﻿<?xml version="1.0" encoding="utf-8"?><rss version="2.0"><channel><title>Ayende @ Rahien</title><link>https://ayende.com/blog/</link><description>Ayende @ Rahien</description><copyright>Copyright (C) Ayende Rahien  2004 - 2021 (c) 2024</copyright><ttl>60</ttl><item><title>Corax, Lucene, Benchmarks and lies!</title><description>&lt;p style="text-align:left;"&gt;When we started working on Corax (10 years ago!), we had a pretty simple mission statement for that: &amp;ldquo;Lucene, but 10 times faster for our use case&amp;rdquo;. When we actually started implementing this in code (early 2020), we had a few more rules about the direction we wanted to take.&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Corax had to be faster than Lucene in all scenarios, and 10 times faster for common indexing and querying scenarios. Corax design is meant for online indexing, not batch-oriented like Lucene. We favor moving work to indexing time and ensuring that our data structures on disk can work with no additional processing time.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Lucene was created at a time when data size was much smaller and disks were far more expensive. It shows in the overall design in many ways, but one of the critical aspects is that the file design for Lucene is compressed, meaning that you need to read the data, decode that into the in-memory data structure, and then process it. &lt;/p&gt;&lt;p style="text-align:left;"&gt;For RavenDB&amp;rsquo;s use case, that turned out to be a serious problem. In particular, the issue of cold queries, where you query the database for the first time and have to pay the initialization cost, was particularly difficult. Now, cold queries aren&amp;rsquo;t really that interesting, from a benchmark perspective, you have to warm things up in every software (caches are everywhere, from your disk to your CPU). I like to say that even &lt;em&gt;memory&lt;/em&gt;&amp;nbsp;has caches (yes, plural) because it is so slow (L1, L2, L3 caches). &lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;With Lucene&amp;rsquo;s design, however, whenever it runs an indexing batch, it creates a new file, and to start querying after that means that you have a &amp;ldquo;cold start&amp;rdquo; for that file. Usually, those files are small, but every now and then Lucene needs to merge several files together and then we have to pay the cold start price for a large amount of data.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The issue is that this sometimes introduces a high latency spike (hitting us in the P999 targets), which is really hard to smooth over. We spent a lot of time and engineering resources ensuring that this doesn&amp;rsquo;t have a big impact on our users. &lt;/p&gt;&lt;p style="text-align:left;"&gt;One of the design goals for Corax was to ensure that this doesn&amp;rsquo;t happen. That we are able to get consistent performance from the system without periodic maintenance tasks. That led us to a very different internal design. The persistent data structures that we use are meant to be used as is, without initial processing. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Everything has a cost, and in this case, it means that the size of Corax on disk is typically somewhat larger than Lucene. The big advantage is that the amount of &lt;em&gt;memory&lt;/em&gt;&amp;nbsp;being used by Corax tends to be significantly lower. And in today&amp;rsquo;s world, disks are far cheaper than memory. Corax&amp;rsquo;s cold start time is &lt;em&gt;orders of magnitude&lt;/em&gt;&amp;nbsp;faster than Lucene&amp;rsquo;s cold start time. &lt;/p&gt;&lt;p style="text-align:left;"&gt;It turns out that there is a huge impact in another scenario as well, completely unexpected. We continuously run performance tests on our system, and we got some ridiculous results when testing query performance using encrypted databases.&lt;/p&gt;&lt;p style="text-align:left;"&gt;When you use encryption at rest, RavenDB ensures that the only time that your data is decrypted is when there is an &lt;em&gt;active transaction using the data&lt;/em&gt;. In other words, even in-memory buffers are encrypted. That applies to documents as well as indexes. It does &lt;em&gt;not&lt;/em&gt;&amp;nbsp;apply to the in-memory data that Lucene holds in its cache, though. For Corax, however, &lt;em&gt;all&lt;/em&gt;&amp;nbsp;of its state is encrypted.&lt;/p&gt;&lt;p style="text-align:left;"&gt;When we run our benchmark on encrypted database queries, we expect to see either roughly the same performance between Corax and Lucene or see Lucene edging out Corax in this scenario, since it can use its cache without paying decryption costs.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Instead, we got really puzzling results. I tried showing them in bar chart format, but I literally couldn&amp;rsquo;t make the data fit in a reasonable size. The scenario is testing queries on an encrypted database, using an m5.xlarge instance on AWS. We are hitting the server with 500 queries/second, and testing for the 99.99 percentile performance.&lt;/p&gt;&lt;table style="width:100%;"&gt;&lt;tr&gt;&lt;strong&gt;&lt;td&gt;&lt;strong&gt;Indexing Engine&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;strong&gt;99.99% percentile (ms)&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;strong&gt;99.99% percentile (seconds)&lt;/strong&gt;&lt;/td&gt;&lt;/strong&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;Lucene&lt;/td&gt;&lt;td&gt;40,210&lt;/td&gt;&lt;td&gt;40.21&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;Corax&lt;/td&gt;&lt;td&gt;186&lt;/td&gt;&lt;td&gt;0.18&lt;/td&gt;&lt;/tr&gt;&lt;/table&gt;&lt;p style="text-align:left;"&gt;Take a look at those numbers! Somehow Corax is absolutely smoking Lucene&amp;rsquo;s lunch. And I was quite surprised about that. I mean, I&amp;rsquo;m &lt;em&gt;happy&lt;/em&gt;, I guess, that the indexing engine we spent so much time on is doing this well, but any time that we see a performance number that we cannot explain we need to figure out what is going on.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is the profiler output for this benchmark, using Lucene.&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;As you can see, the vast majority of the time is spent decrypting pages. And we are decrypting pages belonging to a stream. Those are the Lucene files, stored (encrypted in this case) inside of Voron. The issue is that the access pattern that Lucene is using forces us to touch large parts of the file. It usually reads a very small portion each time, but in various locations. Given that the data is encrypted, we have to decrypt each of those locations. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Corax, on the other hand, keeps the persistent data structure in such a way that when we need to access specific pages only. That means that in terms of the number of pages touched by Corax or Lucene for this particular scenario, Lucene is using a lot more. You&amp;rsquo;ll usually not notice that since Voron (our storage engine) is memory mapped and those accesses are cheap. When using encrypted storage, however, we need to decrypt the data first, so that was very noticeable. &lt;/p&gt;&lt;p style="text-align:left;"&gt;It&amp;rsquo;s interesting to note that this also applies to instances where there is a memory pressure involved. Corax would tend to touch a lot less memory and have a smaller working set, while Lucene will generate more page faults. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Really interesting results, and I&amp;rsquo;m both happy and amused that totally different design decisions have led to such a big impact in this scenario. In short, Corax is fast, really fast, and in many more scenarios than we initially thought.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>https://ayende.com/blog/200609-B/corax-lucene-benchmarks-and-lies?Key=d14c28d7-6b81-4927-8498-70bf7147e5c9</link><guid>https://ayende.com/blog/200609-B/corax-lucene-benchmarks-and-lies?Key=d14c28d7-6b81-4927-8498-70bf7147e5c9</guid><pubDate>Wed, 24 Jan 2024 12:00:00 GMT</pubDate></item><item><title>Non fungible money in cloud accounting</title><description>&lt;p style="text-align:left;"&gt;Fungible is a funny word, mostly because you are most likely familiar with the term from NFT (non-fungible tokens) and other similar scams. At its core, it is the idea that for certain things, the instance doesn&amp;rsquo;t matter, just the amount.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The classic example is that if I lend you a 50$ bill, and you give me back two 20$ bills and a 10$ bill, you&amp;rsquo;ve still given me back my money. That is even though you very clearly didn&amp;rsquo;t. I didn&amp;rsquo;t get the same physical 50$ paper bill back, I got bills for that same amount. On the other hand, if I give you my dog for the weekend, I would be quite upset if I got back three different dogs, even if the total weight is the same.&lt;/p&gt;&lt;p style="text-align:left;"&gt;This is actually a lot more than I &lt;em&gt;want&lt;/em&gt;&amp;nbsp;to know about fungibility, to be honest. But it turns out that if you are running &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://cloud.ravendb.net/"&gt;a cloud business&lt;/a&gt;&lt;/span&gt;&amp;nbsp;or just use the cloud in general, you have to be well-versed in the matter. Because in the cloud, money &lt;em&gt;isn&amp;rsquo;t&lt;/em&gt;&amp;nbsp;fungible. In fact, it doesn&amp;rsquo;t behave a lot like money at all. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Let&amp;rsquo;s assume that we are a cloud company called cloud.example.com, offering VPS for ourr users. You are in charge of writing the billing code, and it is pretty simple, right? Here is some code that can compute the charges:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;function&lt;/span&gt; &lt;span class="token function"&gt;compute_charges&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;custId&lt;span class="token punctuation"&gt;,&lt;/span&gt; start&lt;span class="token punctuation"&gt;,&lt;/span&gt; end&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
  &lt;span class="token keyword"&gt;let&lt;/span&gt; total &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token keyword"&gt;let&lt;/span&gt; &lt;span class="token function-variable function"&gt;predicate&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token parameter"&gt;instance&lt;/span&gt; &lt;span class="token operator"&gt;=&gt;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;(&lt;/span&gt;instance&lt;span class="token punctuation"&gt;.&lt;/span&gt;custId &lt;span class="token operator"&gt;===&lt;/span&gt; custId  &lt;span class="token operator"&gt;&amp;amp;&amp;amp;&lt;/span&gt; instance&lt;span class="token punctuation"&gt;.&lt;/span&gt;started &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; end&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;&amp;amp;&amp;amp;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;(&lt;/span&gt;instance&lt;span class="token punctuation"&gt;.&lt;/span&gt;ended &lt;span class="token operator"&gt;&gt;&lt;/span&gt; start      &lt;span class="token operator"&gt;||&lt;/span&gt; instance&lt;span class="token punctuation"&gt;.&lt;/span&gt;ended &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token keyword"&gt;null&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


  &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;let&lt;/span&gt; instance &lt;span class="token keyword"&gt;of&lt;/span&gt; &lt;span class="token function"&gt;query_instances&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;predicate&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    total &lt;span class="token operator"&gt;+=&lt;/span&gt; instance&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;hours_running&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;start&lt;span class="token punctuation"&gt;,&lt;/span&gt; end&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt;
             instance&lt;span class="token punctuation"&gt;.&lt;/span&gt;price_per_hour&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;


  &lt;span class="token keyword"&gt;return&lt;/span&gt; total&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;As you can see, there isn&amp;rsquo;t much there. We find all the instances that were running in the billing period and then calculate the total hours they ran during that period. Please note, this is a simplified model as we aren&amp;rsquo;t dealing with stopping &amp;amp; starting instances, etc. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The output of the &lt;span style="color:#37474f;"&gt;compute_charges()&lt;/span&gt;&amp;nbsp;function is a number, which will presumably be handed over to be charged over a credit card. There are other things that we need to do as well (generate an invoice, have a usage report, etc), but I want to focus on the money issue here.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The simplest model is that at the end of the billing period, we charge the customer (using a credit card, for example) and receive our payment. Everyone is happy and we can go home, hopefully richer. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The challenge arises when we want to offer additional options to the customer. For example, we may be willing to give the customer a discount if they are going to commit to a minimum amount of money they&amp;rsquo;ll spend each month. We may want to offer them upfront payment options or give monetary incentives to a particular aspect of the business (run on ARM instances instead of X64, for example).&lt;/p&gt;&lt;p style="text-align:left;"&gt;Each time that we make such an offer, we are going to be turning around and (significantly) complicating the way we bill the customer. Let&amp;rsquo;s talk about something as simple as committing to run an instance for a whole year. No upfront payment, just a commitment to pay for a particular server for a year. In AWS or Azure, that would be Reserved Instances, so you are likely very familiar with the idea.&lt;/p&gt;&lt;p style="text-align:left;"&gt;How is that going to be expressed in code? Probably something like this:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;function&lt;/span&gt; &lt;span class="token function"&gt;compute_charges&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;custId&lt;span class="token punctuation"&gt;,&lt;/span&gt; start&lt;span class="token punctuation"&gt;,&lt;/span&gt; end&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;let&lt;/span&gt; total &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;let&lt;/span&gt; &lt;span class="token function-variable function"&gt;predicate&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token parameter"&gt;instance&lt;/span&gt; &lt;span class="token operator"&gt;=&gt;&lt;/span&gt; &lt;span class="token comment"&gt;/*..redacted.*/&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
   
    &lt;span class="token keyword"&gt;var&lt;/span&gt; hrsPerIns &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;let&lt;/span&gt; i &lt;span class="token keyword"&gt;of&lt;/span&gt; &lt;span class="token keyword"&gt;this&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;instances&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;predicate&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;let&lt;/span&gt; hours &lt;span class="token operator"&gt;=&lt;/span&gt; i&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;hours_running&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;start&lt;span class="token punctuation"&gt;,&lt;/span&gt; end&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        hrsPerIns&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;.&lt;/span&gt;type&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; hours &lt;span class="token operator"&gt;+&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;hrsPerIns&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;.&lt;/span&gt;type&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;||&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        total &lt;span class="token operator"&gt;+=&lt;/span&gt; hours &lt;span class="token operator"&gt;*&lt;/span&gt; i&lt;span class="token punctuation"&gt;.&lt;/span&gt;price_per_hour&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;let&lt;/span&gt; c &lt;span class="token keyword"&gt;of&lt;/span&gt; &lt;span class="token keyword"&gt;this&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;commitmentsFor&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;custId&lt;span class="token punctuation"&gt;,&lt;/span&gt; start&lt;span class="token punctuation"&gt;,&lt;/span&gt; end&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;let&lt;/span&gt; hours &lt;span class="token operator"&gt;=&lt;/span&gt; c&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;committed_time&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;start&lt;span class="token punctuation"&gt;,&lt;/span&gt; end&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;let&lt;/span&gt; hoursUsed &lt;span class="token operator"&gt;=&lt;/span&gt; hrsPerIns&lt;span class="token punctuation"&gt;[&lt;/span&gt;c&lt;span class="token punctuation"&gt;.&lt;/span&gt;type&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;||&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;let&lt;/span&gt; unusedCommittedHours &lt;span class="token operator"&gt;=&lt;/span&gt; Math&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;max&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; hours &lt;span class="token operator"&gt;-&lt;/span&gt; hoursUsed&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        total &lt;span class="token operator"&gt;+=&lt;/span&gt; unusedCommittedHours &lt;span class="token operator"&gt;*&lt;/span&gt;
                &lt;span class="token keyword"&gt;this&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;instance&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;c&lt;span class="token punctuation"&gt;.&lt;/span&gt;type&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;price_per_hour&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
 
    &lt;span class="token keyword"&gt;return&lt;/span&gt; total&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;To be clear, the code above is &lt;em&gt;not&lt;/em&gt;&amp;nbsp;a good way to handle such a task, but it does show in a pretty succinct way the hidden complexities. In this case, if you didn&amp;rsquo;t meet your commitment, we&amp;rsquo;ll charge you for the unused commitment as well. &lt;/p&gt;&lt;p style="text-align:left;"&gt;A more complex system would have to account for discounted rates while using the committed values, for example. And in that case, the priority of applying such rates between different matching commitments. &lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Other aspects may be giving the user a discount for a particular level of usage. So the first 100GB are priced differently from the rest, applying a free tier and&amp;hellip; you get the point, I think. It gets complex.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Note that at this point, we aren&amp;rsquo;t even talking about money yet, we are discussing computing the charges. The situation is more interesting when we move to the next stage. On the face of it, this seems pretty simple, all you need to do is charge the credit card, no?&lt;/p&gt;&lt;p style="text-align:left;"&gt;Okay, maybe you need to send an invoice, but that is about it, right?&lt;/p&gt;&lt;p style="text-align:left;"&gt;Well&amp;hellip; what happens if the customer made an upfront payment for one of those commitments? Or just accidentally paid twice last month and now has credit on your system. &lt;/p&gt;&lt;p style="text-align:left;"&gt;I&amp;rsquo;m going to leave aside the whole complexity around payments &lt;em&gt;bouncing&lt;/em&gt;&amp;nbsp;(which is a whole other interesting topic) and how to deal with the actual charging. Right now I want to focus on the nature of money itself.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Imagine you have a commitment with a customer for an 8-core / 64 GB VPS server for a whole year. And they paid upfront, getting a nice discount along the way. How would you record that in your system?&lt;/p&gt;&lt;p style="text-align:left;"&gt;The easiest is to create the notion of credit for the user, which you deduct whenever you need to charge them. So we&amp;rsquo;ll first compute the charges, then deduct the existing credits, and debit the customer if anything remains. This is simple, easy to work with, and wrong.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Remember that discount the user received? They paid for that particular VPS type, and if you now need to charge them for anything else (such as storage charges), that money cannot come from the funds paid for the VPS. &lt;img 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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;In other words, the money the customer paid is not fungible. It isn&amp;rsquo;t applicable for any charge, it is &lt;em&gt;colored&lt;/em&gt;. It is dedicated to a particular purpose. And managing &lt;em&gt;that&lt;/em&gt;&amp;nbsp;turns out to be pretty complex. Mostly because we are trying to fit everything into the debits and credits on the account. &lt;/p&gt;&lt;p style="text-align:left;"&gt;A better model is to &lt;em&gt;avoid using&lt;/em&gt;&amp;nbsp;money, in the same way that if you mix inches and centimeters you&amp;rsquo;ll eventually end up in a bad place on Mars. The solution is to treat each individual charge as its own &amp;ldquo;currency&amp;rdquo;.&lt;/p&gt;&lt;p style="text-align:left;"&gt;In other words, when computing the charges, we aren&amp;rsquo;t trying to find the cost of running a particular instance for the billing period. We are trying to find how many &amp;ldquo;cost units&amp;rdquo; we have for that time period.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Instead of getting a single number that we&amp;rsquo;ll charge the customer, we&amp;rsquo;ll obtain a detailed set of the changes in question. Not as money, but as cost units. Think about those in a similar way to currency. &amp;nbsp;Note that all the units are multiples of 730 hours (number of hours per month, on average).&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token function"&gt;compute_charges&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;custId&lt;span class="token punctuation"&gt;,&lt;/span&gt; start&lt;span class="token punctuation"&gt;,&lt;/span&gt; end&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;=&gt;&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token literal-property property"&gt;custId&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'customers/3291-B'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
    &lt;span class="token literal-property property"&gt;start&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'2024-01-01'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token literal-property property"&gt;end&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'2024-01-31'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
    &lt;span class="token literal-property property"&gt;costs&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token literal-property property"&gt;type&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'8Cores-64GB-hours'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;  &lt;span class="token literal-property property"&gt;qty&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2190&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token literal-property property"&gt;type&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'4Cores-32GB-hours'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;  &lt;span class="token literal-property property"&gt;qty&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt;  &lt;span class="token number"&gt;730&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token literal-property property"&gt;type&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'disk-5000-iops'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;     &lt;span class="token literal-property property"&gt;qty&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2920&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
    &lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The next step after that is to get your allocated budget for the same billing period, which will look something like this:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token function"&gt;compute_budget&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;custId&lt;span class="token punctuation"&gt;,&lt;/span&gt; start&lt;span class="token punctuation"&gt;,&lt;/span&gt; end&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;=&gt;&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token literal-property property"&gt;custId&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'customers/3291-B'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
    &lt;span class="token literal-property property"&gt;start&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'2024-01-01'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token literal-property property"&gt;end&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'2024-01-31'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
    &lt;span class="token literal-property property"&gt;commitments&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token literal-property property"&gt;type&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'8Cores-64GB-hours'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;  &lt;span class="token literal-property property"&gt;qty&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2190&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token literal-property property"&gt;type&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'4Cores-32GB-hours'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;  &lt;span class="token literal-property property"&gt;qty&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;1460&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token literal-property property"&gt;type&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;'disk-5000-iops'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;     &lt;span class="token literal-property property"&gt;qty&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;730&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
    &lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;In other words, just as we compute the charges based on the actual usage for that billing period, we apply the same approach on the commitments we have. The next stage is to just add all of those together. In this case, we&amp;rsquo;ll end up with the following:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;8Cores-64GB-hours &amp;rArr; 0 (we used as much as we committed to)&lt;/li&gt;&lt;li&gt;4Cores-32GB-hours &amp;rArr; -730 (we committed to more than we used)&lt;/li&gt;&lt;li&gt;Disk-5000-iops &amp;rArr; 2190 (remaining use after applying commitment, priced as you go)&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;We aren&amp;rsquo;t done yet, after commitments, there are other plans that we may need to run. For example, we&amp;rsquo;ll provide you with some global discounts for VM rental (which doesn&amp;rsquo;t apply to disks, however). Working at the level of cost units (or colors, or currency, whatever term you like) allows us to apply those things in a very fine-grained manner. More importantly, the end result and all its intermediate steps are very clear. That is quite important when you look at a six-figure bill with hundreds of line items and you want to see whether the billing matches your contract or not. &lt;/p&gt;&lt;p style="text-align:left;"&gt;As you can imagine, given the inherent complexity of the system, being able to clearly &amp;ldquo;show your work&amp;rdquo; is quite important. Especially when there is a misunderstanding or questions are being raised (and there will be).&lt;/p&gt;&lt;p style="text-align:left;"&gt;What we have done now is compute the actual charges based on their type, but we need to convert that to real money. There are several steps along this process:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;We need to charge all the active commitments. Those may have been pre-paid (in which case there is no current charge), but they may have a (fixed) monthly cost that we need to add to the current invoice.&lt;/li&gt;&lt;li&gt;We need to perform a &amp;ldquo;currency conversion&amp;rdquo; between the units we have and actual money. In the example above, we have a negative number of units (for 4Cores-32GB-hours), as we committed to more hours than we actually used. We are still being charged for this by applying the rate from the commitment. &lt;/li&gt;&lt;li&gt;On the other hand, when we examine the disk costs, we used more than we committed to. Here we need to make a decision about what price we&amp;rsquo;ll charge the user. It can be the commitment price or the pay-as-you-go price. So even for the same &lt;em&gt;currency&lt;/em&gt;&amp;nbsp;we may have different rules. &lt;/li&gt;&lt;/ol&gt;&lt;p style="text-align:left;"&gt;After all of this is done, we are now left with a final number. The actual amount of money that we need to charge the customer. This is the point at which we check if the customer has any credit already paid in the system or if we need to make an actual charge. That aspect is complicated by whether you are charging a credit card (same for any other automatic billing option) or issuing an invoice to be paid manually. &lt;/p&gt;&lt;p style="text-align:left;"&gt;For a manual invoice, you now have a whole &lt;em&gt;other&lt;/em&gt;&amp;nbsp;process. For example, you may offer discounts for the customer if they pay within 14 days versus the usual 30, or charge a fee for paying within 60 days, etc. &lt;/p&gt;&lt;p style="text-align:left;"&gt;I&amp;rsquo;m not touching on collections or what to do when you fail to charge the customer. It is &lt;em&gt;shockingly&lt;/em&gt;&amp;nbsp;common to encounter payment failures. To the point where we never had a single payment run that didn&amp;rsquo;t include at least several such cases. The reasons range from deal size too big to (temporary) lack of funds to suspicious-seeming activity. You need to be able to handle that as well. But those are topics for another post. &lt;/p&gt;&lt;p style="text-align:left;"&gt;In this post, my aim was to discuss just the issue of the complexity of money in the cloud business. I find the model of treating the charges as separate &amp;ldquo;currencies&amp;rdquo; to be a nice one overall, but I would love to hear about other people&amp;rsquo;s experiences in this matter.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>https://ayende.com/blog/200578-B/non-fungible-money-in-cloud-accounting?Key=6dae6431-63ea-4871-9bcf-319da7411b67</link><guid>https://ayende.com/blog/200578-B/non-fungible-money-in-cloud-accounting?Key=6dae6431-63ea-4871-9bcf-319da7411b67</guid><pubDate>Mon, 22 Jan 2024 12:00:00 GMT</pubDate></item><item><title>Code review &amp; Time Travel</title><description>&lt;p style="text-align:left;"&gt;A not insignificant part of my job is to go over code. Today I want to discuss how we approach code reviews at RavenDB, not from a process perspective but from an operational one. I have been a developer for nearly 25 years now, and I&amp;rsquo;ve come to realize&amp;nbsp;that when I&amp;rsquo;m doing a code review I&amp;rsquo;m actually looking at the code from three separate perspectives.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The first, and most obvious one, is when I&amp;rsquo;m actually looking for problems in the code - ensuring that I can understand what is going on, confirming the flow makes sense, etc. This involves looking at the code &lt;em&gt;as it is right now&lt;/em&gt;. &lt;/p&gt;&lt;p style="text-align:left;"&gt;I&amp;rsquo;m going to be showing snippets of code reviews here. You are not actually expected to follow the &lt;em&gt;code&lt;/em&gt;, only the concepts that we talk about here.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is a classic code review comment:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;There is some duplicated code that we need to manage. Another comment that I liked is this one, pointing out a potential optimization in the code:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;If we define the code using the &lt;em&gt;static&lt;/em&gt;&amp;nbsp;keyword, we&amp;rsquo;ll avoid delegate allocation and save some memory, yay!&lt;/p&gt;&lt;p style="text-align:left;"&gt;It gets more interesting when the code is correct and proper, but may do something weird in some cases, such as in this one:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAvgAAABxCAYAAACgAtfaAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACsuSURBVHhe7d0LeFTlnT/wb66TC7kASbglEMiABtBFKm1EpaImAiUtCv5d0IW6XQH7EAEva1sqbVF2Za1yCU+J0pbCKq4rWNvQAImKAo1xdZX1QiBMMJAgCYQACblf5v++57wzc2aSSWZCkGT4fp7n6Dnve+7nJPze9/zOiZ9VABF1qGLZP6A67f8weoYqIPJWURbmzViP/PQNKFmbqgqJiIiuHAb4REREREQ+xF/9n4iIiIiIfAADfCIiIiIiH8IAn4iIiIjIh/h9Yj3CHPxeYChi1BgRERERUfexB5+IiIiIyIcwwCciIiIi8iEM8ImIiIiIfAgDfCIiIiIiH8IAn+iKqMYrS/Zj3qvVavratmfNfqw8oCa6rQwr7z2EPWqKiIiIOsYA30tlGx/HbPMsfVheoEp1BctVuRh+v1sVUp/3/vLbcItZH160X1cZbO7HCMNwWQHsgUP29XTeKHAOci2vFjj2YUkRLKrcRgbWHa/XuP8FeOVrVdwdXxdhXgfbtpH7uAijsOp2VSAZjrej/bbVO+9zPFY9DizqYP6SjQ/br1HGxhJVSkREdG1igO+VAuzZewvWW97GTsvPMD37eXsgLwP/F/AzUa7XIeNx/LVIr6O+b07mQXxoOYgnpqsCTSRe/vMUnFCDUwAr6hZunILtD0Wq6S7cPkFbx7uzg1WBB0QQfNfOEPs+vJxQjrvWlKlKQQTe20oH411Vb9wXy6tlsMzWt3nizylYOFJV9DSxDyvlPj4drwqkarzyBtR+T8AKlGOla+PjpQYsSOngXIjzJI/TeX4gcckW7fq8vmy0KiEiIrp2McD3Sgr+Jft+6KFKCsanayNCKT7dCyx4NEWfLCoVIcpxfJpbqk/TtaWz3njZ223rufY43URP99GXOY6tqnRPfjUWPD4B09T0tKdHYUFBpWOdZXX4e0IYzGrSyHKqCeYRro0P43bEYGwsuNTpTytU2ePl+Psp0bhQdcZjtvy9Cpg9yr6POtn4se13JO50CeT3rDkuGh9jMX+YKnAx7f8NFm3tcrdPDIiIiK51DPC7rQBfZo9CXJIcP4UzhfGIGyNGd7+E2TNKMXHZKFnR84q2IiN9K5iE0BtUY5EKap3SXNz2xpdh5eN1mK961E+4STdxtWfNIbyfYuttF0G8VlqNk6XBiDd2jItgOX5YA04eVI2Il0SgXXBc7Z/emLCl9CwqALa+pPbdFsgfOI7VCaPUdsRg6HWX+1D2gCoX+4CX5PHqTylOvDQYtw7r6ElBNd4T27nj1s6eYsh5DI0N0ThaVDoYqzp78jFSNFpOVeG9y0krIiIi8mEM8LulFH9Nfx5ly5bjhzKot5HB/e8SsN7yOCaqIvJlxhQdD9JcDlRiq7FRIAPwLpUhvyAS8z1N9ZGGjcF2uU+Pi2VSbAG73mNufihFm345BVjwuNp3WyAfH4ZbZYOgXaND7oOhQWB4inC5ZMNBNir09CY9NWfFE2M6fOrgIBsyapSIiIjaYYDvNRncZ2Cr+Wf49ZIEVTYMccn78YIM7lUKT1nxcb2qh9hfIpyxGZ8UbsZc7YXCh7Gdef59iz3gVsPGroJZdyIxPKEJZcYsGtF4KDsVguHdzacfqRoGT0B/Adcp0Hd+36An8vblC8Cyt/5dWwNDawA1YfXjekPirp1N+PvOQx00OC7zOImIiHwcA3wvFSzXg/uda1W+vSYBE+8ZhRvuSdHz84vexJ7sUZiYZmsAXD7bS4Qf5jyCm5Mfwety3LIF84xPEKh3uz0GCwrKvPxijeytrka++kKPzE+39Z5PmxyJrW84gl+tLiXGJd+9G7RAfxQWnKpT647H5JRqbHN9n8DIPq+RzK8H3v97++W0L+vI4N7YwFGpTbZBpjjdKl8Edm0EfS22NazjdwuIiIiIAb53dr+EF7LF/7Ofd3wqM/1NyE7U+CXLMXFvhl424zXEZ77knL5D1wxbnru9B1qM6y+lys88hth7qOVgeyHV/TKRWPiACORVekz+ZFsOvqC+KGN7uVV+itKYN+8t2z7og3zR1fFyrHyB16z2SxuMveqiQTBfNABsqUfGl2zNtw4Adh53fplY+7JOk2gUOPbd8xeORUPmv8uBlMEM8ImIiNzw+8R6xKrG6Soaihg1Rr2N/A7+/6a5fiKTPCUbDnedir+sxoed/ELRG2HOPf8GMpXtRfwKmUsSVQkREdG1hz34RB7YkeH6h67IU/LF3pdxvGf+ku1LwMsdBPe2d1TmrjumSoiIiK5d7MHvJdiDT0REREQ9gT34REREREQ+hAE+EREREZEPYYBPRERERORDGOATEREREfkQBvhERERERD6EAT4RERERkQ9hgE9ERERE5EMY4BMRERER+RAG+ES9xglcTL8TlRtPqOnLdRLb7rsLP9l0Uk1TO7t/g1vMv8H7apKIiMgXMMD3UtnGxzHbPEsflheoUp29zqWcri21y+5EVY6acKIH8BVJcliNWlXam5zYtMj7BkHRVmSYbxOBshqWf6Aqeof3l9+GF3erCSIiomsAA3yvFGDP3luw3vI2dlp+hunZz+P3KnAoWD4Lv8dyrF82Si8gamcEorLfw6Di3yBIlTjT62OWjFDTl2s45r/1Lv7w6HA1fQXI4H7GZiRmHsSHFjWs/b6q7AOm/0rs869wh5okIiLyBQzwvZKCf8m+H/FqfHy6NqJJWfs2fr0kQU2Rr6hdthAXN65Wve6G9JmiV1GZ/ioa9Sk0blzonFpzXNS7LtOZnA62YSDXb6uvMGzXrb2rMWXsXdrg3CN/AKvuew3bntLrpoxdhG3HRPGx1/ATMf1PmRYcy3zYua4TJbnv45P01XhiuipwIXvPbT37GRtLVOkHeDF9K7bb6x7G9iJVJXS8jNjWxofF9Fa8qOpuEevQa0uwPd2xjL1cS7+5DT/PBnZk2Opt6TjGZVxTdJzXZ9yH95eLfd2or9e1TtL23b5fREREVwcD/G4rwJfZoxCXpCa/LbLHlAHEt8iChr0jEF2s97z7r12Ni4Zg1J3mvUCEN8vMWCHmfQ/Ry82qwEAE/xf2TlH7IIbsh2BSVW7dswL7D7+L/8zoYH1H/ogPRm1R9cDvXzkAjH4Qf1Dzj87Q6/YffhnzR6tlOlSC/L3HMCdN9tgbgmKVoiMD8p1Jr6qe/Vdxy96HHKkyhZvxoap7fRmQucmDZYRP1pXgO+pJwb+bN2OnVpeIednq6YFc3z3v40UZeGu982I+0RCfY3/CYOutty2zGnO0aYf3lz+ED+9xtw/HkLk3Ea/LupxHgHVbmb9PRES9DgP8binFX9OfR9my5fjhGFVEPivoUVtAfTtM6Ra0WrSJTnVnGXdqc981rK8n3IkFKm1nxKieSt9RAXNmqprWg/9P1j2kersfQmahqtKkYvaSRG0sMUn/f9fLADcvW2BPp7lj7UH7kwNjr//cdV08duhUCb6xjMYtabZ9SsTke0ajpNjRpJ7z0wWiVBiTqP/fQO7Th9mqnoiI6CphgO81GdxnYKv5Z99qSo7s2dQCmBmb8UnhZszVghnn1Aa60k6gpViNekwuY0ZABx3pfV8ihorjMga/zkYjI0f2gjsGd6k8Dt1YZvdv8PPsVPy7mv/1ZZ0+diAiIvJ5DPC9VLBcD+53rk1RJd+OxCVb9IAn5xHcnPyIniJg2YJ5fILw7Sk6gObDd8E0Q00fFsG7/H/Rq6hZ66aLXltmBAIv4zoFms1o3uRB3n0POXbc88903vGoTFP5TQcNTdnz7Ui98Ux3llGSbb3pH2BnBz347hshrmSj5Rg+zLXNr6/P8ZShc/qTBH52k4iIri4G+N7Y/RJeyBb/z37e8anM9DdRJopsn8hcuu64vd72hR3q25oz1Mut0/cjaPcKhMvCMQ8hNP1dXNLKTyDIJXe+w2VwAFXai7K/QjPUsuqFWdtLtBdEQ6F17cPauO1Tm6Ylr6Bf0h9xQVvWsUxn5Ocu5YuyxpdmV+1VlZ0Y8ehDuPtvv/b4JVuMWYDMzERkzlApMhl5qkI2Sn+FDMsKvVwbug58u7MMpi9ABmxPtd7HEJcefL0RYkv7sa3vA/Wy7grsQB5+LsfVuy13rF2NRPv8K1Cy7FUPnjzoEpPktvPwv/zZJyKiq8jvE+sRqxqnq2goYtQY9Sbym/aNae9hgK3Xnqgz2mdDSzCbn94kIqKriD34REQ9QEvPmfE+bslhcE9ERFcXe/B7CfbgExEREVFPYA8+EREREZEPYYBPRERERORDGOATEREREfkQv0OFx5mDT0RERETkI/ysghonIiIiIqI+jik6REREREQ+hAE+EREREZEPYYBPRERERORDGOATEREREfkQBvhERERERD6EAT4RERERkQ9hgE9ERERE5EMY4BMRERER+RAG+EREREREPoQBPhERERGRD2GAT0RERETkQxjgExERERH5EAb4REREREQ+hAE+EREREZEPYYBPRERERORD/KyCGu+2xsZG1NXVoaGhAS0tLWhtbdPKAwL8ERgYiJCQEISFhcFkMmnlRERERER0ZVxWgF9XV4+LFy+g4uw57M3JxsED+3Hk6BGcOVuJFmsbhg5LwJjrxuCB+x9AyuTbEREShKioaBHsh6o1EBERERFRT+p2gF9ZeQ7nLtbgxbXr8fYb2xDcWocA/yCtFz8gIAB+Af5oaWnTxltbW+E3cBjWb/oDJo2/DpEi0I+JGajWREREREREPcXrAL+trQ0VFRU4WXkJCx78J4Q3VaH5/GlERYejraUVTSLAt7a2IdBfBPly1W1WREVFISImEkVn6rFszSv4zncmItbUjEGDBsHfn68BEBEREfmqqos1qK6pQ11jE5qbW1Rp3xAUFIgwUzAiI8IwICpClfZ+Xgf4p0+fxskLTVj600dRX3IYcYGNuGPSBAwdNQIN9bU4VXISpoBABMCKsCATIkLDECR785vP4nSdHw6dC8Q//mId4hMTMDykFkOGDFFrJiIiIiJfIQP78soLCBUBcnREOMLDQhAUGAA/Pz81R+8mQ+TmllbU1jXgQk0t6kUDZXBMdJ8I9L0K8GVazunaFqz57Uv46K//hZHhwKI56Rg7Mh5+4WFar31TXS1axQkIaG1Fi3zxtu4SWpqa4S8C/LNi2SM1gagfeSvM0/4ZYwYHITGsiek6RERERD7kVMU51NY3YmjcAPQTgb0vuCQC/W/OVCE81IRhg3p37Opxfox8oba6sQWHvj6Nj97fi4CGC5gxdTLGjExAv5Ag9AsIRv/QUAzo1w8RpiAE+7UhNCgA4UGBCLQ2i2ZQoJgHuC42FPVlh2Fqq8X/VgbgYmOrtu4+bfdTSDQnY+VuNe2Vb/Dms09j4WNqePZvOKlqro6PkfnYGrxZpiaJiIiIvCCD+6bmFoweMcRngntJHos8Jnls8hh7M48DfPm1nOIaK86UnURbXQ3i+vfDkMGxaLW2IMAUrPXe19c2oP5SPZrlZzPr61HXWItmtKDND6hBqNhaIIJbLsHUWIUAMbQ0N+B4c7i27mtWwV6Up67BKxv0YX7sfjyX9bGqJCIiIuo7ZFqO7LlPHBbXZ1JxvCGPSR6bPEZ5rL2VRwG+/M59bWsAKi61obK8HH6tLYiLGYhyMR4ogvsWcbAtTS1obWlDSEgY+kVGIzI6Cv7BJgSGhCIsKgLBkXEIEuOBfs2INgGlXx9BWEigaDS0oa7VT9vGNSnlYWSkqHHhtplTEHP4SxxU00RERER9hcy5l2k5vhjc28hjk8coj7W38ijAl3/E6mxjJKrCInApOgSRfiEY3m8YaloCxBqCEFfdhIqWQJysaUThN5WotYYgOCIWoRExCDJFok3M/1HZaWw7XIaPP61DaPMAfHr2SzSFVKD/pQacbY7UtuGdMuxZ9TDum5ispcck3piKpdsKtZrqHY/hRvN3sfo9bVL33i9xu72sGp9uXGRf9vZ7FkEtCsvG+0TZfdiYuxNP3zVBr7/3Wew7r9dL1QVZWKrqJt0llj3q2jhxv/4ulZ1BZWwchqtJo4NZT+MXf/5GTQEn/7zGOaWnYIth2iX1x+WpgLasre6xLe4bFHKdYp7MAjkh03cc6zTuizOXbbuuX61TG8T+HpT74rR/ztvpdP+IiIioV5A92vKFWrdpOUVZmCdjNvNcbHNNBbbVpWfBoooum1pn91KoOyePUR5rb+3F9yjAl9+2v2ANQkjdBZgj+8EUEYDAaBOGDxsKkykUNWGBKPj0E/z5b9nIzs3B71/7Ew4dPQxrSBDON9Ti82NHUFFWioT4wfDvFwhRjMBvyhF7qRahaEZFU4u2De8U4ssTE7Bw6wF8vPdlLEkqw19WrcDmIiAy7fuYGlCDPe/uV/MCe7J3ojTpQcy6E/hq44/x43WHkfDEW9qyPwrbj5X//Czy7V9uKsTWzM8wed1OvLUiFaYvtmPlOrWusu341wXrsS9wJtb81y786cmxyH8jT69Tul6/OyIwzjuCmPE3dRjg3zbhelR++Zk9gP/oyypANJQ+Uj8kJ0+fUcvKAHs9Phu/VKX+LEXq2R0qSNeD++e+HI9fqrSgX049g20dpQXJQHz7GaT+6xrtKcPBrB04PdWxzhnuPoBU9hnKjduOPYIcW2NAWycwX237lYeBnH3iOOxkcG/cjtq/q/5uAhEREXVGfgpTfi2nczEwDz6EfbudI/yv/roLpZF95zOUkjxWecy9kUcBfnNzM87XV2F4Sy3GhwYiIqQVMLUiNrwf2lqsOG1twdARQ9A/bgCaxXh1fS3qGhtQcqoUXxUdQek3pzA8Ng55e3NgOVOMi1WlCCgsREXePgQ1VOFcW522De+k4sk/LMW0G2IQmzQFTy6cKcoKUVos/hc5G7PmRKA0Nxf7ZFDdkof8HGDqnNkYhzy8kVmIqAdWY/2Dyfqyy+Yh4ex27LH3+Edg1vLn8KMbkjDx4UcxawxQ+ulhrUVZumsH9rQmYeGa5/DAzUkYN30p/mPZFH0xjSfr74gelOfFzsG/3TtUlblIGY8bzp5Rge4plGMKUsdWoVz7GZEBP3DTJLGsCLA/O3s9ZtjXMxT3p16PLw7JIF5vGNyQ+gN7I2L4vXfiBte0oLK/4RdacP807o9XZUJlxSk1NhS3pbjZz/gfIMOw7e+NH2Bf7uAh0YCZeg9u06YEMe/iqQPUhFDwJb6InYLFhnOg7Z+hIUNERES9j/zOvfwUZucqkRA/Aft27MRXqgQ4hN27zmDcWEPA0QfIY5XH3Bt5FOC3tVnhL4Lw1iNHEWIpxtSbxqFcRNIXT57C+bIzKK+uxrnSMky5+WZEh4TiBvNoBPv5IbjNDzcmj0NYcBhGDxmKOyZ9BzdOEtMhbZgYIlp4h4+gpaYSDX61aG1tU1vzUEsl8jc/i6VzUvGD276LGzN2qQrd1PsfxMTzuciXHe95uXi7dQKmThc3TlExLKJ9UvrGIi19Rht+sh2lciFRrotHnP0eC4YpQI0KlhKZa5MM8wR9WoqMjFRjgkfrdyGD6cfW6y/bLp6kCjsyDINjj+Az2RMvAuHT42/C/RNU4C6DeozH9+R+yzQfHME2Y5rL9iOA1jgQDYOzwBfbDXWP7cAXOIPT9gC6Cnnb92PIPOfg/rbFazAfO/RluuhRP5jlWP9z9h76b3BabHuIuBfckU8h0C5FSR63rSFDREREvZH8I1byO/ddSZiRjmnFedh3SBW8twN/MT2I6YZ3EqV2KdFfyJToYmxOF7HV8i34S0YqbhR1PxBx1leFWVispUZPwLzV+1Gtr0LTeHS7fT3avLaMivMF2LwwFZNkrCZTvTcXQm5hz3IxPeMxrHxIxJedpAzJY+3OH+7K/+gT/PzXzyN79zuqxEGWy+FclSE3XOhsmY54FOBrmhpx6WQZboobhgdu+T4mJZmRPGIkzMOGY1h0HG694Ub09w/CnTd/F9cPjccNiaMxfEAcogJMSBw4CPXnqjB+yDAMieuPUSOHYnS/KIi9R7/ocAR4G9wLX637Meat+QxxP9mAP+3IwcdrZQ++wYTZmHVzDfZ8kIe/ZIvgP20OZslgdUwSzOLeMz+wAR8fPOA0PHmnvmhn4gYnif8Wo7RIn5ZKywyRp7frl8H9f5zBjA16Gkzn9N5wGdAfPHRG762Xvfqy992Yux8fh5jYKfYUHPvwjOy1l8HyAC3txqlugzGYF/XzpuC0aATY0npsZJAv5//l+C/xnJsg/6AI7nMGGVNsDD30wunTzrn7JyscKTrDh8SphoirARhsaGwQERFRHxU7E9PTirF7rx7h73s3F7Gp38c4bUqRKdELczF63UcosRzCn6afxconsxy9/gWHgad34V0R/zV+8Czm/qIRCw8ewt8Wj0L+li14u1zNJ+R/Uo0F2R/haPYzMH/+LJ5ZJ7dbhm0Zi7Fv7AYctBTi6GszcXbNU9hsa3QUlSHu6QP4PHsxzKqop/zptTe1AF4G7UZyWpbL4egxmZLi4G4ZdzwK8P39/RASGo2ggXGoudSAOL8Q3D3hexg4LA6tQUCUNRAmGaQ31iMmvB9GxScgItCEuOgBiOnXH/0jItF06RIGtwYiXMzXhlaEhgTDFB2B5qAgxAb2Q0CA520N6UylfuCmsGAREH6G3/7RuQdf9sJPn5GC0pxVyHw3Ag/MmQ29n/17mHpvDCw71ovyMlwUJRfLcrF1XS7OmLQZOjXujlRMRCEyn34Wf/mkEJ++/SxW/9F4Ebxb/8Fd+wFjykoXhk8aj5iz7yHnrOqtxyTcNPYMcvKO4IYJqvc//ibchP3I6vAlWNlIAPK2dJHTHv8D/Nu/GoP8b/BmlmMZLRDvkGsvvXpXQKPSdfbtdaQDiQZOjvgZtdPSkJz3/eSf/xN5tqcTRERE1CsFBQVqf/m1a5GYemcqSnfswL7GPOzbIWK2HxpSIwQtJbquEL+9V/a8T8APsgqB4jI9I0JKScOP4k2ITU/DZDE5+d4HMTHMhHE/lNMX0Wjowp/64GKtzpQ8D9NFwPXpKRGoFO/CnoJG5G+8D9eZk3HdvVnIRzHOnFYLJadh2g2dB4byWOUxeyt9eioGDugv/n+3KtFdNzpJDKO0Ojlu5G4ZdzyKqoNEEO5nCkXwuHE4IQ6m/EQ5osMiUR1qRa3JipiQMEQPiERU/0gEh5rQ3NqCJmszzl48j6CIMPQfPBj+bVYME4F8ggj45WczG4MCYEoYhhr/QAy0hmjb8MbUBc/gRyOOY+NPZmLGslyMn5GqahxiZ83Ej6orYYkUF9ueJi9uqudeR9acCOSvmYu7b7sd9y3cDktMPNyFrE4mLMX6tbMx/sR2LP3HuXgmJxYLl3xfVUrer79y33p7OottcO05t9OCdxEwG17EHT5IrOPs9bjJ/gRgKO5/Zg6GuKzXts7h9z6tf2/fUOf6lR2NDPLnXa+n82SdwhDRaLAvI1+U1Z4IuFL5/vYUoP9EeayjB1/b9lhD+tAWYIZTD/8kZGxw3nftheAOt0VERES9RZgpGLV1nn00JXLWHDyAXOz7VTbevikd08aoCqP+87DdUogS+/ACpqkqV3GxMWqsC04ZNRF45A/G9Rdi1XRV5QF5rPKYvSWD9H//9c8w+Xs3qxKdDOCfyFik1clxI3fLuONnFdS4W+fPn8dnNUEoO1uJMcWfI67oSwQNCcep+FCE+wfhuho/1IQHoKm+AZWVlfD3syI8NAwV35xGYGAgioqKEFoH3DJgEJpFa6ukrQ6XSurQOO5W1H9vKsZGxSFhQBv693c+mMt2fieWpvwSpY+8jreedG4ZUu9hS+lx+3IxERER9Xryk5EXa+owMn6QKnEhP1s5Yz3MmXogvW/Fd/HwGzWYtvIAsubHaJ8qv3tvGt6RaTGH1uO+OVkIWfI6tiwRMVz5fmTuasSTi0dhc/pMrDZvQMla2bmbh5XmxwC1Tn0buZia8xYegb69M2nPIOu3sxH18XosXbgFkXJ7D5Zh4z1z8UrYYvzptaWYGFCG/HW70Pj0YjQuT8Ziy1J9P7Qd79jXZRWIigjDgKje9/Ufj3rww8LCkBBQDz//MJyJjMMX8kAiojGqGoi90IgLQW1oQCha25rRUl0Bv4aLaGhsQZMpGnUBkYgYkoiKkDh81HAeQaLpFNXQilPBYagKiUJ4WxAiTPXaNnpMSyPOfpGHjcvX4S9Iwax/ZHDfaxVswbbDA/T3CYiIiKjPkoFufWMTLnnYiz/13jkYhymYPquD3neVMYFtc3Hd9cm47f5NOBszSlV6x9y/GCtTJmDSwh3Agy/jPx6U25uAJa+8gFl4DT++MRmJk+Zic3ksEvRFuiSPUR5rbwzuJY968KXTp0/jcE0wGi9eRGPx5xgW2ART4wUM7BcsWglWBIT0Q+ulKhz7/FMR6AeiJTACg4ebMTAqEm2NtThw4AOENV/AxLEj8XVVLSx+sYi7dSZiR43EiH5WDBni7qPq3bD7KSRm7ELsiClYuPoFPJJi+MoNXV3ad/CPqAlJvvDr/LUeIiIi6ptkL37l+RqMHjHEZ/+arQydj504jZj+EX0/wK+rq0e5uGD55a0wNdWKK1iKAU0XEF5fhYSoMFhbGhHY2oTyslL4BUTgfG0bBg4YhAGhQThbcgyf/98+DB40EIOGj8TR8y3o9w93wj9xHK6Pj0Bc/yiEhYWqLRERERFRX3Wq4hyamluQOCzO54J8GTaXnDqD4KBADBNxbW/lcYAvVVaew9d1/vifC0BEay2GttWg6ehnGGryQ3TQRaC5AXUXa+Ef1A8IiMSlCzWo/eYk2qorEOBfherWQNSHD8a5sGEYPfVHGDJ8MOLCAxET03tPEBERERF5Rwb5tfWNGBo3AP26/ONXfYNMy/nmTBXCQ029OriXvArwJZmqc7QlAl+db8YQay36V5fjfPGXGGQ6i2hTIFrratDWbEWQqT+a65twUQT4gQ3VYkN1OF5tRUXIUIxNm4P4JDNiwuTnFHswNYeIiIiIegWZrlNeeQGhpmBER4Rrf/lV/nGovtKrL0Nk+SlM+bWcCzW1Ws794JjoXpuWY+R1gN/W1oaKigqcbg1FyaVWDLA2AHUXcP74/6Ct6iQSwvzg31iHAP8QBJsi0Sb/QNb5Spw9dxFHLrZh8gOLMDAhQTQG/DBo0CD4+3v3/XsiIiIi6jtkoF9dU4c6ESB35y+/Xk3yO/fyU5iRvfRrOe54HeDbyHSdS02tOGc14XxrG6LE9Woq/QJH331dBPlAVFR/hPcfgrNVNbhwoRrHyqtw50OLEDN0KMJDgpmWQ0RERER0BXQ7wJfki7cXL15AAwLQHBAJ1Nai+J3XUV/yGeov1SI4ZjjizDciYkgCBo5IRLAI7KOiovlCLRERERHRFXJZAb5NY2OjCPbr0NDQgObmZtTWN2nlAQH+iAgPRUhIiPade5Op8z/5S0REREREl6dHAnxX9Y3NagwINQWpMSIiIiIiutL4hisRERERkQ9hgE9ERERE5EMY4BMRERER+RAG+EREREREPoQBPhERERGRD2GAT0RERETkQxjgExERERH5EAb4REREREQ+xDcC/KIszDMnY+VuNe0z8rDSfB82F6nJPsyy8T4kLs9TU9eI3U8hUdyXieansEeOp2fBoqr6oj3LkzFvY7GactbV9ZXLXt71L8bm9G/zZ1z+7Inrpqba8YHr2Z485h48x/b7Xx987/czEVHv5RMB/p5N62FOn4ltuX07gOzpILizgIyuNBEsZRRjRU4hSiwvYJoqvVZNWyvOw9pUNeVBw1VrtHcSYF9pu3OxLTkJZjXpylJcjMn3pLqt7xPaneNUrLIUYtV0NXmZ9hQn4R2xvhI5ZIrfzxlX8XoSEV1jfCDAz0N+9kxMXpuG+dmbfKK3m3xAUTEsSELCGDVNfYoM4GF2F+AXY9/eQlGdpKapI9OWLHacv+ni97M4b6X8/UxE9K3o+wG+7GlLT8M0pGJyeiH25Tr3WGu94vbHxI4epI7LO+hZdHoUr+p36ylBclm9h1x/tO26DZ2eWmDflpseetnbfve6QiD7MW0+p8fZxY7tua7f+Thsy+nbXJwN5K+bKco76C3tqIdUK3PM67pu49OA9k8bPEuh0FI1Olif6+N8e11HqRBOZZ6dX53LvMbzchnb0c9FlqoX6/yjWG7GeuRjFxa73Scv9sXlunjUAy7J9djX3/H1c3s9BKfrL/anVJV3xt367PeLdiyPYRsKsXqGvl6ncy7J/XZ7/ow/a67nwFjX/nhcOR2f689VcSHmp9meOAhO53ImVhcmI8FdfG+cVxzfHtux27nbT9vPUGfH6MV9qC3nvC37+e7wHNu2L2dQXO6h9schtmP4fdj+959uz3JxzdMfxSNs8BIRfTusV0BdQ5N9uNJ2L7ve+kyOmsh50jpi5ibrMTVpPbrJOjfpSetuNWnNydXH3ZVbc63PJN1rfeWoNqFzWqesv94xra1HTNvXZbG+MvN669xMizblbtq+vy6OZd5rHbEsV01JLttTyzvmEdPLHMerLW84fnluHNt21X5fjNvXxo3nSO2Lbf72++rBsRmW186r4VzvXma8HrLONu16TYzb0cc9O796ndM+99B29GNzuW/a3WPG+8i7fbGdO/v25boN19kd9+e06+uh1Ru3odW7v588Wp/9eF3PdQdcz5/tnBnK5P3t2Efn+7OrbTgv63q8HZ1/w750dv5dzrP9d4TTsbvbz66OsRv3odgf520Ztu3mHNvrXa5h++3r63PdP+ffC+oYXMqIiOjK6ts9+EVZ2CbTc2w5o/IxcGEu9rn0eNkfC09PNeRCuyvvSjJWvKgePY9JxdRkYPKyxWr5JEy9Jxn5xce1KRTlYV/hTMxfYuvqS8IjP/X2XQHD9tTysMj0DzW91vEY3JyWhsmFtrquqH35naOHWqYd6L2WajzTmDueivnLki/vPYf0DY783umLsSK5EKWq83LaWsO2nB7nuzyZUedUu+benF81b5Y9D1zQ9mEX8rUey8vcjje9kx7ui+3ciMuNFctm2u8rS24u4EH+t/tzqri9Hur6/9SYYvECstLVuDudXN+eYrwnpz261HG/aznzSzHftn3tfkW7J3oa7feG8efK5WfHKb0qD9vWifOf49iuPP/5btJ39uTuMvw+EMYsxirxc2PnwX66Pcbu3Ifiujly6uV9Je8nzy6KfiwvGNanby9/b576nSF19vtJ2P0UFluW4h3jvU5ERFdcnw7wtX9obY+YtUE9+t+k/sET/7huz0nDPpkKIOrtj57dlXtNBAHiXza3ubjiH1Ln/RNDxi7nfwAvl/ERuvbI3QvGBpEMHmALPI6jtIMUBO04e3LfjbTUDdt5ktfRQQY5UEGFFtzaAihvzq+ct91Lk/r1swU8PbIdT3iwL+YkW2MqD/mWNExdIq5Vdi72aME3MDXNzT1n1Mk57VzH1783085b4XrcbbhGMuXN3tg20s6/OKfGQNh4TeS4lvYnaAG587wyfWdy0ig1ZSQaUOKG6Cw336v9dCX3y+v70DmlR6btecbNsYhpzzsRFLfvMhAR0ZXShwN8Wy+z+kqDbchZislaIKTIYF6r2wBkuAT5HZX3JPmPYfJSx5ckbEO2oWf0csjg/neGL1XIY1dVnnH0Wjv3Co9Cgrve1yvxj7UMRGcUY779HG3AfFWlkU9KIBsiLsGtN+e3k8DEHsT0xHY84cG+aD3K8j4WAaZFuy7yWskefhl8e/DyblfntFMdXX894OuttPOWvsH5+sihg55jLch2uY9lb7WtTOu5VgF8u3lV739nDSxbI81GNghsvNnPdry+D2VwPxOlP3XM2+VTGDvnBqeTTr4u1M70Fzw7NiIi6lF9N8A3plAYaWkzKtVBBMCOwF0GLWrUXbkKbByPy/OwUvaQdZcWMK7Hyi5e9usu1+BDf6LhHb3XWpyPdUlOj/5lqpHzZ+30c2F78VALVAwNKcvGp7DaEcd4RxyHU4+27DVVozq5P8C+TVnYB0NvqjfnV90Xi40vCcr0AWOKV09sxxOe7Is2TzG2/a7YHkxOS5sJy+82qZfKpQ5eirTp8px2Rg/uHOlbwu6s7l/fb4N8GpX9mEcNddd7Vz/3yVjxqLy3nXuunecV5/sJ+ZTMXQNLpeity3KsW2sQqHHJi/1sx+v70PVJjPzimBr1gLzf8tc9ZXjJVz9+T9LD7MS5dffiLRERXTl9NsCX3763P0Z3ooJTGZyIf5wtGbbH0zOx755dej6qu3Kx7CMvioBX+/KMrMvF5MyZsqKbxPqyN8BsX58+uPvH3bzkUe0f/87mMTLOry1TnOTUg68F7+6+omOjBQ2F7c6leclbeGdZsVP6EzIN38jWcrId6QIr8ShWGFKNvSLztUXgYk9byEW73mbZo43sXTAb88K9Or9y3l1YYXGcr8QMIMvlG/WXvx1PeLIvemMj39jQkMFmofHrLjKA66CRK3lwTjsjv1ufZTYun+ZF729X9Lxzt1/RkcYsxnzb/eX05RZ3UrEqZ6nh51oObu57ce863dvauX9L5Zqrxo3tqZ56N0Kf9yngp50/JZM/N8afi8QnxHk35uB7s5/teHsfGs6zNq+4CYzXsKtzLHvfM5MMy+u/K7fbOwKIiKi38pNv2qrxHlPf2KzGgFBTkBqj3snxGN/xMh71CbufwrzixQy4ejn56dBtSQyMiYjo28MA/xonv5199940vNNT7wUQkYNMUdH+orHtCQEREdGVxwD/WqW9hCnziWe2S1Mhom7SAnrjezvJDO6JiOhbxwCfiIiIiMiH9O0/dEVERERERE4Y4BMRERER+Qzg/wPpUyFi1ugJGAAAAABJRU5ErkJggg==" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;I really love it when I run into those because they allow me to actually explore the problem thoroughly. Here is an even better example, this isn&amp;rsquo;t about a problem in the code, but a discussion on its impact. &lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;RavenDB has been around for over 15 years, and being able to go back and look at those conversations in a decade or so is invaluable to understanding what is going on. It also ensures that we can share current knowledge a lot more easily.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Speaking of long running-projects, take a look at the following comment:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here we need to provide some context to explain. The &lt;em&gt;_caseInsensitive&lt;/em&gt;&amp;nbsp;variable here is a concurrent dictionary, and the change is a pretty simple optimization to avoid the annoying KeyValuePair overload. Except&amp;hellip; this code is there intentionally, we use it to ensure that the removal operation will only succeed if &lt;em&gt;both&lt;/em&gt;&amp;nbsp;the key and the value match. There was an old bug that happened when we removed blindly and the end result was that an updated value was removed. &lt;/p&gt;&lt;p style="text-align:left;"&gt;In this case, we look at the code change from a historical perspective and realize that a modification would reintroduce old (bad) behavior. We added a comment to explain that in detail in the code (and there already was a test to catch it if this happens again). &lt;/p&gt;&lt;p style="text-align:left;"&gt;By far, the most important and critical part of doing code reviews, in my opinion, is not focusing on what &lt;em&gt;is&lt;/em&gt;&amp;nbsp;or what &lt;em&gt;was&lt;/em&gt;, but on what &lt;em&gt;will &lt;/em&gt;be. In other words, when I&amp;rsquo;m looking at a piece of code, I&amp;rsquo;m considering not only what it is doing right now, but also what we&amp;rsquo;ll be doing with it in the future. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is a simple example of what I mean, showing a change to a perfectly fine piece of code:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The problem is that the if statement will call &lt;em&gt;InitializeCmd&lt;/em&gt;(), but we previously called it &lt;em&gt;using a different condition&lt;/em&gt;. We are essentially testing for the same thing using two different methods, and while currently we end up with the same situation, in the future we need to be aware that this may change. &lt;/p&gt;&lt;p style="text-align:left;"&gt;I believe one of the major shifts in my thinking about code reviews came about because I mostly work on RavenDB, and we have kept the project running over a long period of time. Focusing on making sure that we have a sustainable and maintainable code base over the long haul is &lt;em&gt;important. &lt;/em&gt;Especially because you need to experience those benefits over time to really appreciate looking at codebase changes from a historical perspective.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>https://ayende.com/blog/200577-B/code-review-time-travel?Key=3ec75656-3dca-4436-91a4-85f16cbae154</link><guid>https://ayende.com/blog/200577-B/code-review-time-travel?Key=3ec75656-3dca-4436-91a4-85f16cbae154</guid><pubDate>Fri, 19 Jan 2024 12:00:00 GMT</pubDate></item><item><title>Meta Blog: Blogging ergonomics in 2024</title><description>&lt;p style="text-align:left;"&gt;I&amp;#39;ve been writing this blog since 2004. That means I have been doing this for twenty years, which is &lt;em&gt;frankly &lt;/em&gt;unbelievable to me. The actual date is sometime in April, so I&amp;rsquo;ll probably do a summary post then about that. &lt;/p&gt;&lt;p style="text-align:left;"&gt;What I want to talk about today is a different aspect. The mechanism and processes I use to write blog posts. A large part of the reason I write blog posts is that it helps me understand and organize my own thoughts. And in order to do that effectively, I have found that I need very little friction in the blogging process. &lt;/p&gt;&lt;p style="text-align:left;"&gt;About a decade ago, Google Reader was shut down, and I&amp;rsquo;m still &lt;em&gt;very&lt;/em&gt;&amp;nbsp;bitter about that. It effectively killed a significant portion of the blogging audience&amp;nbsp;and made the ergonomics of reading blogs a lot harder. That also led people to use walled gardens to communicate with others, instead of the decentralized network and feed aggregators. A side effect of that decision is that blogging tools have stopped being a viable thing people spend time or money on.&lt;/p&gt;&lt;p style="text-align:left;"&gt;At the time, I was using Windows Live Writer, which was a high-quality editor and had a rich plugin system. Microsoft discontinued it at some point, it became an open-source project, and even that died. The website is no longer functional and even in terms of &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit; href="https://github.com/OpenLiveWriter/OpenLiveWriter""&gt;the GitHub project&lt;/a&gt;&lt;/span&gt;, the last commit was 5 years ago.&lt;/p&gt;&lt;p style="text-align:left;"&gt;I&amp;rsquo;m still using Open Live Writer to write the majority of my blog posts, but given there are no longer any plugins, even something as simple as embedding code in my posts has become an&amp;hellip; annoyance. That kills the ergonomics of blogging for me.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Not a problem, this is Open Source, and I can do that myself. Except&amp;hellip; I really don&amp;rsquo;t have the time to spend on something ancillary like that. I would happily pay (a reasonable amount) for a blogging client, but I&amp;rsquo;m going to assume that I&amp;rsquo;m not part of a large enough group that there is a market for this. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Taking the code snippets example, I can go into the code, figure out what is going on there, and add a &amp;ldquo;code snippet&amp;rdquo; feature. I estimate that would take several days. Alternatively, I can place the code as a GitHub gist and embed it in the page. It is annoying, but far quicker than going to the trouble of figuring that out. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Another issue that bugs me (pun intended) is a problem with copy/paste of images, where taking screenshots using the Snipping Tool doesn&amp;rsquo;t paste into Writer. I need to first paste them into Paint, then into Writer. In this case, I assume that Writer doesn&amp;rsquo;t recognize the clipboard format or something similar. &amp;nbsp;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Finally, it turns out that I&amp;rsquo;m not writing blog posts in the same manner as I used to. It got to the point where I asked people to review my posts before making them public. It turns out that no matter how many times it is corrected, my brain seems unable to discern when to write &amp;ldquo;whether&amp;rdquo; or &amp;ldquo;whatever&amp;rdquo;, for example. At this point I gave up updating &lt;em&gt;that&lt;/em&gt;&amp;nbsp;piece of software &amp;#128578;. Even the use of emojis doesn&amp;rsquo;t work properly (Open Live Writer mostly predates a lot of them and breaks the HTML in a weird fashion &amp;#129335;).&lt;/p&gt;&lt;p style="text-align:left;"&gt;In other words, there are several problems in my current workflow, and it has finally reached the point where I need to do something about it. The last requirement, by the way, is the most onerous. Consider the workflow of getting the following fixes to a blog post:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;and we run =&amp;gt; and we ran&lt;/li&gt;&lt;li&gt;we spend =&amp;gt; we spent&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;Where is my collaborating editing and the ability to suggest changes with good UX? Improving the ergonomics for the blog has just expanded in scope massively. Now it is a full-fledged publishing platform with modern sensibilities. It&amp;rsquo;s 2024, features like proper spelling and grammar corrections should absolutely be there, no? And what about AI integration? It turns out that predicting text makes the writing process more efficient. Here is what this may look like:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;At this stage, this isn&amp;rsquo;t just a few minor fixes. I should mention that for the past decade and a half or so, I stopped considering myself as someone who can do UI in any meaningful manner. I find that the &amp;lt;table/&amp;gt; tag, which used to be my old reliable method, is not recommended now, for some reason.&lt;/p&gt;&lt;p style="text-align:left;"&gt;This&amp;hellip; kind of sucks. I want to upgrade my process by a couple of decades, but I don&amp;rsquo;t want to pay the price for that. If only there was an easier way to do that.&lt;/p&gt;&lt;p style="text-align:left;"&gt;I started using Google Docs to edit my blog posts, then pasting them into Live Writer or directly to the blog (using a Rich Text Box with an editor from&amp;hellip; a decade ago). I had to check the source code for this, by the way. The entire experience is decidedly Developer UX. Then I had a thought, I already have a pretty good process of writing the blog posts in Google Docs, right? It handles rich text editing and management much better than the editor in the blog. There are also options for things like proper workflows. For example, someone can go over my drafts and make comments or suggestions.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The only thing that I need is to put both of those together. I have to admit that I spent quite some time just trying to figure out how to &lt;em&gt;get&lt;/em&gt;&amp;nbsp;the document from Google Docs using code. The authentication hurdles are&amp;hellip; significant to someone who isn&amp;rsquo;t aware of how it all plugs together. Once I got that done, I got my publishing platform with modern features. Here is what the end result looks like:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;class&lt;/span&gt; &lt;span class="token class-name"&gt;PublishingPlatform&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
  &lt;span class="token keyword"&gt;private&lt;/span&gt; readonly DocsService GoogleDocs&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token keyword"&gt;private&lt;/span&gt; readonly DriveService GoogleDrive&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token keyword"&gt;private&lt;/span&gt; readonly Client _blogClient&lt;span class="token punctuation"&gt;;&lt;/span&gt;


  &lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token function"&gt;PublishingPlatform&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;string googleConfigPath&lt;span class="token punctuation"&gt;,&lt;/span&gt; string blogUser&lt;span class="token punctuation"&gt;,&lt;/span&gt; string blogPassword&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; blogInfo &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;MetaWeblogClient&lt;span class="token punctuation"&gt;.&lt;/span&gt;BlogConnectionInfo&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;
     &lt;span class="token string"&gt;"https://ayende.com/blog"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
     &lt;span class="token string"&gt;"https://ayende.com/blog/Services/MetaWeblogAPI.ashx"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
     &lt;span class="token string"&gt;"ayende.com"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; blogUser&lt;span class="token punctuation"&gt;,&lt;/span&gt; blogPassword&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    _blogClient &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;MetaWeblogClient&lt;span class="token punctuation"&gt;.&lt;/span&gt;Client&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;blogInfo&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;var&lt;/span&gt; initializer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;BaseClientService&lt;span class="token punctuation"&gt;.&lt;/span&gt;Initializer&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      HttpClientInitializer &lt;span class="token operator"&gt;=&lt;/span&gt; GoogleWebAuthorizationBroker&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;AuthorizeAsync&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;
          GoogleClientSecrets&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;FromFile&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;googleConfigPath&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;Secrets&lt;span class="token punctuation"&gt;,&lt;/span&gt;
          &lt;span class="token keyword"&gt;new&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt; DocsService&lt;span class="token punctuation"&gt;.&lt;/span&gt;Scope&lt;span class="token punctuation"&gt;.&lt;/span&gt;Documents&lt;span class="token punctuation"&gt;,&lt;/span&gt; DriveService&lt;span class="token punctuation"&gt;.&lt;/span&gt;Scope&lt;span class="token punctuation"&gt;.&lt;/span&gt;DriveReadonly &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
          &lt;span class="token string"&gt;"user"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; CancellationToken&lt;span class="token punctuation"&gt;.&lt;/span&gt;None&lt;span class="token punctuation"&gt;,&lt;/span&gt;
          &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;FileDataStore&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"blog.ayende.com"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;Result
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    GoogleDocs &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;DocsService&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;initializer&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    GoogleDrive &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;DriveService&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;initializer&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;


  &lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token function"&gt;Publish&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;string documentId&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    using &lt;span class="token keyword"&gt;var&lt;/span&gt; file &lt;span class="token operator"&gt;=&lt;/span&gt; GoogleDrive&lt;span class="token punctuation"&gt;.&lt;/span&gt;Files&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Export&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;documentId&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;"application/zip"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ExecuteAsStream&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; zip &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;ZipArchive&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;file&lt;span class="token punctuation"&gt;,&lt;/span&gt; ZipArchiveMode&lt;span class="token punctuation"&gt;.&lt;/span&gt;Read&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;var&lt;/span&gt; doc &lt;span class="token operator"&gt;=&lt;/span&gt; GoogleDocs&lt;span class="token punctuation"&gt;.&lt;/span&gt;Documents&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Get&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;documentId&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Execute&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; title &lt;span class="token operator"&gt;=&lt;/span&gt; doc&lt;span class="token punctuation"&gt;.&lt;/span&gt;Title&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;var&lt;/span&gt; htmlFile &lt;span class="token operator"&gt;=&lt;/span&gt; zip&lt;span class="token punctuation"&gt;.&lt;/span&gt;Entries&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;First&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;e&lt;/span&gt; &lt;span class="token operator"&gt;=&gt;&lt;/span&gt; Path&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetExtension&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;e&lt;span class="token punctuation"&gt;.&lt;/span&gt;Name&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToLower&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token string"&gt;".html"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    using &lt;span class="token keyword"&gt;var&lt;/span&gt; stream &lt;span class="token operator"&gt;=&lt;/span&gt; htmlFile&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Open&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; htmlDoc &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;HtmlDocument&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    htmlDoc&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Load&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;stream&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; body &lt;span class="token operator"&gt;=&lt;/span&gt; htmlDoc&lt;span class="token punctuation"&gt;.&lt;/span&gt;DocumentNode&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;SelectSingleNode&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"//body"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;var&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;postId&lt;span class="token punctuation"&gt;,&lt;/span&gt; tags&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;ReadPostIdAndTags&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;body&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token function"&gt;UpdateLinks&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;body&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token function"&gt;StripCodeHeader&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;body&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token function"&gt;UploadImages&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;zip&lt;span class="token punctuation"&gt;,&lt;/span&gt; body&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token function"&gt;GenerateSlug&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;title&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    string post &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;GetPostContents&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;htmlDoc&lt;span class="token punctuation"&gt;,&lt;/span&gt; body&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;postId &lt;span class="token operator"&gt;!=&lt;/span&gt; &lt;span class="token keyword"&gt;null&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      _blogClient&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;EditPost&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;postId&lt;span class="token punctuation"&gt;,&lt;/span&gt; title&lt;span class="token punctuation"&gt;,&lt;/span&gt; post&lt;span class="token punctuation"&gt;,&lt;/span&gt; tags&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;return&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    postId &lt;span class="token operator"&gt;=&lt;/span&gt; _blogClient&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;NewPost&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;title&lt;span class="token punctuation"&gt;,&lt;/span&gt; post&lt;span class="token punctuation"&gt;,&lt;/span&gt; tags&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token keyword"&gt;null&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;var&lt;/span&gt; update &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;BatchUpdateDocumentRequest&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    update&lt;span class="token punctuation"&gt;.&lt;/span&gt;Requests &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Request&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      InsertText &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;InsertTextRequest&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        Text &lt;span class="token operator"&gt;=&lt;/span&gt; $&lt;span class="token string"&gt;"PostId: {postId}\r\n"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
        Location &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Location&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
          Index &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    GoogleDocs&lt;span class="token punctuation"&gt;.&lt;/span&gt;Documents&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;BatchUpdate&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;update&lt;span class="token punctuation"&gt;,&lt;/span&gt; documentId&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Execute&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;


  &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token function"&gt;StripCodeHeader&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;HtmlNode body&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token function"&gt;foreach&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; remove &lt;span class="token keyword"&gt;in&lt;/span&gt; body&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;SelectNodes&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"//span[text()='&amp;amp;#60419;']"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      remove&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Remove&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token function"&gt;foreach&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; remove &lt;span class="token keyword"&gt;in&lt;/span&gt; body&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;SelectNodes&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"//span[text()='&amp;amp;#60418;']"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      remove&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Remove&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;


  &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;static&lt;/span&gt; string &lt;span class="token function"&gt;GetPostContents&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;HtmlDocument htmlDoc&lt;span class="token punctuation"&gt;,&lt;/span&gt; HtmlNode body&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token comment"&gt;// we use the @scope element to ensure that the document style doesn't "leak" outside&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; style &lt;span class="token operator"&gt;=&lt;/span&gt; htmlDoc&lt;span class="token punctuation"&gt;.&lt;/span&gt;DocumentNode&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;SelectSingleNode&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"//head/style[@type='text/css']"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;InnerText&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; post &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token string"&gt;"&amp;lt;style&gt;@scope {"&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; style &lt;span class="token operator"&gt;+&lt;/span&gt; &lt;span class="token string"&gt;"}&amp;lt;/style&gt; "&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; body&lt;span class="token punctuation"&gt;.&lt;/span&gt;InnerHtml&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;return&lt;/span&gt; post&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;


  &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;static&lt;/span&gt; &lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token function"&gt;UpdateLinks&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;HtmlNode body&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token comment"&gt;// Google Docs put a redirect like: https://www.google.com/url?q=ACTUAL_URL&lt;/span&gt;
    &lt;span class="token function"&gt;foreach&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; link &lt;span class="token keyword"&gt;in&lt;/span&gt; body&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;SelectNodes&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"//a[@href]"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      &lt;span class="token keyword"&gt;var&lt;/span&gt; href &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Uri&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;link&lt;span class="token punctuation"&gt;.&lt;/span&gt;Attributes&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token string"&gt;"href"&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;Value&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;var&lt;/span&gt; url &lt;span class="token operator"&gt;=&lt;/span&gt; HttpUtility&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ParseQueryString&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;href&lt;span class="token punctuation"&gt;.&lt;/span&gt;Query&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token string"&gt;"q"&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;url &lt;span class="token operator"&gt;!=&lt;/span&gt; &lt;span class="token keyword"&gt;null&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        link&lt;span class="token punctuation"&gt;.&lt;/span&gt;Attributes&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token string"&gt;"href"&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;Value &lt;span class="token operator"&gt;=&lt;/span&gt; url&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;


  &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;static&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;string&lt;span class="token operator"&gt;?&lt;/span&gt; postId&lt;span class="token punctuation"&gt;,&lt;/span&gt; List&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;string&lt;span class="token operator"&gt;&gt;&lt;/span&gt; tags&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token function"&gt;ReadPostIdAndTags&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;HtmlNode body&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    string&lt;span class="token operator"&gt;?&lt;/span&gt; postId &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;null&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; tags &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;List&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;string&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token function"&gt;foreach&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; span &lt;span class="token keyword"&gt;in&lt;/span&gt; body&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;SelectNodes&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"//span"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      &lt;span class="token keyword"&gt;var&lt;/span&gt; text &lt;span class="token operator"&gt;=&lt;/span&gt; span&lt;span class="token punctuation"&gt;.&lt;/span&gt;InnerText&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Trim&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;const&lt;/span&gt; string TagsPrefix &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token string"&gt;"Tags:"&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;const&lt;/span&gt; string PostIdPrefix &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token string"&gt;"PostId:"&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;text&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;StartsWith&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;TagsPrefix&lt;span class="token punctuation"&gt;,&lt;/span&gt; StringComparison&lt;span class="token punctuation"&gt;.&lt;/span&gt;OrdinalIgnoreCase&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        tags&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;AddRange&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;text&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Substring&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;TagsPrefix&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Split&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;","&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token function"&gt;RemoveElement&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;span&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;
      &lt;span class="token keyword"&gt;else&lt;/span&gt; &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;text&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;StartsWith&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;PostIdPrefix&lt;span class="token punctuation"&gt;,&lt;/span&gt; StringComparison&lt;span class="token punctuation"&gt;.&lt;/span&gt;OrdinalIgnoreCase&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        postId &lt;span class="token operator"&gt;=&lt;/span&gt; text&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Substring&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;PostIdPrefix&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Trim&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token function"&gt;RemoveElement&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;span&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token comment"&gt;// after we removed post id &amp;amp; tags, trim the empty lines&lt;/span&gt;
    &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;body&lt;span class="token punctuation"&gt;.&lt;/span&gt;FirstChild&lt;span class="token punctuation"&gt;.&lt;/span&gt;InnerText&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Trim&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; is &lt;span class="token string"&gt;"&amp;amp;nbsp;"&lt;/span&gt; or &lt;span class="token string"&gt;""&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      body&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;RemoveChild&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;body&lt;span class="token punctuation"&gt;.&lt;/span&gt;FirstChild&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token keyword"&gt;return&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;postId&lt;span class="token punctuation"&gt;,&lt;/span&gt; tags&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;


  &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;static&lt;/span&gt; &lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token function"&gt;RemoveElement&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;HtmlNode element&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;do&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      &lt;span class="token keyword"&gt;var&lt;/span&gt; parent &lt;span class="token operator"&gt;=&lt;/span&gt; element&lt;span class="token punctuation"&gt;.&lt;/span&gt;ParentNode&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      parent&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;RemoveChild&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;element&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      element &lt;span class="token operator"&gt;=&lt;/span&gt; parent&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt; &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;element&lt;span class="token operator"&gt;?.&lt;/span&gt;ChildNodes&lt;span class="token operator"&gt;?.&lt;/span&gt;Count &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;


  &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token function"&gt;UploadImages&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;ZipArchive zip&lt;span class="token punctuation"&gt;,&lt;/span&gt; HtmlNode body&lt;span class="token punctuation"&gt;,&lt;/span&gt; string slug&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; mapping &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Dictionary&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;string&lt;span class="token punctuation"&gt;,&lt;/span&gt; string&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token function"&gt;foreach&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; image &lt;span class="token keyword"&gt;in&lt;/span&gt; zip&lt;span class="token punctuation"&gt;.&lt;/span&gt;Entries&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Where&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;x&lt;/span&gt; &lt;span class="token operator"&gt;=&gt;&lt;/span&gt; Path&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetDirectoryName&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;x&lt;span class="token punctuation"&gt;.&lt;/span&gt;FullName&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token string"&gt;"images"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      &lt;span class="token keyword"&gt;var&lt;/span&gt; type &lt;span class="token operator"&gt;=&lt;/span&gt; Path&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetExtension&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;image&lt;span class="token punctuation"&gt;.&lt;/span&gt;Name&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToLower&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token keyword"&gt;switch&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token string"&gt;".png"&lt;/span&gt; &lt;span class="token operator"&gt;=&gt;&lt;/span&gt; &lt;span class="token string"&gt;"image/png"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
        &lt;span class="token string"&gt;".jpg"&lt;/span&gt; or &lt;span class="token string"&gt;"jpeg"&lt;/span&gt; &lt;span class="token operator"&gt;=&gt;&lt;/span&gt; &lt;span class="token string"&gt;"image/jpg"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
        &lt;span class="token parameter"&gt;_&lt;/span&gt; &lt;span class="token operator"&gt;=&gt;&lt;/span&gt; &lt;span class="token string"&gt;"application/octet-stream"&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      using &lt;span class="token keyword"&gt;var&lt;/span&gt; contents &lt;span class="token operator"&gt;=&lt;/span&gt; image&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Open&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;var&lt;/span&gt; ms &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;MemoryStream&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      contents&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;CopyTo&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ms&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;var&lt;/span&gt; bytes &lt;span class="token operator"&gt;=&lt;/span&gt; ms&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;var&lt;/span&gt; result &lt;span class="token operator"&gt;=&lt;/span&gt; _blogClient&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;NewMediaObject&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;slug &lt;span class="token operator"&gt;+&lt;/span&gt; &lt;span class="token string"&gt;"/"&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; Path&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetFileName&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;image&lt;span class="token punctuation"&gt;.&lt;/span&gt;Name&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; type&lt;span class="token punctuation"&gt;,&lt;/span&gt; bytes&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      mapping&lt;span class="token punctuation"&gt;[&lt;/span&gt;image&lt;span class="token punctuation"&gt;.&lt;/span&gt;FullName&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;UriBuilder&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt; Path &lt;span class="token operator"&gt;=&lt;/span&gt; result&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token constant"&gt;URL&lt;/span&gt; &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;Uri&lt;span class="token punctuation"&gt;.&lt;/span&gt;AbsolutePath&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token function"&gt;foreach&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; img &lt;span class="token keyword"&gt;in&lt;/span&gt; body&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;SelectNodes&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"//img[@src]"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;mapping&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;TryGetValue&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;img&lt;span class="token punctuation"&gt;.&lt;/span&gt;Attributes&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token string"&gt;"src"&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;Value&lt;span class="token punctuation"&gt;,&lt;/span&gt; out &lt;span class="token keyword"&gt;var&lt;/span&gt; path&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        img&lt;span class="token punctuation"&gt;.&lt;/span&gt;Attributes&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token string"&gt;"src"&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;Value &lt;span class="token operator"&gt;=&lt;/span&gt; path&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;


  &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;static&lt;/span&gt; string &lt;span class="token function"&gt;GenerateSlug&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;string title&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; slug &lt;span class="token operator"&gt;=&lt;/span&gt; title&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Replace&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;" "&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;""&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token function"&gt;foreach&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; ch &lt;span class="token keyword"&gt;in&lt;/span&gt; Path&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetInvalidFileNameChars&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      slug &lt;span class="token operator"&gt;=&lt;/span&gt; slug&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Replace&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ch&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;'-'&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    &lt;span class="token keyword"&gt;return&lt;/span&gt; slug&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;You&amp;rsquo;ll probably not appreciate this, but the fact that I can just push code like that into the document and get it with proper formatting easily is a major lifestyle improvement from my point of view. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The code works with the document in two ways. First, in the Document DOM (which is quite complex), it extracts the title of the blog post and afterward updates it with the document ID. But the core of this code is to extract the document as a zip file, grab everything from there, and push that to the blog. I do some editing for the HTML to get everything set up properly, mostly editing the links and uploading the images. There is also some stuff happening with CSS scopes that I frankly don&amp;rsquo;t understand. I &lt;em&gt;think&lt;/em&gt;&amp;nbsp;I got it right, which is fine for now.&lt;/p&gt;&lt;p style="text-align:left;"&gt;This cost me a couple of evenings, and it was &lt;em&gt;fun&lt;/em&gt;. Nothing earth-shattering, I&amp;rsquo;ll admit. But it&amp;rsquo;s the first time in a while that I actually wrote a piece of code that was immediately useful. My blogging queue is rather full, and I hope that with this new process it will be easier to push the ideas out of my head and to the blog.&lt;/p&gt;&lt;p style="text-align:left;"&gt;And with that, it is now 01:26 AM, and I&amp;rsquo;m going to call it a night &amp;#128578;.&lt;/p&gt;&lt;p style="text-align:left;"&gt;And as a final thought, I had just made several changes to the post after publication, and it went &lt;em&gt;smoothly&lt;/em&gt;. I think that I like it.&lt;/p&gt;
&lt;p&gt;&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;&lt;/p&gt;
</description><link>https://ayende.com/blog/200521-B/meta-blog-blogging-ergonomics-in-2024?Key=f8115b05-cf22-4270-bec0-9fe3831947ee</link><guid>https://ayende.com/blog/200521-B/meta-blog-blogging-ergonomics-in-2024?Key=f8115b05-cf22-4270-bec0-9fe3831947ee</guid><pubDate>Wed, 17 Jan 2024 12:00:00 GMT</pubDate></item><item><title>Recording: .NET Core podcast on RavenDB, performance and .NET</title><description>&lt;p&gt;Jaime and I had a really good discussion about RavenDB, why I took the time to create my&amp;nbsp;own NoSql database engine, and the fact that I built it using .NET Core before it was released (back in the pre-1.0 days, when it was known as &lt;code&gt;dnx&lt;/code&gt;), and some of the optimisation stories that I worked on when creating RavenDB. Along the way, we cover what the GC (or garbage collector) is, performance issues to look out for when dealing with large JSON objects, and some tips for those who want to optimise their applications.&lt;/p&gt;
&lt;p&gt;&lt;a href="https://dotnetcore.show/episode-111-ravendb-with-oren-eini/"&gt;You can listen to it here&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Would love your feedback.&lt;/p&gt;</description><link>https://ayende.com/blog/200386-A/recording-net-core-podcast-on-ravendb-performance-and-net?Key=54b57003-234d-455e-9adf-a952849e695d</link><guid>https://ayende.com/blog/200386-A/recording-net-core-podcast-on-ravendb-performance-and-net?Key=54b57003-234d-455e-9adf-a952849e695d</guid><pubDate>Mon, 01 Jan 2024 12:00:00 GMT</pubDate></item><item><title>Learning over the holidays: Yet Another Bug Tracker sample app</title><description>&lt;p&gt;&lt;a href="https://ayende.com/blog/Images/Open-Live-Writer/f9e68b110bd8_C834/1_2.jpg"&gt;&lt;img width="227" height="360" title="1" align="right" style="border: 0px currentcolor; border-image: none; float: right; display: inline; background-image: none;" alt="1" src="https://ayende.com/blog/Images/Open-Live-Writer/f9e68b110bd8_C834/1_thumb.jpg" border="0"&gt;&lt;/a&gt;&lt;p&gt;If you are reading this blog, I assume that you are a like-minded person. My idea of relaxation is to sit and write code. Hopefully on something that I’m not familiar with. I have &lt;a href="https://ayende.com/blog/posts/series/196449-A/badly-implementing-encryption"&gt;many such blog post series&lt;/a&gt; covering topics I care about. It’s my idea of meditation.&lt;p&gt;For the end of 2023, I thought that we could do something similar but on a broader scale. A while ago &lt;a href="https://alex-klaus.com/"&gt;Alex Klaus&lt;/a&gt; wrote a &lt;a href="https://ravendb.net/yabt-series"&gt;walkthrough&lt;/a&gt; on how to build a complete application from scratch using modern best practices (and RavenDB). We refreshed the code and made it widely available, offering you something fun , educational, and productive to engage with.&lt;p&gt;The system is a bug tracker (allowing us to focus on the architecture rather than domain concerns), and you can play with &lt;a href="https://yabt.ravendb.net/"&gt;a deployed version live&lt;/a&gt;. The &lt;a href="https://github.com/ravendb/samples-yabt"&gt;code is available&lt;/a&gt; under the MIT license, and we’ll be very happy to receive any suggested improvements.&lt;p&gt;Topics that are covered:&lt;ol&gt;&lt;li&gt;&lt;p&gt;&lt;a href="https://ravendb.net/articles/building-application-with-net-core-and-ravendb-nosql-database"&gt;Building an enterprise application with the .NET and RavenDB&lt;/a&gt;&lt;/p&gt;&lt;li&gt;&lt;p&gt;&lt;a href="https://ravendb.net/articles/nosql-data-model-through-ddd-prism"&gt;Non-Relational Data Modeling Through Domain Driven Design Prism&lt;/a&gt;&lt;/p&gt;&lt;li&gt;&lt;p&gt;&lt;a href="https://ravendb.net/articles/hidden-side-of-document-ids-in-ravendb"&gt;Hidden side of document IDs in RavenDB&lt;/a&gt;&lt;/p&gt;&lt;li&gt;&lt;p&gt;&lt;a href="https://ravendb.net/articles/dynamic-fields-for-indexing"&gt;Dynamic Fields for Indexing&lt;/a&gt;&lt;/p&gt;&lt;li&gt;&lt;p&gt;&lt;a href="https://ravendb.net/articles/entity-relationships-in-nosql"&gt;Entity Relationships in non-relational database (one-to-many, many-to-many)&lt;/a&gt;&lt;/p&gt;&lt;li&gt;&lt;p&gt;&lt;a href="https://ravendb.net/articles/nosql-multi-tenant-database"&gt;Multi-tenant database in NoSQL&lt;/a&gt;&lt;/p&gt;&lt;li&gt;&lt;p&gt;&lt;a href="https://ravendb.net/articles/database-integration-testing-the-secret-recipe"&gt;Database Integration Testing – The Secret Recipe&lt;/a&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;As usual, I would love any feedback you have to offer.&lt;/p&gt;</description><link>https://ayende.com/blog/200353-B/learning-over-the-holidays-yet-another-bug-tracker-sample-app?Key=b129183e-6820-4c9f-8d4e-135536d35ade</link><guid>https://ayende.com/blog/200353-B/learning-over-the-holidays-yet-another-bug-tracker-sample-app?Key=b129183e-6820-4c9f-8d4e-135536d35ade</guid><pubDate>Fri, 22 Dec 2023 12:00:00 GMT</pubDate></item><item><title>Production Postmortem: The Spawn of Denial of Service</title><description>&lt;p&gt;A customer contacted us to complain about a highly unstable cluster in their production system. The metrics didn&amp;rsquo;t support the situation, however. There was no excess load on the cluster in terms of CPU and memory, but there were a lot of network issues. The cluster got to the point where it would just flat-out be unable to connect from one node to another.&lt;/p&gt;
&lt;p&gt;It was obviously some sort of a network issue, but our ping and network tests worked just fine. Something else was going on. Somehow, the server would get to a point where it would be simply inaccessible for a period of time, then accessible, then not, etc. What was &lt;em&gt;weird&lt;/em&gt; was that the usual metrics didn&amp;rsquo;t give us anything. The logs were fine, as were memory and CPU. The network was stable throughout.&lt;/p&gt;
&lt;p&gt;If the first level of metrics isn&amp;rsquo;t telling a story, we need to dig deeper. So we did, and we found something really interesting. Here is the total number of TCP connections on the server over time.&lt;/p&gt;
&lt;p&gt;So there are a &lt;em&gt;lot&lt;/em&gt; of connections on the system, which is choking it? But the CPU is fine, so what is going on? Are we being attacked? We looked at the connections, but they all came from authorized machines, and the firewall was locked down tight.&lt;/p&gt;
&lt;p&gt;&lt;a href="https://ayende.com/blog/Images/Open-Live-Writer/Production-Postmortem-The-Spawn-of-Denia_FC1A/unnamed.jpg"&gt;&lt;img style="border: 0px currentcolor; display: inline; background-image: none;" title="unnamed" src="https://ayende.com/blog/Images/Open-Live-Writer/Production-Postmortem-The-Spawn-of-Denia_FC1A/unnamed_thumb.jpg" alt="unnamed" width="640" height="141" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;If you look closely at the graph, you can see that it hits 32K connections at its peak. That is a really interesting number, because 32K is also the number of ephemeral port range values for Linux. In other words, we basically hit the OS limit for how many connections could be sustained between a client and a server.&lt;/p&gt;
&lt;p&gt;The question is what could be generating all of those connections? Remember, they are coming from a trusted source and are valid operations.&amp;nbsp; Indeed, digging deeper we could see that there are a lot of connections in the TIME_WAIT state.&lt;/p&gt;
&lt;p&gt;We asked to look at the client code to figure out what was going on. Here is what we found:&lt;/p&gt;
&lt;blockquote&gt;
&lt;script src="https://gist.github.com/ayende/502133e9abcbe5efc21c8daa60cece6b.js"&gt;&lt;/script&gt;
&lt;/blockquote&gt;
&lt;p&gt;There is&amp;hellip; not much here, as you can see. And certainly nothing that should cause us to generate a stupendous amount of connections to the server. In fact, this is a very short process. It is going to run, read a single line from the input, write a document to RavenDB, and then exit.&lt;/p&gt;
&lt;p&gt;To understand what is actually going on, we need to zoom out and understand the system at a higher level. Let&amp;rsquo;s assume that the script above is called using the following manner:&lt;/p&gt;
&lt;blockquote&gt;
&lt;script src="https://gist.github.com/ayende/b523953e5c2c5f23c2ecede304808b33.js"&gt;&lt;/script&gt;
&lt;/blockquote&gt;
&lt;p&gt;What will happen now? All of this code is pretty innocent, I&amp;rsquo;m sure you can tell. But together, we are going to get the following interesting behavior:&lt;/p&gt;
&lt;p&gt;For each line in the input, we&amp;rsquo;ll invoke the script, which will spawn a separate process to connect to RavenDB, write a single document to the server, and exit. Immediately afterward, we'll have &lt;em&gt;another&lt;/em&gt; such process, etc.&lt;/p&gt;
&lt;p&gt;Each of those processes is going to have a separate connection, identified by a quartet of (src ip, src port, dst ip, dst port). And there are only so many such ports available on the OS. Once you close a connection, it is moved to a TIME_WAIT mode, and any packets that arrive for the specified connection quartet are going to be assumed to be from the old connection and drop. Generate enough new connections fast enough, and you literally lock yourself out of the network.&lt;/p&gt;
&lt;p&gt;The solution to this problem is to avoid using a separate process for each interaction. Aside from alleviating the connection issue (which also requires non trivial cost on the server) it allows RavenDB to far better optimize network and traffic patterns.&lt;/p&gt;</description><link>https://ayende.com/blog/200289-B/production-postmortem-the-spawn-of-denial-of-service?Key=afdb85dc-3822-4528-b03b-456fceeb4409</link><guid>https://ayende.com/blog/200289-B/production-postmortem-the-spawn-of-denial-of-service?Key=afdb85dc-3822-4528-b03b-456fceeb4409</guid><pubDate>Tue, 12 Dec 2023 12:00:00 GMT</pubDate></item><item><title>Challenge: Fastest node selection metastable error state–answer</title><description>&lt;p&gt;In the previous post, I showed a very simple request router that would always select the fastest node. That worked for a long while, until it didn&amp;rsquo;t, and the challenge is figuring out why.&lt;/p&gt;
&lt;p&gt;As it turns out, the issue is a simple one of spooky action at a distance. Here is what happens. Assume that we have three servers and 10 clients. Each server is sized to handle 4 clients. So far, so good, the system has the capacity to spare.&lt;/p&gt;
&lt;p&gt;The problem is in the manner in which clients will detect which is the fastest node in the cluster. The only thing that is considered is the state of the node &lt;em&gt;at the time of selection&lt;/em&gt;. At that time, we may end up with all the nodes selecting one particular node as the fastest.&lt;/p&gt;
&lt;p&gt;In other words, we have three servers, two of them have no clients talking to them and one of the servers has all the clients talking to it. That results in that node going down, obviously. The clients would then react appropriately, and select a new node to talk to. All of them would do that, find the fastest node, and&amp;hellip; bring it down as well. Rinse &amp;amp; repeat.&lt;/p&gt;
&lt;p&gt;The issue can be stated as Time Of Check vs Time Of Use, but also as a race condition, where all individual nodes end up doing a synchronized &amp;ldquo;wave&amp;rdquo; operation that kills the system.&lt;/p&gt;
&lt;p&gt;How do you prevent this?&lt;/p&gt;
&lt;p&gt;You introduce randomness into the system. You don&amp;rsquo;t test the status once, but re-check on a regular basis so you can respond to shifting load. You should also introduce randomness into the process. So the nodes won&amp;rsquo;t all do this exactly at the same time and end up in the same position.&lt;/p&gt;</description><link>https://ayende.com/blog/200226-C/challenge-fastest-node-selection-metastable-error-state-answer?Key=3b7c69d7-98a9-4e37-95e1-1b6cedc19db3</link><guid>https://ayende.com/blog/200226-C/challenge-fastest-node-selection-metastable-error-state-answer?Key=3b7c69d7-98a9-4e37-95e1-1b6cedc19db3</guid><pubDate>Fri, 13 Oct 2023 12:00:00 GMT</pubDate></item><item><title>Challenge: Fastest node selection metastable error state</title><description>&lt;p&gt;Side note: Current state in Israel right now is bad. I&amp;rsquo;m writing this blog post as a form of escapism so I can talk about something that makes sense and follow logic and reason. I&amp;rsquo;ll not comment on the current status otherwise in this area.&lt;/p&gt;
&lt;p&gt;Consider the following scenario. We have a bunch of servers and clients. The clients want to send requests for processing to the fastest node that they have available. But the algorithm that was implemented has an issue, can you see what this is?&lt;/p&gt;
&lt;blockquote&gt;
&lt;script src="https://gist.github.com/ayende/02dedb11ca7b05f31a10e653766d13d4.js"&gt;&lt;/script&gt;
&lt;/blockquote&gt;
&lt;p&gt;To simplify things, we are going to assume that the work that is being done for each request is the same, so we don&amp;rsquo;t need to worry about different request workloads.&lt;/p&gt;
&lt;p&gt;The idea is that each client node will find the fastest node (usually meaning the nearest one) and if there is enough load on the server to have it start throwing errors, it will try to find another one. This system has successfully spread the load across all servers, until one day, the entire system went down. And then it &lt;em&gt;stayed&lt;/em&gt; down.&lt;/p&gt;
&lt;p&gt;Can you figure out what is the issue?&lt;/p&gt;</description><link>https://ayende.com/blog/200225-C/challenge-fastest-node-selection-metastable-error-state?Key=e909402b-3d37-4108-8233-7b9938f7e225</link><guid>https://ayende.com/blog/200225-C/challenge-fastest-node-selection-metastable-error-state?Key=e909402b-3d37-4108-8233-7b9938f7e225</guid><pubDate>Thu, 12 Oct 2023 12:00:00 GMT</pubDate></item><item><title>Not all O(1) operations are considered equal</title><description>&lt;p&gt;At some point in any performance optimization sprint, you are going to run into a super annoying problem: The dictionary.&lt;/p&gt;
&lt;p&gt;The reasoning is quite simple. One of the most powerful optimization techniques is to use a cache, which is usually implemented as a dictionary. Today&amp;rsquo;s tale is about a dictionary, but surprisingly enough, not about a cache.&lt;/p&gt;
&lt;p&gt;Let&amp;rsquo;s set up the background, I&amp;rsquo;m looking at optimizing a big indexing batch deep inside RavenDB, and here is my current focus:&lt;/p&gt;
&lt;blockquote&gt;
&lt;p&gt;&lt;a href="https://ayende.com/blog/Images/Open-Live-Writer/Not-all-O1-operations-are-considered-equ_9504/image_2.png"&gt;&lt;img style="margin: 0px; border: 0px currentcolor; display: inline; background-image: none;" title="image" src="https://ayende.com/blog/Images/Open-Live-Writer/Not-all-O1-operations-are-considered-equ_9504/image_thumb.png" alt="image" width="1110" height="107" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p&gt;You can see that the &lt;em&gt;RecordTermsForEntries&lt;/em&gt; take 4% of the &lt;em&gt;overall&lt;/em&gt; indexing time. That is&amp;hellip; a lot, as you can imagine.&lt;/p&gt;
&lt;p&gt;What is more interesting here is &lt;em&gt;why&lt;/em&gt;. The simplified version of the code looks like this:&lt;/p&gt;
&lt;blockquote&gt;
&lt;script src="https://gist.github.com/ayende/3f9eccc935a86a391e7dcd88c876b104.js"&gt;&lt;/script&gt;
&lt;/blockquote&gt;
&lt;p&gt;Basically, we are registering, for each entry, all the terms that belong to it. This is complicated by the fact that we are doing the process in stages:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Create the entries&lt;/li&gt;
&lt;li&gt;Process the terms for the entries&lt;/li&gt;
&lt;li&gt;Write the terms to persistent storage (giving them the recorded term id)&lt;/li&gt;
&lt;li&gt;Update the entries to record the &lt;em&gt;term ids&lt;/em&gt; that they belong to&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;The part of the code that we are looking at now is the last one, where we already wrote the terms to persistent storage and we need to update the entries. This is needed so when we read them, we&amp;rsquo;ll be able to find the relevant terms.&lt;/p&gt;
&lt;p&gt;At any rate, you can see that this method cost is absolutely dominated by the dictionary call. In fact, we are actually using an optimized method here to avoid doing a TryGetValue() and then Add() in case the value is not already in the dictionary.&lt;/p&gt;
&lt;p&gt;If we actually look at the metrics, this is actually kind of awesome. We are calling the dictionary almost 400 &lt;em&gt;million&lt;/em&gt;&amp;nbsp;times and it is able to do the work in under 200 &lt;em&gt;nanoseconds&lt;/em&gt; per call.&lt;/p&gt;
&lt;p&gt;That is pretty awesome, but that still means that we have over 2% of our &lt;em&gt;total indexing time&lt;/em&gt; spent doing lookups. Can we do better?&lt;/p&gt;
&lt;p&gt;In this case, absolutely. Here is how this works, instead of doing a dictionary lookup, we are going to store a list. And the entry will record the &lt;em&gt;index&lt;/em&gt; of the item in the list. Here is what this looks like:&lt;/p&gt;
&lt;blockquote&gt;
&lt;script src="https://gist.github.com/ayende/258325003839af3bc2a0c8951ff070d1.js"&gt;&lt;/script&gt;
&lt;/blockquote&gt;
&lt;p&gt;There isn&amp;rsquo;t much to this process, I admit. I was lucky that in this case, we were able to reorder things in such a way that skipping the dictionary lookup is a viable method.&lt;/p&gt;
&lt;p&gt;In other cases, we would need to record the index at the creation of the entry (effectively reserving the position) and then use that later.&lt;/p&gt;
&lt;p&gt;And the result is&amp;hellip;&lt;/p&gt;
&lt;p&gt;&lt;a href="https://ayende.com/blog/Images/Open-Live-Writer/Not-all-O1-operations-are-considered-equ_9504/image_4.png"&gt;&lt;img style="margin: 0px; border: 0px currentcolor; display: inline; background-image: none;" title="image" src="https://ayende.com/blog/Images/Open-Live-Writer/Not-all-O1-operations-are-considered-equ_9504/image_thumb_1.png" alt="image" width="1088" height="97" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;That is &lt;em&gt;pretty&lt;/em&gt; good, even if I say so myself. The cost went down from 3.6 microseconds per call to 1.3 microseconds. That is almost 3 folds improvement.&lt;/p&gt;</description><link>https://ayende.com/blog/200033-B/not-all-o-1-operations-are-considered-equal?Key=9b63efc3-8651-43b1-a301-6051e87361da</link><guid>https://ayende.com/blog/200033-B/not-all-o-1-operations-are-considered-equal?Key=9b63efc3-8651-43b1-a301-6051e87361da</guid><pubDate>Wed, 30 Aug 2023 12:00:00 GMT</pubDate></item><item><title>Recording: RavenDB and High Performance with Oren Eini</title><description>&lt;p&gt;I spoke for over an hour about how you can build high-performance systems and how we utilize these techniques inside of RavenDB.&lt;/p&gt;
&lt;p&gt;&lt;iframe title="RavenDb and High Performance with Oren Eini" src="https://www.youtube.com/embed/bryAp4VhM68" width="1280" height="720" frameborder="0" allowfullscreen="allowfullscreen"&gt;&lt;/iframe&gt;&lt;/p&gt;</description><link>https://ayende.com/blog/200001-B/recording-ravendb-and-high-performance-with-oren-eini?Key=987c9698-fe2a-42eb-9938-5f07bf41225d</link><guid>https://ayende.com/blog/200001-B/recording-ravendb-and-high-performance-with-oren-eini?Key=987c9698-fe2a-42eb-9938-5f07bf41225d</guid><pubDate>Mon, 28 Aug 2023 12:00:00 GMT</pubDate></item><item><title>On Moq &amp; SponsorLink: Some thoughts</title><description>&lt;p&gt;Today I ran into &lt;a href="https://www.reddit.com/r/dotnet/comments/15ljdcc/does_moq_in_its_latest_version_extract_and_send/"&gt;this Reddit post&lt;/a&gt;, detailing how Moq is now using &lt;a href="https://www.cazzulino.com/sponsorlink.html"&gt;SponsorLink&lt;/a&gt; to encourage users to sponsor the project.&lt;/p&gt;
&lt;p&gt;The idea is that if you are using the project, you&amp;rsquo;ll sponsor it for some amount, which funds the project. You&amp;rsquo;ll also get something like this:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://www.cazzulino.com/img/sponsorlink-thanks.png" alt="lots of thanks from ThisAssembly" /&gt;&lt;/p&gt;
&lt;p&gt;This has been rolled out for some projects for quite some time, it seems. But Moq is a far more popular project and it got quite &lt;a href="https://github.com/moq/moq/issues/1372"&gt;a bit of attention&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;It is an interesting scenario, and I gave some thought to what this means.&lt;/p&gt;
&lt;blockquote&gt;
&lt;p&gt;I&amp;rsquo;m not a user of Moq, just to note.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p&gt;I absolutely understand the desire to be paid for Open Source work. It takes a &lt;em&gt;lot&lt;/em&gt; of time and effort and looking at the amount of usage people get out of your code compared to the compensation is sometimes ridiculous.&lt;/p&gt;
&lt;p&gt;For myself, I can tell you that &lt;a href="https://ayende.com/blog/4176/ave-duci-novo-similis-duci-seneci"&gt;I made 800 USD&lt;/a&gt; out of Rhino.Mocks directly when it was one of the most popular mocking frameworks in the .NET world. That isn&amp;rsquo;t &lt;em&gt;a &lt;/em&gt;sale, that is the total amount of compensation that I got for it directly.&lt;/p&gt;
&lt;p&gt;I literally cannot total the number of hours that I spent on it. &lt;a href="https://openhub.net/p/rhino_mocks"&gt;But OpenHub estimates it as 245 man-years&lt;/a&gt;. I&amp;hellip; disagree with that estimate, but I certainly put a &lt;em&gt;lot&lt;/em&gt; of time there.&lt;/p&gt;
&lt;p&gt;From a commercial perspective, I think that this direction is a mistake. Primarily because of the economies of software purchases. You can read about the implementation of &lt;a href="https://www.cazzulino.com/sponsorlink.html"&gt;SponsorLink here&lt;/a&gt;. The model basically says that it will check whether the &lt;em&gt;individual user &lt;/em&gt;has sponsored the project.&lt;/p&gt;
&lt;p&gt;That is&amp;hellip; not really how it works. Let&amp;rsquo;s say that a new developer is starting to work on an existing project. It is using a SponsorLink project. What happens then? That new developer is being asked to sponsor the project?&lt;/p&gt;
&lt;p&gt;If this is a commercial project, I certainly support the notion that there should be some payment. But it should not be on the individual developer, it should be on the &lt;em&gt;company&lt;/em&gt; that pays for the project.&lt;/p&gt;
&lt;p&gt;That leaves aside all the scenarios where this is being used for an open source project, etc. Let&amp;rsquo;s ignore those for now.&lt;/p&gt;
&lt;p&gt;The problem is that this isn&amp;rsquo;t how you actually get paid for software. If you are targeting commercial usage, you should be targeting companies, not individual users. More to the point, let&amp;rsquo;s say that a developer&amp;nbsp;&lt;em&gt;wants&lt;/em&gt; to pay, and their company will compensate them for that.&lt;/p&gt;
&lt;p&gt;The process for actually doing that is &lt;em&gt;atrocious&lt;/em&gt; beyond belief. There are tax implications (if they sponsor with 5$ / month and their employer gives them a 5$ raise, that would be taxed, for example), so you need to submit a receipt for expenses, etc.&lt;/p&gt;
&lt;p&gt;A far better model would be to have a way to get the company to pay for that, maybe on a per project basis. Then you can detect if the project is sponsored, for example, by looking at the repository URL (and accounting for forks)&lt;em&gt;. &lt;/em&gt;&lt;/p&gt;
&lt;p&gt;Note that at this point, we are talking about the actual process of getting money, nothing else about this issue.&lt;/p&gt;
&lt;p&gt;Now, let&amp;rsquo;s get to the reason that this caused much angst for people. The way SponsorLink works is that it fetches your email from the git configuration file and check wether:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;You are registered as a SponsorLink sponsor&lt;/li&gt;
&lt;li&gt;You are sponsoring this particular project&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;It does both checks using what appears to be: &lt;em&gt;base62(sha256(email));&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;If you are already a SponsorLink sponsor, you have explicitly agreed to sharing your email, so not a problem there. So the second request is perfectly fine.&lt;/p&gt;
&lt;p&gt;The real problem is the first check, when you check if you are a SponsorLink sponsor in the first place. Let&amp;rsquo;s assume that you aren&amp;rsquo;t, what happens then.&lt;/p&gt;
&lt;p&gt;Well, there is a request made that looks something like this:&lt;/p&gt;
&lt;blockquote&gt;
&lt;p&gt;HEAD /azure-blob-storage/path/app/3uVutV7zDlwv2rwBwfOmm2RXngIwJLPeTO0qHPZQuxyS&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p&gt;The server will return a 404 if you are &lt;em&gt;not&lt;/em&gt; a sponsor at this point.&lt;/p&gt;
&lt;p&gt;The email hash above is my own, by the way. As I mentioned, I&amp;rsquo;m not a sponsor, so I assume this will return 404. The question is what sort of information is being provided to the server in this case?&lt;/p&gt;
&lt;p&gt;Well, there is the hashed email, right? Is that a privacy concern?&lt;/p&gt;
&lt;p&gt;It is indeed. While reversing SHA256 in general is not possible, for something like emails, that is pretty trivial. It took me a few minutes to find &lt;a href="https://hashes.com/en/emails/sha256"&gt;an online tool that does just that&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;The cost is around 0.00045 USD / email, just to give some context. So the end result is that using SponsorLink will provide the email of the user (without their express or implied consent) to the server. It takes a little bit of extra work, but it most certainly does.&lt;/p&gt;
&lt;p&gt;Note that practically speaking, this looks like it hits Azure Blob Storage, not a dedicated endpoint. That means that you can probably define logging to check for the requests and then gather the information from there.&amp;nbsp; Not sure what you would &lt;em&gt;do&lt;/em&gt; with this information, but it certainly looks like this falls under PII definition on the GDPR.&lt;/p&gt;
&lt;p&gt;There are a few ways to resolve this problem. The first would be to not use email at all, but instead the project repository URL. That may require a bit more work to resolve forks, but would alleviate most of the concerns regarding privacy. A &lt;em&gt;better&lt;/em&gt; option would be to just check for an included file in the repository, to be honest. Something like: .sponsored.projects file.&lt;/p&gt;
&lt;p&gt;That would include the ids of the projects that were sponsored by this project, and then you can run a check to see that they are actually sponsored. There is no issue with consent here, since adding that file to the repository will explicitly consent for the process.&lt;/p&gt;
&lt;p&gt;Assuming that you want / need to use the emails still, the problem is much more complex. You cannot use the same process as &lt;a href="https://www.troyhunt.com/understanding-have-i-been-pwneds-use-of-sha-1-and-k-anonymity/"&gt;k-Anonymity as you can use for passwords&lt;/a&gt;. The problem is that a SHA256 of an email is as good as the email itself.&lt;/p&gt;
&lt;p&gt;I &lt;em&gt;think&lt;/em&gt; that something like this would work, however. Given the SHA256 of the email, you send to the server the following details:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;prefix = SHA256(email)[0 .. 6]&lt;/li&gt;
&lt;li&gt;key = read(&amp;ldquo;/dev/urandom&amp;rdquo;, 32bytes)&lt;/li&gt;
&lt;li&gt;hash = HMAC-SHA256(key, SHA256(email)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;The prefix is the first 6 letters of the SHA256 hash. The key has cryptography strength of 32 random bytes.&lt;/p&gt;
&lt;p&gt;The hash is taking the SHA256 and hashing it again usung HMAC with the provided key.&lt;/p&gt;
&lt;p&gt;The idea is that on the server side, you can load all the hashes that you stored that match the provided prefix. Then you compute the keyed HMAC for all of those values and attempt to check if there is a match.&lt;/p&gt;
&lt;p&gt;We are trying to protect against a &lt;em&gt;malicious server&lt;/em&gt; here, remember. So the idea is that if there is a match, we pinged the server with an email that it knows about. If we ping the server with an email that it does &lt;em&gt;not&lt;/em&gt; know about, on the other hand, it cannot tell you anything about the value.&lt;/p&gt;
&lt;p&gt;The first 6 characters of the SHA256 will tell you nothing about the value, after all. And the fact that we use a random key to sending the actual hash to the server means that there is no point trying to figure it out.&amp;nbsp; Unlike trying to guess an email, guessing a &lt;em&gt;hash&lt;/em&gt; of an email is likely far harder, to the point that it is not feasible.&lt;/p&gt;
&lt;blockquote&gt;
&lt;p&gt;Note, I&amp;rsquo;m &lt;em&gt;not&lt;/em&gt; a cryptography expert, and I wouldn&amp;rsquo;t actually implement such a thing without consulting with one. I&amp;rsquo;m just writing a blog post with my ideas.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p&gt;That would at least alleviate the privacy concern. But there are other issues.&lt;/p&gt;
&lt;p&gt;The SponsorLink is provided as a closed-source &lt;em&gt;obfuscated&lt;/em&gt; library. People have taken the time to de-obfuscate it, and so far it appears to be matching the documented behavior. But the mere fact that it is actually obfuscated and closed-source inclusion in an open-source project raises a lot of red flags.&lt;/p&gt;
&lt;p&gt;Finally, there is the actual behavior when it detects that you are not sponsoring this project. Here is what the blog post states will happen:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://raw.githubusercontent.com/devlooped/SponsorLink/main/assets/img/VS-SL02.png" alt="A diagnostics warning in VS suggesting you install SponsorLink" /&gt;&lt;/p&gt;
&lt;p&gt;It will delay the build (locally, on your machine, not on CI).&lt;/p&gt;
&lt;p&gt;That&amp;hellip; is really bad. I assume that this happens on every build (not sure, though). If that is the case, that means that the feedback cycle of "write a test, run it, write code, run a test", is going to hit significant slowdowns.&lt;/p&gt;
&lt;p&gt;I would consider this to be a breaking point even excluding everything else.&lt;/p&gt;
&lt;p&gt;As I previously stated, I&amp;rsquo;m all for paying for Open Source software. But this is not the way to do that, there is a whole bunch of friction and not much that can indicate a positive outcome for the project.&lt;/p&gt;
&lt;p&gt;Monetization strategies for Open Source projects are &lt;em&gt;complex&lt;/em&gt;. Open core, for example, likely would not work for this scenario. Nor would you be likely to get support contracts. The critical aspect is that beyond just the technical details, any such strategy requires a whole bunch of &lt;em&gt;infrastructure&lt;/em&gt; around it. Marketing, sales, contract negotiation, etc. There is no easy solution here, I&amp;rsquo;m afraid.&lt;/p&gt;</description><link>https://ayende.com/blog/199905-C/on-moq-sponsorlink-some-thoughts?Key=c8cdbd73-9a61-4c49-87dd-7352604ec047</link><guid>https://ayende.com/blog/199905-C/on-moq-sponsorlink-some-thoughts?Key=c8cdbd73-9a61-4c49-87dd-7352604ec047</guid><pubDate>Thu, 10 Aug 2023 12:00:00 GMT</pubDate></item><item><title>QCon San Francisco Workshop: Building a database from the ground up</title><description>&lt;p&gt;I&amp;rsquo;m going to QCon San Francisco and will be &lt;a href="https://qconsf.com/workshop/oct2023/building-database-ground"&gt;teaching a full day workshop&lt;/a&gt; where we&amp;rsquo;ll start from a C compiler and&amp;nbsp; an empty file and end up with a functional storage engine, indexing and more.&lt;/p&gt;
&lt;p&gt;Included in the minimum requirements are implementing transactions, MVCC, persistent data structures, and indexes.&lt;/p&gt;
&lt;p&gt;The workshop is going to be loosely based on &lt;a href="https://github.com/ayende/libgavran"&gt;the book&lt;/a&gt;, but I&amp;rsquo;m going to condense things so we can cover this topic in a single day.&lt;/p&gt;
&lt;p&gt;Looking forward to &lt;a href="https://qconsf.com/workshop/oct2023/building-database-ground"&gt;seeing you there&lt;/a&gt;.&lt;/p&gt;</description><link>https://ayende.com/blog/199873-A/qcon-san-francisco-workshop-building-a-database-from-the-ground-up?Key=c51e4299-0e3a-4322-83d9-89ec754250fe</link><guid>https://ayende.com/blog/199873-A/qcon-san-francisco-workshop-building-a-database-from-the-ground-up?Key=c51e4299-0e3a-4322-83d9-89ec754250fe</guid><pubDate>Tue, 08 Aug 2023 12:00:00 GMT</pubDate></item><item><title>Struct memory layout optimizations, practical considerations</title><description>&lt;p&gt;In my &lt;a href="https://ayende.com/blog/199777-A/struct-memory-layout-and-memory-optimizations?key=bb987d033f60428698a31b9a4a1b1e58"&gt;previous post&lt;/a&gt; I discussed how we could store the exact same information in several ways, leading to space savings of 66%! That leads to interesting questions with regard to actually making use of this technique in the real world.&lt;/p&gt;&lt;p&gt;The reason I posted about this topic is that we just gained a very significant reduction in memory (and we obviously care about reducing resource usage). The question is whether this is something that you &lt;em&gt;want&lt;/em&gt; to do in general.&lt;/p&gt;&lt;p&gt;Let’s look at that in detail. For this technique to be useful, you should be using structs in the first place. That is… not quite true, actually. Let’s take a look at the following declarations:&lt;/p&gt;&lt;blockquote&gt;&lt;script src="https://gist.github.com/ayende/314d0adbcf64a6e3161bbd9ddc7219b8.js"&gt;&lt;/script&gt;&lt;/blockquote&gt;&lt;p&gt;We define the same shape twice. Once as a class and once as a structure. How does this look in memory?&lt;/p&gt;&lt;blockquote&gt;


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&lt;/blockquote&gt;&lt;p&gt;Here you can find some really interesting differences. The struct is smaller than the class, but the amount of wasted space is much higher in the struct. What is the reason for that?&lt;/p&gt;&lt;p&gt;The class needs to carry 16 bytes of metadata. That is the object header and the pointer to the method table. &lt;a href="https://devblogs.microsoft.com/premier-developer/managed-object-internals-part-1-layout/"&gt;You can read more about the topic here&lt;/a&gt;. So the memory overhead for a class is 16 bytes at a minimum. But look at the &lt;em&gt;rest&lt;/em&gt; of it.&lt;/p&gt;&lt;p&gt;You can see that the layout in memory of the fields is &lt;em&gt;different&lt;/em&gt; in the class versus the structure. C# is free to re-order the fields to reduce the padding and get better memory utilization for classes, but I would need &lt;em&gt;[StructLayout(LayoutKind.Auto)]&lt;/em&gt; to do the same for structures. &lt;/p&gt;&lt;p&gt;The difference between the two options can be quite high, as you can imagine. Note that automatically laying out the fields in this manner means that you’re effectively declaring that the memory layout is an implementation detail. This means that you cannot persist it, send it to native code, etc. Basically, the internal layout may change at any time.&amp;nbsp; Classes in C# are obviously not meant for you to poke into their internals, and LayoutKind.Auto comes with an explicit warning about its behavior.&lt;/p&gt;&lt;p&gt;Interestingly enough, [StructLayout] will work on classes, you can use to force LayoutKind.Sequential on a class. That is by design, because you may need to pass a part of your class to unmanaged code, so you have the ability to control memory explicitly. (Did I mention that I love C#?) &lt;/p&gt;&lt;p&gt;Going back to the original question, why would you want to go into this trouble? As we just saw, if you are using classes (which you are likely to default to), you already benefit from the automatic layout of fields in memory. If you are using structs, you can enable LayoutKind.Auto to get the same behavior.&lt;/p&gt;&lt;p&gt;This technique is for the 1% of the cases where that is not sufficient, when you can see that your memory usage is high and you can benefit greatly from manually doing something about it.&lt;/p&gt;&lt;p&gt;That leads to the follow-up question, if we go about implementing this, what is the overhead over time? If I want to add a new field to an optimized struct, I need to be able to understand how it is laid out in memory, etc. &lt;/p&gt;&lt;p&gt;Like any optimization, you need to maintain that. Here is &lt;a href="https://github.com/ravendb/ravendb/commit/cdac3001a1ac2e5fa1d198875ae00913ee7ffa6c"&gt;a recent example from RavenDB&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;&lt;a href="https://ayende.com/blog/Images/Open-Live-Writer/Struct-memory-layout-optimizations-pract_B0FE/image_2.png"&gt;&lt;img width="698" height="145" title="image" style="margin: 0px; border: 0px currentcolor; border-image: none; display: inline; background-image: none;" alt="image" src="https://ayende.com/blog/Images/Open-Live-Writer/Struct-memory-layout-optimizations-pract_B0FE/image_thumb.png" border="0"&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;In this case, we used to have an optimization that had a meaningful impact. The .NET code changed, and the optimization now no longer makes sense, so we reverted that to get even better perf.&lt;/p&gt;&lt;p&gt;At those levels, you don’t &lt;em&gt;get&lt;/em&gt; to rest on your laurels. You have to keep checking your assumptions.&lt;/p&gt;&lt;p&gt;If you got to the point where you are manually optimizing memory layouts for better performance, there are two options:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;You are doing that for fun, no meaningful impact on your system over time if this degrades.&lt;/li&gt;&lt;li&gt;There is an actual need for this, so you’ll need to invest the effort in regular maintenance.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;You can make that easier by adding tests to verify those assumptions. For example, verifying the amount of padding in structs match expectation. A simple test that would verify the size of a struct would mean that any changes to that are explicit. You’ll need to modify the test as well, and presumably that is easier to catch / review / figure out than just adding a field and not noticing the impact. &lt;/p&gt;&lt;p&gt;In short, this isn’t a generally applicable pattern. This is a technique that is meant to be applied in case of true need, where you’ll happily accept the additional maintenance overhead for better performance and reduced resource usage.&lt;/p&gt;</description><link>https://ayende.com/blog/199841-A/struct-memory-layout-optimizations-practical-considerations?Key=a53d68c5-1801-429b-af30-3fd406eabc6e</link><guid>https://ayende.com/blog/199841-A/struct-memory-layout-optimizations-practical-considerations?Key=a53d68c5-1801-429b-af30-3fd406eabc6e</guid><pubDate>Mon, 07 Aug 2023 12:00:00 GMT</pubDate></item><item><title>Struct memory layout and memory optimizations</title><description>&lt;p&gt;Consider a warehouse that needs to keep track of items. For the purpose of discussion, we have quite a few fields that we need to keep track of. Here is how this looks like in code:&lt;/p&gt;&lt;blockquote&gt;&lt;script src="https://gist.github.com/ayende/60b15f76057ef4d4b5dc44ffb8759861.js"&gt;&lt;/script&gt;&lt;/blockquote&gt;&lt;p&gt;And the actual Warehouse class looks like this:&lt;/p&gt;&lt;blockquote&gt;&lt;script src="https://gist.github.com/ayende/10c71246b1397f18123e06d16ad4d7aa.js"&gt;&lt;/script&gt;&lt;/blockquote&gt;&lt;p&gt;The idea is that this is simply a wrapper to the list of items. We use a struct to make sure that we have good locality, etc. &lt;/p&gt;&lt;p&gt;The question is, what is the cost of this? Let’s say that we have a million items in the warehouse. That would be over 137MB of memory. In fact, a single struct instance is going to consume a total of 144 bytes.&lt;/p&gt;&lt;p&gt;That is… a big struct, I have to admit. Using &lt;a href="https://github.com/SergeyTeplyakov/ObjectLayoutInspector"&gt;ObjectLayoutInspector&lt;/a&gt; I was able to get the details on what exactly is going on:&lt;/p&gt;&lt;blockquote&gt;&lt;pre&gt;Type layout for 'WarehouseItem'
    Size: 144 bytes. Paddings: 62 bytes (%43 of empty space)
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x1="20" y1="1944" x2="340" y2="1944" /&gt;&lt;line class="solid" x1="20" y1="1976" x2="340" y2="1976" /&gt;&lt;line class="solid" x1="20" y1="2056" x2="340" y2="2056" /&gt;&lt;/g&gt;&lt;/svg&gt;&lt;/pre&gt;&lt;/blockquote&gt;&lt;p&gt;As you can see, there is a &lt;em&gt;huge&lt;/em&gt; amount of wasted space here. Most of which is because of the nullability. That injects an additional byte, and padding and layout issues really explode the size of the struct. &lt;/p&gt;&lt;p&gt;Here is an alternative layout, which conveys the same information, much more compactly. The idea is that instead of having a full byte for each nullable field (with the impact on padding, etc), we’ll have a single bitmap for all nullable fields. Here is how this looks like:&lt;/p&gt;&lt;blockquote&gt;&lt;script src="https://gist.github.com/ayende/7b9736f89d880e165ce841454c26975f.js"&gt;&lt;/script&gt;&lt;/blockquote&gt;&lt;p&gt;If we look deeper into this, we’ll see that this saved a &lt;em&gt;lot&lt;/em&gt;, the struct size is now 96 bytes in size. It’s a massive space-savings, but…&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;Type layout for 'WarehouseItem'&lt;br&gt;
    Size: 96 bytes. Paddings: 24 bytes (%25 of empty space)&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;We still have a lot of wasted space. This is because we haven’t organized the struct to eliminate padding. Let’s reorganize the structs fields to see what we can achieve. The only change I did was re-arrange the fields, and we have:&lt;/p&gt;&lt;blockquote&gt;&lt;script src="https://gist.github.com/ayende/4c281cae47f449678ae27699f7066e90.js"&gt;&lt;/script&gt;&lt;/blockquote&gt;&lt;p&gt;And the struct layout is now:&lt;/p&gt;&lt;blockquote&gt;
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y="508"&gt;39:&lt;/text&gt;&lt;text x="74" y="508"&gt;Int32&lt;/text&gt;&lt;text x="122" y="508"&gt;Quantity&lt;/text&gt;&lt;path class="nofill" d="M 200 496 A 16 16 0 0 0 200 512" /&gt;&lt;text x="202" y="508"&gt;4&lt;/text&gt;&lt;text x="218" y="508"&gt;bytes&lt;/text&gt;&lt;path class="nofill" d="M 256 496 A 16 16 0 0 1 256 512" /&gt;&lt;text x="18" y="540"&gt;40&lt;/text&gt;&lt;line class="solid" x1="32" y1="536" x2="40" y2="536" /&gt;&lt;text x="42" y="540"&gt;43:&lt;/text&gt;&lt;text x="74" y="540"&gt;Int32&lt;/text&gt;&lt;line class="solid" x1="120" y1="544" x2="128" y2="544" /&gt;&lt;text x="130" y="540"&gt;rgbColorAndAlcoholContentBacking&lt;/text&gt;&lt;path class="nofill" d="M 400 528 A 16 16 0 0 0 400 544" /&gt;&lt;text x="402" y="540"&gt;4&lt;/text&gt;&lt;text x="418" y="540"&gt;bytes&lt;/text&gt;&lt;path class="nofill" d="M 456 528 A 16 16 0 0 1 456 544" /&gt;&lt;text x="18" y="572"&gt;44&lt;/text&gt;&lt;line class="solid" x1="32" y1="568" x2="40" y2="568" /&gt;&lt;text x="42" y="572"&gt;45:&lt;/text&gt;&lt;text x="74" y="572"&gt;UInt16&lt;/text&gt;&lt;line class="solid" x1="128" y1="576" x2="136" y2="576" /&gt;&lt;text x="138" y="572"&gt;nullability&lt;/text&gt;&lt;path class="nofill" d="M 240 560 A 16 16 0 0 0 240 576" /&gt;&lt;text x="242" y="572"&gt;2&lt;/text&gt;&lt;text x="258" y="572"&gt;bytes&lt;/text&gt;&lt;path class="nofill" d="M 296 560 A 16 16 0 0 1 296 576" /&gt;&lt;text x="18" y="604"&gt;46&lt;/text&gt;&lt;line class="solid" x1="32" y1="600" x2="40" y2="600" /&gt;&lt;text x="42" y="604"&gt;47:&lt;/text&gt;&lt;text x="74" y="604"&gt;UInt16&lt;/text&gt;&lt;text x="130" y="604"&gt;ShelfLifeInHours&lt;/text&gt;&lt;path class="nofill" d="M 272 592 A 16 16 0 0 0 272 608" /&gt;&lt;text x="274" y="604"&gt;2&lt;/text&gt;&lt;text x="290" y="604"&gt;bytes&lt;/text&gt;&lt;path class="nofill" d="M 328 592 A 16 16 0 0 1 328 608" /&gt;&lt;g&gt;&lt;line class="solid" x1="4" y1="40" x2="476" y2="40" /&gt;&lt;line class="solid" x1="4" y1="40" x2="4" y2="616" /&gt;&lt;line class="solid" x1="476" y1="40" x2="476" y2="616" /&gt;&lt;line class="solid" x1="4" y1="184" x2="476" y2="184" /&gt;&lt;line class="solid" x1="4" y1="216" x2="476" y2="216" /&gt;&lt;line class="solid" x1="4" y1="248" x2="476" y2="248" /&gt;&lt;line class="solid" x1="4" y1="328" x2="476" y2="328" /&gt;&lt;line class="solid" x1="4" y1="408" x2="476" y2="408" /&gt;&lt;line class="solid" x1="4" y1="488" x2="476" y2="488" /&gt;&lt;line class="solid" x1="4" y1="520" x2="476" y2="520" /&gt;&lt;line class="solid" x1="4" y1="552" x2="476" y2="552" /&gt;&lt;line class="solid" x1="4" y1="584" x2="476" y2="584" /&gt;&lt;line class="solid" x1="4" y1="616" x2="476" y2="616" /&gt;&lt;/g&gt;&lt;g&gt;&lt;line class="solid" x1="20" y1="72" x2="284" y2="72" /&gt;&lt;line class="solid" x1="20" y1="72" x2="20" y2="168" /&gt;&lt;line class="solid" x1="284" y1="72" x2="284" y2="168" /&gt;&lt;line class="solid" x1="20" y1="104" x2="284" y2="104" /&gt;&lt;line class="solid" x1="20" y1="136" x2="284" y2="136" /&gt;&lt;line class="solid" x1="20" y1="168" x2="284" y2="168" /&gt;&lt;/g&gt;&lt;/svg&gt;&lt;/blockquote&gt;&lt;p&gt;In other words, we are now packing everything into&amp;nbsp; 48 bytes, which means that we are &lt;em&gt;one-third&lt;/em&gt; of the initial cost. Still representing the same data. Our previous Warehouse class? It used to take 137MB for a million items, it would now take 45.7 MB only.&lt;/p&gt;&lt;p&gt;In RavenDB’s case, we had the following:&lt;/p&gt;&lt;p&gt;&lt;img src="https://ayende.com/blog/Images/Open-Live-Writer/Struct-memory-layout-and-memory-optimiza_8813/image_thumb.png"&gt;&lt;/p&gt;&lt;p&gt;That is the backing store of the dictionary, and as you can see, it isn’t a nice one. Using similar techniques we are able to massively reduce the amount of storage that is required to process indexing.&lt;/p&gt;&lt;p&gt;Here is what this same scenario looks like now:&lt;/p&gt;&lt;p&gt;&lt;img src="https://ayende.com/blog/Images/Open-Live-Writer/Struct-memory-layout-and-memory-optimiza_8813/image_thumb_1.png"&gt;&lt;/p&gt;&lt;p&gt;But we aren’t done yet , there is still more that we can do.&lt;/p&gt;</description><link>https://ayende.com/blog/199777-A/struct-memory-layout-and-memory-optimizations?Key=bb987d03-3f60-4286-98a3-1b9a4a1b1e58</link><guid>https://ayende.com/blog/199777-A/struct-memory-layout-and-memory-optimizations?Key=bb987d03-3f60-4286-98a3-1b9a4a1b1e58</guid><pubDate>Thu, 03 Aug 2023 12:00:00 GMT</pubDate></item><item><title>Production postmortem: The dog ate my request</title><description>&lt;p&gt;A customer called us, quite upset, because their RavenDB cluster was failing every few minutes. That was weird, because they were running on our cloud offering, so we had full access to the metrics, and we saw absolutely no problem on our end.&lt;/p&gt;
&lt;p&gt;During the call, it turned out that every now and then, but almost always immediately after a new deployment, RavenDB would fail some requests. On a fairly consistent basis, we could see two failures and a retry that was finally successful.&lt;/p&gt;
&lt;p&gt;Okay, so at least there is no user visible impact, but this was still super strange to see. On the backend, we couldn&amp;rsquo;t see any reason why we would get those sort of errors.&lt;/p&gt;
&lt;p&gt;Looking at the failure stack, we narrowed things down to an async operation that was invoked via DataDog. Our suspicions were focused on this being an error in the async machinery customization that DataDog uses for adding non-invasive monitoring.&lt;/p&gt;
&lt;p&gt;We created a custom build for the user that they could test and waited to get the results from their environment. Trying to reproduce this locally using DataDog integration didn&amp;rsquo;t raise any flags.&lt;/p&gt;
&lt;p&gt;The good thing was that we did find a smoking gun, a violation of the natural order and invariant breaking behavior.&lt;/p&gt;
&lt;p&gt;The not so good news was that it was in our own code. At least that meant that we could fix this.&lt;/p&gt;
&lt;p&gt;Let&amp;rsquo;s see if I can explain what is going on. The customer was using a custom configuration: FastestNode. This is used to find the nearest / least loaded node in the cluster and operate from it.&lt;/p&gt;
&lt;p&gt;How does RavenDB &lt;em&gt;know&lt;/em&gt; which is the fastest node? That is kind of hard to answer, after all. It checks.&lt;/p&gt;
&lt;p&gt;Every now and then, RavenDB replicates a read request to all nodes in the cluster. Something like this:&lt;/p&gt;
&lt;blockquote&gt;
&lt;script src="https://gist.github.com/ayende/692d3ecd0df97d3b7e2df3997632ca19.js"&gt;&lt;/script&gt;
&lt;/blockquote&gt;
&lt;p&gt;The idea is that we send the request to all the nodes, and wait for the &lt;em&gt;first&lt;/em&gt; one to arrive. Since this is the same request, all servers will do the same amount of work, and we&amp;rsquo;ll find the fastest node from our perspective.&lt;/p&gt;
&lt;p&gt;Did you notice the cancellation token in there? When we return from this function, we cancel the existing requests. Here is what this looks like from the monitoring perspective:&lt;/p&gt;
&lt;p&gt;&lt;a href="https://ayende.com/blog/Images/Open-Live-Writer/Production-post-mortem_1004C/image_2.png"&gt;&lt;img style="margin: 0px; border: 0px currentcolor; display: inline; background-image: none;" title="image" src="https://ayende.com/blog/Images/Open-Live-Writer/Production-post-mortem_1004C/image_thumb.png" alt="image" width="1133" height="123" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;This looks &lt;em&gt;exactly&lt;/em&gt; like every few minutes, we have a couple of failures (and failover) in the system and was quite confusing until we figured out exactly what was going on.&lt;/p&gt;</description><link>https://ayende.com/blog/199745-A/production-postmortem-the-dog-ate-my-request?Key=80c35c6a-b89c-4ac6-bc7b-10fdefa2754a</link><guid>https://ayende.com/blog/199745-A/production-postmortem-the-dog-ate-my-request?Key=80c35c6a-b89c-4ac6-bc7b-10fdefa2754a</guid><pubDate>Mon, 24 Jul 2023 12:00:00 GMT</pubDate></item><item><title>Café debug - Interview with Oren Eini CEO of RavenDB</title><description>&lt;p&gt;&lt;iframe width="100%" height="352" src="https://open.spotify.com/embed/episode/3wVFCYuB4YbDbQ8VklcijR?utm_source=generator" frameborder="0" allowfullscreen="" style="border-radius: 12px;" loading="lazy" allow="autoplay; clipboard-write; encrypted-media; fullscreen; picture-in-picture"&gt;&lt;/iframe&gt;&lt;/p&gt;</description><link>https://ayende.com/blog/199681-B/cafe-debug-interview-with-oren-eini-ceo-of-ravendb?Key=63392cbd-432b-4e50-b227-16dbf1556a32</link><guid>https://ayende.com/blog/199681-B/cafe-debug-interview-with-oren-eini-ceo-of-ravendb?Key=63392cbd-432b-4e50-b227-16dbf1556a32</guid><pubDate>Tue, 04 Jul 2023 12:00:00 GMT</pubDate></item><item><title>Production postmortem: ENOMEM when trying to free memory</title><description>&lt;p&gt;We got a support call from a client, in the early hours of the morning, they were getting out-of-memory errors from their database and were understandably perturbed by that. They are running on a cloud system, so the first inclination of the admin when seeing the problem was deploying the server on a bigger instance, to at least get things running while they investigate. Doubling and then quadrupling the amount of memory that the system has had no impact. A few minutes after the system booted, it would raise an error about running out of memory.&lt;/p&gt;
&lt;p&gt;Except that it wasn&amp;rsquo;t actually running out of memory. A scenario like that, when we give more memory to the system and still have out-of-memory errors can indicate a leak or unbounded process of some kind. That wasn&amp;rsquo;t the case here. In all system configurations (including the original one), there was &lt;em&gt;plenty&lt;/em&gt; of additional memory in the system. Something else was going on.&lt;/p&gt;
&lt;p&gt;When our support engineer looked at the actual details of the problem, it was quite puzzling. It looked something like this:&lt;/p&gt;
&lt;blockquote&gt;
&lt;pre&gt;System.OutOfMemoryException: ENOMEM on Failed to munmap at Sparrow.Server.Platform.Posix.Syscall.munmap(IntPtr start, UIntPtr length);&lt;/pre&gt;
&lt;/blockquote&gt;
&lt;p&gt;That error made absolutely no sense, as you can imagine. We are trying to &lt;em&gt;release &lt;/em&gt;memory, not allocate it. Common sense says that you can&amp;rsquo;t really &lt;em&gt;fail&lt;/em&gt; when you are freeing memory. After all, how can you run out of memory? I&amp;rsquo;m trying to &lt;em&gt;give&lt;/em&gt; you some, damn it!&lt;/p&gt;
&lt;p&gt;It turns out that this model is too simplistic. You &lt;em&gt;can&lt;/em&gt; actually run out of memory when trying to release it. The issue is that it isn&amp;rsquo;t &lt;em&gt;you&lt;/em&gt; that is running out of memory, but the kernel. Here we are talking specifically about the Linux kernel, and how it works.&lt;/p&gt;
&lt;p&gt;Obviously a very important aspect of the job of the kernel is managing the system memory, and to do &lt;em&gt;that&lt;/em&gt;, the kernel itself needs memory. For managing the system memory, the kernel uses something called VMA (virtual memory area). Each VMA has its own permissions and attributes. In general, you never need to be aware of this detail.&lt;/p&gt;
&lt;p&gt;However, there are certain pathological cases, where you need to set up different permissions and behaviors on a lot of memory areas. In the case we ran into, RavenDB was using an encrypted database. When running on an encrypted database, RavenDB&lt;em&gt; ensures&lt;/em&gt; that all plain text data is written to memory that is locked (cannot be stored on disk / swapped out).&lt;/p&gt;
&lt;p&gt;A side effect of that is that this means that for every piece of memory that we lock, the kernel needs to create its own VMA. Since each of them is operated on independently of the others. The kernel is using VMAs to manage its own map of the memory. and eventually, the&lt;em&gt; number&lt;/em&gt; of the items in the map exceeds the configured value.&lt;/p&gt;
&lt;p&gt;In this case, the &lt;em&gt;munmap&lt;/em&gt; call released a&lt;em&gt; portion&lt;/em&gt; of the memory back, which means that the kernel needs to split the VMA to separate pieces. But the number of items is limited, this is controlled by the &lt;em&gt;vm.max_map_count&lt;/em&gt; value.&lt;/p&gt;
&lt;p&gt;The default is typically 65530, but database systems often require a lot more of those. The default value is &lt;em&gt;conservative&lt;/em&gt;, mind.&lt;/p&gt;
&lt;p&gt;Adjusting the configuration would alleviate this problem, since that will give us sufficient space to operate normally.&lt;/p&gt;</description><link>https://ayende.com/blog/199649-B/production-postmortem-enomem-when-trying-to-free-memory?Key=c9261116-c324-4280-a1e1-35da0d1fa882</link><guid>https://ayende.com/blog/199649-B/production-postmortem-enomem-when-trying-to-free-memory?Key=c9261116-c324-4280-a1e1-35da0d1fa882</guid><pubDate>Mon, 03 Jul 2023 12:00:00 GMT</pubDate></item><item><title>Generating sequential numbers in a distributed manner</title><description>&lt;p&gt;On its face, we have a simple requirement:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Generate sequential numbers&lt;/li&gt;
&lt;li&gt;Ensure that there can be no gaps&lt;/li&gt;
&lt;li&gt;Do that in a distributed manner&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Generating the next number in the sequence is literally as simple as ++, so surely that is a trivial task, right?&lt;/p&gt;
&lt;p&gt;The problem is with the second requirement. The need to ensure that there are no gaps comes often when dealing with things like invoices. The tax authorities are &lt;em&gt;really &lt;/em&gt;keen on &amp;ldquo;show me all your invoices&amp;rdquo;, and if there are gaps in the numbers, you may have to provide Good Answers.&lt;/p&gt;
&lt;p&gt;You may think that the third one, running in a distributed environment, is the tough challenge, but that isn&amp;rsquo;t actually the case. If we are running in a single location, that is fairly easy. Run the invoice id generation as a transaction, and you are done. But the &lt;em&gt;normal &lt;/em&gt;methods of doing that are usually wrong in edge cases.&lt;/p&gt;
&lt;p&gt;Let&amp;rsquo;s assume that we use an Oracle database, which uses the following mechanism to generate the new invoice id:&lt;/p&gt;
&lt;blockquote&gt;
&lt;p&gt;invoice_seq.NEXTVAL&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p&gt;Or SQL Server with an identity column:&lt;/p&gt;
&lt;blockquote&gt;
&lt;p&gt;CREATE TABLE invoices ( invoice_id INT IDENTITY(1,1) PRIMARY KEY, ... );&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p&gt;In both cases, we may insert a new value to the invoices table, consuming an invoice id. At some later point in time, we may roll back the transaction. Care to guess what happens then?&lt;/p&gt;
&lt;p&gt;You have INVOICE #1000 and INVOICE #1002, but nothing in between. In fact, no way to even &lt;em&gt;tell&lt;/em&gt; what happened, usually.&lt;/p&gt;
&lt;p&gt;In other words, identity, sequence, serial, or autonumber &amp;ndash; regardless of what database platform you use, are &lt;em&gt;not&lt;/em&gt; suitable for generating gapless numbers.&lt;/p&gt;
&lt;p&gt;The reasoning is quite simple. Assume that you have two concurrent transactions, which generate two new invoices at roughly the same time. You commit the later one before the first one, and roll back the first. You now have:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Invoice #1&lt;/li&gt;
&lt;li&gt;Invoice #2&lt;/li&gt;
&lt;li&gt;&amp;hellip;&lt;/li&gt;
&lt;li&gt;Invoice #1000&lt;/li&gt;
&lt;li&gt;Invoice #1002&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;However, you don&amp;rsquo;t have Invoice #1001, and you cannot roll back the sequence value there, because if you do so, it will re-generate the #1002 on the &lt;em&gt;next&lt;/em&gt; call.&lt;/p&gt;
&lt;p&gt;Instead, for gapless numbers, we need to create this as a dedicated part of the transaction. So there would be a record in our system that contains the NextInvoiceId, which will be incremented as part of the new invoice creation.&lt;/p&gt;
&lt;p&gt;In order to ensure that there are no gaps, you need to ensure that the NextInvoideId record increment is handled as a user operation, not a database operation. In other words, in SQL Server, that is a row in a table, that you manually increment as part of adding a new invoice. Here is what this will look like:&lt;/p&gt;
&lt;blockquote&gt;
&lt;script src="https://gist.github.com/ayende/0b6d66e796e99dc3799011222574c310.js"&gt;&lt;/script&gt;
&lt;/blockquote&gt;
&lt;p&gt;As you can see, we increment the row directly. So it will be &lt;em&gt;rolledback &lt;/em&gt;as well.&lt;/p&gt;
&lt;p&gt;The downside here is that we can no longer create two invoices concurrently. The second transaction would have to wait on the lock on the row in the next_gapless_ids table.&lt;/p&gt;
&lt;p&gt;All of that happens inside a single database server. What happens when we are running in a distributed environment?&lt;/p&gt;
&lt;p&gt;The answer in this case, is the &lt;em&gt;exact&lt;/em&gt; same thing. You need a transaction, a distributed one, using a consensus algorithm. Here is how you can achieve this using RavenDB&amp;rsquo;s cluster wide transactions, which use the Raft protocol behind the scenes:&lt;/p&gt;
&lt;blockquote&gt;
&lt;script src="https://gist.github.com/ayende/90e8896299e988a147d2e3a51d3dbbce.js"&gt;&lt;/script&gt;
&lt;/blockquote&gt;
&lt;p&gt;The idea is simple, we have a transaction that modifies the gapless ids document &lt;em&gt;and &lt;/em&gt;creates a new invoice at the same time. We have to handle a concurrency exception if two transactions try to create a new invoice at the same time (because they both want to use the same invoice id value), but in essence this is pretty much exactly the same behavior as when you are running on a single node.&lt;/p&gt;
&lt;p&gt;In other words, to ensure the right behavior, you need to use a transaction. And if you need a distributed transaction, that is just a flag away with RavenDB.&lt;/p&gt;</description><link>https://ayende.com/blog/199618-A/generating-sequential-numbers-in-a-distributed-manner?Key=5c574503-f544-4912-bf7f-8a2922ecae21</link><guid>https://ayende.com/blog/199618-A/generating-sequential-numbers-in-a-distributed-manner?Key=5c574503-f544-4912-bf7f-8a2922ecae21</guid><pubDate>Mon, 26 Jun 2023 12:00:00 GMT</pubDate></item><item><title>Integer compression: FastPFor in C#, results</title><description>&lt;p&gt;After this saga, I wanted to close the series with some numbers about the impact of this algorithm.&lt;/p&gt;
&lt;p&gt;If you&amp;rsquo;ll recall, I started this whole series &lt;a href="https://ayende.com/blog/199489-B/integer-compression-delta-encoding-variable-size-integers"&gt;discussing variable-sized integers&lt;/a&gt;. I was using &lt;a href="https://gist.github.com/ayende/6d39fd8d82917edbc97e458a5bf54ff5"&gt;this list of numbers&lt;/a&gt; to compare the values. There are 44,956 items in the list.&lt;/p&gt;
&lt;table border="0" cellspacing="5" cellpadding="5"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td valign="top"&gt;&lt;strong&gt;Algorithm&lt;/strong&gt;&lt;/td&gt;
&lt;td valign="top"&gt;&lt;strong&gt;Size&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td valign="top"&gt;Raw&lt;/td&gt;
&lt;td valign="top"&gt;359.648&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td valign="top"&gt;Varint&lt;/td&gt;
&lt;td valign="top"&gt;224,780&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td valign="top"&gt;Delta + Varint&lt;/td&gt;
&lt;td valign="top"&gt;&amp;nbsp;&amp;nbsp; 45,970&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td valign="top"&gt;Delta + Varint + Gzip&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/td&gt;
&lt;td valign="top"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 5,273&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td valign="top"&gt;FastPFor&lt;/td&gt;
&lt;td valign="top"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 24,717&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;You can see some interesting details about the various options. Delta + Varint + Gzip is a &lt;em&gt;really &lt;/em&gt;good setup, if you can assume that the output pattern has a high degree of repetition. In some cases, that is possible, but that isn&amp;rsquo;t a generic property. Aside from that, FastPFor is winning hands down in terms of the output size of the data.&lt;/p&gt;
&lt;p&gt;There is also another important aspect. The size of the output here is too big to fit in a single 8KB buffer, so I&amp;rsquo;ll need to use multiple for that. This is not something that you can really do with GZip. Here is the cost across multiple buffers:&lt;/p&gt;
&lt;p&gt;This particular list would fit into 4 pages:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;14,080 entries at 8,048 bytes&lt;/li&gt;
&lt;li&gt;14,080 entries at 8,063 bytes&lt;/li&gt;
&lt;li&gt;15,616 entries at 8,030 bytes&lt;/li&gt;
&lt;li&gt;&amp;nbsp; 1,180 entries at&amp;nbsp;&amp;nbsp;&amp;nbsp; 644 bytes&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;But the compression ratio is only part of that. Let&amp;rsquo;s talk about the performance aspect. On my machine, you can run the encoding process in 1,115 ticks and decoding in just 462 ticks.&lt;/p&gt;
&lt;p&gt;To give some context, that means that you can do the encoding at a rate of ~400,000,000 / second and decoding at a rate of about 1 &lt;em&gt;billion&lt;/em&gt; per second.&lt;/p&gt;
&lt;p&gt;My perf team also asked me to mention that they haven&amp;rsquo;t gotten the chance to look at the code yet, so things are likely to improve.&lt;/p&gt;
&lt;p&gt;The entire premise of FastPFor inside of RavenDB relies on these fast decoding &amp;amp; encoding times. It makes it super cheap to iterate over a vast amount of numbers, and the B+Tree layout we have means that updating a posting list&amp;rsquo;s page is trivial. Read it, merge, and encode it back. It&amp;rsquo;s fast enough that there is really no other place for meaningful optimizations / complexity.&lt;/p&gt;</description><link>https://ayende.com/blog/199588-A/integer-compression-fastpfor-in-c-results?Key=8fc40f8d-8d3f-4b62-98af-af3f0d93f11a</link><guid>https://ayende.com/blog/199588-A/integer-compression-fastpfor-in-c-results?Key=8fc40f8d-8d3f-4b62-98af-af3f0d93f11a</guid><pubDate>Wed, 21 Jun 2023 12:00:00 GMT</pubDate></item></channel></rss>