="whitespace-normal break-words"><strong>Read performance is consistent</strong> &#8211; Once created, <code>FrozenDictionary</code> maintains good performance regardless of collection size.</li>
</ul>
<p class="whitespace-normal break-words">Switch to <code>FrozenDictionary</code> when you expect:</p>
<ul class="[&amp;:not(:last-child)_ul]:pb-1 [&amp;:not(:last-child)_ol]:pb-1 list-disc space-y-1.5 pl-7">
<li class="whitespace-normal break-words"><strong>Small collections (10-100 elements)</strong>: Hundreds to low thousands of reads</li>
<li class="whitespace-normal break-words"><strong>Large collections (1K+ elements)</strong>: 10K+ reads with cache misses, or 20K+ reads with all hits</li>
<li class="whitespace-normal break-words"><strong>A high percentage of misses</strong>: you can cut the number of reads in ~half if you expect a high percentage of key misses.</li>
</ul>
<h3>Instantiation costs</h3>
<p class="whitespace-normal break-words"><code>FrozenDictionary</code>&#8216;s creation penalty is substantial but decreases as collection size increases:</p>
<table class="bg-bg-100 min-w-full border-separate border-spacing-0 text-sm leading-[1.88888] whitespace-normal">
<thead class="border-b-border-100/50 border-b-[0.5px] text-left">
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Elements</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Dictionary</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">FrozenDictionary</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Overhead</th>
</tr>
</thead>
<tbody>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">90.30 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">867.24 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">9.6x</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">100</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">900.73 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">6,285.94 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">7.0x</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1,000</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10,597.66 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">65,989.60 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">6.2x</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10,000</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">138,642.89 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">781,551.17 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">5.6x</td>
</tr>
</tbody>
</table>
<h3>Hit + miss costs</h3>
<table class="bg-bg-100 min-w-full border-separate border-spacing-0 text-sm leading-[1.88888] whitespace-normal">
<thead class="border-b-border-100/50 border-b-[0.5px] text-left">
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Elements</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">dict Hit</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">dict Miss</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">Frozen  Hit</th>
<th class="text-text-000 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] font-400 px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">frozen Miss</th>
</tr>
</thead>
<tbody>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">5.48 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">6.54 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">2.66 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0.33 ns</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">100</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">5.77 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">7.04 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">2.83 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0.34 ns</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">1,000</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">5.45 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">6.08 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">2.95 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0.33 ns</td>
</tr>
<tr class="[tbody&gt;&amp;]:odd:bg-bg-500/10">
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">10,000</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">5.64 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">6.49 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">2.68 ns</td>
<td class="border-t-border-100/50 [&amp;:not(:first-child)]:-x-[hsla(var(--border-100) / 0.5)] border-t-[0.5px] px-2 [&amp;:not(:first-child)]:border-l-[0.5px]">0.36 ns</td>
</tr>
</tbody>
</table>
<h3>The code</h3>
<ul>
<li><a href="https://github.com/rianjs/DotNetPerfTesting/blob/master/PerfTesting/PerfTesting/Collections/DictionaryInstantiationTests.cs">DictionaryInstantiationTests.cs</a></li>
<li><a href="https://github.com/rianjs/DotNetPerfTesting/blob/master/PerfTesting/PerfTesting/Collections/DictionaryLookupTests.cs">DictionaryLookupTests.cs</a></li>
<li><a href="https://github.com/rianjs/DotNetPerfTesting/wiki/Dictionary-instantiation-and-lookup-tests">Full tabular data</a></li>
</ul>
]]></content:encoded>
					
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		<title>2 minute fix: Ventura + Logitech Brio + dock</title>
		<link>https://rianjs.net/2023/01/fix-macos-logitech-brio-dock</link>
					<comments>https://rianjs.net/2023/01/fix-macos-logitech-brio-dock#comments</comments>
		
		<dc:creator><![CDATA[Rian]]></dc:creator>
		<pubDate>Fri, 13 Jan 2023 16:51:00 +0000</pubDate>
				<category><![CDATA[Software]]></category>
		<guid isPermaLink="false">https://rianjs.net/?p=2335</guid>

					<description><![CDATA[My Logitech Brio stopped working after I upgraded from Monterey to Ventura. It&#8217;s always been connected to an OWC dock, along with a bunch of other peripherals. Maybe I can save you 15-20 minutes by sharing what I did: Download the Logitech firmware update for the Brio. Connect the webcam directly to the computer. In &#8230; <a href="https://rianjs.net/2023/01/fix-macos-logitech-brio-dock" class="more-link">Continue reading <span class="screen-reader-text">2 minute fix: Ventura + Logitech Brio + dock</span> <span class="meta-nav">&#8594;</span></a>]]></description>
										<content:encoded><![CDATA[<p>My Logitech Brio stopped working after I upgraded from Monterey to Ventura. It&#8217;s always been connected to an OWC dock, along with a bunch of other peripherals. Maybe I can save you 15-20 minutes by sharing what I did:</p>
<ol>
<li><a href="https://prosupport.logi.com/hc/en-us/articles/360039591834-Download-BRIO-Ultra-HD-Pro-Business-Webcam">Download the Logitech firmware update</a> for the Brio.</li>
<li>Connect the webcam directly to the computer. In my case, I had to attach a USB-A to USB-C adapter because my MacBook Pro only has USB-C ports. (Contrary to some forum posts, I didn&#8217;t need a whole new cable, an adapter worked fine.)</li>
<li>Run the firmware update tool. My firmware was at v1.1, and the latest was 2.9. The update took less than a minute to complete.</li>
<li>Remove the USB-A to USB-C adapter, and reconnect the camera to the dock in the same place it was before.</li>
</ol>
<p>And that was it. You can use Photo Booth to test at steps 3 and 4 to make sure it&#8217;s working along the way. I also rebooted, and everything stayed fixed after the restart.</p>
]]></content:encoded>
					
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		<item>
		<title>Circuit breakers in stock market trading</title>
		<link>https://rianjs.net/2020/03/what-are-the-circuit-breaker-rules-for-the-market</link>
					<comments>https://rianjs.net/2020/03/what-are-the-circuit-breaker-rules-for-the-market#respond</comments>
		
		<dc:creator><![CDATA[Rian]]></dc:creator>
		<pubDate>Mon, 16 Mar 2020 13:54:12 +0000</pubDate>
				<category><![CDATA[Software]]></category>
		<guid isPermaLink="false">https://rianjs.net/?p=2312</guid>

					<description><![CDATA[Because I can never remember them. Level 1 halt (7% drop) Trading will halt for 15 minutes if drop occurs before 3:25 p.m. At or after 3:25 p.m.â€”trading shall continue, unless there is a Level 3 halt. Level 2 halt (13% drop) Trading will halt for 15 minutes if drop occurs before 3:25 p.m. At &#8230; <a href="https://rianjs.net/2020/03/what-are-the-circuit-breaker-rules-for-the-market" class="more-link">Continue reading <span class="screen-reader-text">Circuit breakers in stock market trading</span> <span class="meta-nav">&#8594;</span></a>]]></description>
										<content:encoded><![CDATA[<p>Because I can never remember them.</p>
<h3>Level 1 halt (7% drop)</h3>
<ul>
<li>Trading will halt for 15 minutes if drop occurs before 3:25 p.m.</li>
<li>At or after 3:25 p.m.â€”trading shall continue, unless there is a Level 3 halt.</li>
</ul>
<h3>Level 2 halt (13% drop)</h3>
<ul>
<li>Trading will halt for 15 minutes if drop occurs before 3:25 p.m.</li>
<li>At or after 3:25 p.m.â€”trading shall continue, unless there is a Level 3 halt.</li>
</ul>
<h3>Level 3 halt (20% drop)</h3>
<ul>
<li>At any time during the trading dayâ€”trading shall halt for the remainder of the trading day.</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Backdoor, megabackdoor, and regular Roth IRA conversions</title>
		<link>https://rianjs.net/2019/01/backdoor-megabackdoor-and-regular-roth-ira-conversions</link>
					<comments>https://rianjs.net/2019/01/backdoor-megabackdoor-and-regular-roth-ira-conversions#respond</comments>
		
		<dc:creator><![CDATA[Rian]]></dc:creator>
		<pubDate>Fri, 18 Jan 2019 15:14:22 +0000</pubDate>
				<category><![CDATA[Finance]]></category>
		<guid isPermaLink="false">https://rianjs.net/?p=2305</guid>

					<description><![CDATA[This is an honest-to-goodness note to my future self. Backdoor Roth IRA Definition: Making non-deductible contributions to a traditional IRA, then converting to Roth IRA. Mechanics: Contribute up to $7,000 ($8,000 if 50+) to a traditional IRA without taking the tax deduction. Then convert this money to a Roth IRA. No additional taxes owed since &#8230; <a href="https://rianjs.net/2019/01/backdoor-megabackdoor-and-regular-roth-ira-conversions" class="more-link">Continue reading <span class="screen-reader-text">Backdoor, megabackdoor, and regular Roth IRA conversions</span> <span class="meta-nav">&#8594;</span></a>]]></description>
										<content:encoded><![CDATA[<p><em>This is an honest-to-goodness note to my future self.</em></p>
<h2>Backdoor Roth IRA</h2>
<p><strong>Definition:</strong> Making non-deductible contributions to a traditional IRA, then converting to Roth IRA.</p>
<p><strong>Mechanics: </strong>Contribute up to $7,000 ($8,000 if 50+) to a traditional IRA without taking the tax deduction. Then convert this money to a Roth IRA. No additional taxes owed since the contribution was already made with after-tax dollars.</p>
<p><strong>When it can be done:</strong> Any time, but primarily useful when your income exceeds direct Roth IRA contribution limits ($153k-$161k for 2025).</p>
<p><strong>Notes:</strong> Works best with empty traditional IRA accounts to avoid pro-rata rule complications.</p>
<h2>Mega-backdoor Roth IRA</h2>
<p><strong>Definition:</strong> Converting <em>after-tax</em> 401k contributions to Roth IRA money.</p>
<p><strong>Mechanics:</strong> Make after-tax contributions to your 401k beyond the pre-tax/Roth limits. Then either convert directly to Roth IRA (if plan allows) or roll to a rollover IRA first, then convert to Roth IRA. No additional taxes since money was already taxed.</p>
<p><strong>When it can be done:</strong> Whenever your 401k plan allows after-tax contributions and in-service distributions or conversions.</p>
<p><strong>Notes:</strong> Total 401k contributions (pre-tax + Roth + after-tax) are limited to $71,000 for 2025 ($78,500 if 50+). Not all 401k plans offer this option.</p>
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		<item>
		<title>Introducing Haystack &#8211; a grab bag of extension methods for .NET</title>
		<link>https://rianjs.net/2018/12/introducing-haystack-a-grab-bag-of-extension-methods-for-net</link>
					<comments>https://rianjs.net/2018/12/introducing-haystack-a-grab-bag-of-extension-methods-for-net#respond</comments>
		
		<dc:creator><![CDATA[Rian]]></dc:creator>
		<pubDate>Sun, 23 Dec 2018 19:18:28 +0000</pubDate>
				<category><![CDATA[Programming]]></category>
		<category><![CDATA[Software]]></category>
		<guid isPermaLink="false">https://rianjs.net/?p=2298</guid>

					<description><![CDATA[Like many developers, I have collected a bunch of useful methods over time. Most of the time, these methods don&#8217;t have unit tests, nor do they have performance tests. Many of them have origins at StackOverflow &#8212; which uses the MIT license &#8212; and many of them don&#8217;t. I started collecting them formally about two &#8230; <a href="https://rianjs.net/2018/12/introducing-haystack-a-grab-bag-of-extension-methods-for-net" class="more-link">Continue reading <span class="screen-reader-text">Introducing Haystack &#8211; a grab bag of extension methods for .NET</span> <span class="meta-nav">&#8594;</span></a>]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Like many developers, I have collected a bunch of useful methods over time. Most of the time, these methods don&#8217;t have unit tests, nor do they have performance tests. Many of them have origins at StackOverflow &#8212; which uses the MIT license &#8212; and many of them don&#8217;t.</p>



<p class="wp-block-paragraph">I started collecting them formally about two years ago. Recently I decided to actually turn them into something I could consume via nuget, because I was getting fed up with copying and pasting code everywhere.</p>



<ul class="wp-block-list">
<li><a href="https://github.com/rianjs/Haystack">Source code</a>
<ul>
<li><a href="https://github.com/rianjs/Haystack/tree/master/PerformanceTests">Performance tests</a></li>
</ul>
</li>
<li><a href="https://www.nuget.org/packages/Haystack/">Nuget package</a></li>
<li><a href="https://github.com/rianjs/Haystack/wiki/String-extensions">Documentation</a></li>
</ul>



<h2 class="wp-block-heading">Compatibility</h2>



<p class="wp-block-paragraph">Haystack targets <a href="https://docs.microsoft.com/en-us/dotnet/standard/net-standard">.NET Standard 1.3</a>, which means it works with:</p>



<ul class="wp-block-list">
<li>.NET 4.6+</li>
<li>.NET Core 1.0+</li>
<li>Mono 4.6+</li>
<li>UWP 10+</li>
</ul>



<h2 class="wp-block-heading">Tradeoffs</h2>



<ul class="wp-block-list">
<li><strong>Performance vs maintainability:</strong> If I have to choose between maintainability and raw speed, I&#8217;ll choose maintainability. To that end, if there were was more than one maintainable approach, I chose the faster of the two, using Benchmark.NET to determine the winner. In some cases, like constant time string comparisons, slower is actually better, so as not to leak information, but only in certain places, so those places where optimizations might leak information are purposely slow, whereas the less security-critical areas use the faster implementation.</li>
<li><strong>Correctness:</strong> For the most part, each method has unit tests associated with it.</li>
</ul>



<h2 class="wp-block-heading">Examples</h2>



<h3>string.ConstantTimeCompare</h3>



<p class="wp-block-paragraph">Constant time string comparison matter in cryptography <a href="https://codahale.com/a-lesson-in-timing-attacks/">for various reasons</a>. To that end, fast string comparisons can leak information, so we want to exhaustively check all the bytes in the string, even if we know the strings <em>aren&#8217;t </em>equal early on.</p>


<div class="wp-geshi-highlight-wrap5"><div class="wp-geshi-highlight-wrap4"><div class="wp-geshi-highlight-wrap3"><div class="wp-geshi-highlight-wrap2"><div class="wp-geshi-highlight-wrap"><div class="wp-geshi-highlight"><div class="csharp"><pre class="de1"><span class="kw1">const</span> <span class="kw4">string</span> here <span class="sy0">=</span> <span class="st0">&quot;Here&quot;</span><span class="sy0">;</span>
<span class="kw1">const</span> <span class="kw4">string</span> there <span class="sy0">=</span> <span class="st0">&quot;There&quot;</span><span class="sy0">;</span>
&nbsp;
<span class="kw1">var</span> areSame <span class="sy0">=</span> here<span class="sy0">.</span><span class="me1">ConstantTimeEquals</span><span class="br0">&#40;</span>there<span class="br0">&#41;</span><span class="sy0">;</span>   <span class="co1">// false</span></pre></div></div></div></div></div></div></div>



<h3>string.TrimStart and string.TrimEnd</h3>
<p>It&#8217;s useful to be able to remove substrings from the beginning and/or end of a string. With or without a StringComparer overload.</p>


<div class="wp-geshi-highlight-wrap5"><div class="wp-geshi-highlight-wrap4"><div class="wp-geshi-highlight-wrap3"><div class="wp-geshi-highlight-wrap2"><div class="wp-geshi-highlight-wrap"><div class="wp-geshi-highlight"><div class="csharp"><pre class="de1"><span class="kw1">const</span> <span class="kw4">string</span> trim <span class="sy0">=</span> <span class="st0">&quot;Hello world&quot;</span><span class="sy0">;</span>
<span class="kw1">const</span> <span class="kw4">string</span> hello <span class="sy0">=</span> <span class="st0">&quot;Hello worldThis is a hello worldHello world&quot;</span><span class="sy0">;</span>
&nbsp;
<span class="kw1">var</span> trimFront <span class="sy0">=</span> hello<span class="sy0">.</span><span class="me1">TrimStart</span><span class="br0">&#40;</span>trim<span class="br0">&#41;</span><span class="sy0">;</span>   <span class="co1">// This is a hello worldHello world</span>
<span class="kw1">var</span> trimEnd <span class="sy0">=</span> hello<span class="sy0">.</span><span class="me1">TrimEnd</span><span class="br0">&#40;</span>trim<span class="br0">&#41;</span><span class="sy0">;</span>       <span class="co1">// Hello worldThis is a hello world</span>
<span class="kw1">var</span> trimBoth <span class="sy0">=</span> hello<span class="sy0">.</span><span class="me1">Trim</span><span class="br0">&#40;</span>trim<span class="br0">&#41;</span><span class="sy0">;</span>         <span class="co1">// This is a hello world</span></pre></div></div></div></div></div></div></div>



<p>The library is growing bit-by-bit, and contributions are welcome!</p>
]]></content:encoded>
					
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		<item>
		<title>Productivity fetishism</title>
		<link>https://rianjs.net/2018/01/productivity-fetishism</link>
					<comments>https://rianjs.net/2018/01/productivity-fetishism#respond</comments>
		
		<dc:creator><![CDATA[Rian]]></dc:creator>
		<pubDate>Mon, 15 Jan 2018 15:39:34 +0000</pubDate>
				<category><![CDATA[Happiness]]></category>
		<guid isPermaLink="false">https://rianjs.net/?p=2285</guid>

					<description><![CDATA[I switched to Firefox recently, which has a &#8220;Recommended by Pocket&#8221; section on the New Tab page. As I expected, many of the recommendations are productivity fetish articles from Lifehacker and similar rubbish. Their job is not to make you more productive&#8211;whatever that means&#8211;it&#8217;s to keep you reading. Instead: Discover what&#8217;s valuable. Talk to people &#8230; <a href="https://rianjs.net/2018/01/productivity-fetishism" class="more-link">Continue reading <span class="screen-reader-text">Productivity fetishism</span> <span class="meta-nav">&#8594;</span></a>]]></description>
										<content:encoded><![CDATA[<p>I switched to Firefox recently, which has a &#8220;<a href="https://getpocket.com/blog/2017/11/introducing-pocket-recommendations-in-firefox-quantum/">Recommended by Pocket</a>&#8221; section on the New Tab page. As I expected, many of the recommendations are productivity fetish articles from Lifehacker and similar rubbish. Their job is not to make you more productive&#8211;whatever that means&#8211;it&#8217;s to keep you reading.</p>
<p>Instead:</p>
<ol>
<li><strong>Discover what&#8217;s valuable.</strong> Talk to people with high visibility and the insight to match. That could be an executive, or it could be your spouse.</li>
<li><strong>Do only valuable things.</strong> Being busy <a href="https://strikemag.org/bullshit-jobs/">doesn&#8217;t mean you&#8217;re doing anything worth doing</a>.</li>
<li><strong>Learn your tools.</strong> If something feels like it&#8217;s harder than it should be, you&#8217;re using the wrong tool, or you don&#8217;t know your tools well enough.</li>
</ol>
<p>If you follow these guidelines, you&#8217;ll be happier, less stressed, and deliver more value.</p>
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