Ayende @ Rahienhttps://www.ayende.com/blog/Ayende @ RahienCopyright (C) Ayende Rahien 2004 - 2021 (c) 202460RavenDB Cloud: Auto scaling<p style="text-align:left;">RavenDB Cloud has a whole <em>bunch</em>&nbsp;of new features that were quietly launched in the past few months. <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/201666-A/new-features-for-ravendb-cloud">I talked about them in this post</a></span>. It turns out that the team keeps on delivering new stuff, faster than I can write about it.</p><p style="text-align:left;">The new feature is a really interesting one, because it is pretty simple to understand and has some interesting implications for production.</p><p style="text-align:left;">You need to explicitly enable auto-scaling on your cluster, this is how this looks like:</p><p style="text-align:left;"><img 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"/></p><p style="text-align:left;">Once you enabled auto-scaling - which usually takes under a minute, you can click on the Configure button to set your own policies:</p><p style="text-align:left;"><img 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style="text-align:left;">Here is what this looks like:</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">The idea is very simple, we routinely measure the load on the system, and if we detect a high CPU threshold for a long time, we&rsquo;ll kick off scaling to the next tier (or maybe higher, see the Upscaling / Downscaling step options) to provide additional resources to the system. If there isn&rsquo;t enough load (as measured in CPU usage), we will downscale back to the lowest instance type. </p><p style="text-align:left;">Conceptually, this is a pretty simple setup. You use a lot of CPU - you get a bigger machine that has more resources to use, until it all balances out. </p><p style="text-align:left;">Now, let&rsquo;s talk about the implications of this feature. To start with, it means that you only pay based on your actual load, and you don&rsquo;t need to over-provision to match peak load. </p><p style="text-align:left;">The design of this feature and RavenDB in general means that we&rsquo;ll be able to make scale up and scale down changes <em>without</em>&nbsp;any interruption in service. That means that you can let the auto-scaling manage the size of your instances.</p><p style="text-align:left;">In the image above, you may have noticed that I&rsquo;m using the PB line of products (PB10 &hellip; PB50). That stands for burstable instances, which consume CPU credits if they are in use. How that plays with auto-scaling is really interesting.</p><p style="text-align:left;">As you use more CPU, you consume all the CPU credits, and your CPU usage is high. At this point, the auto-scaling kicks in and moves you to a higher tier. That gives you both more baseline CPU credits and higher CPU credits accrual rate. </p><p style="text-align:left;">Together with zero downtime upscaling and downscaling, it means that you can benefit from the burstable instances&#39; lower cost without having to worry about running out of resources.</p><p style="text-align:left;">Note that auto-scaling only applies to the same <em>family</em>&nbsp;of instances. So if you are running on burstable instances, you&rsquo;ll get scaling from burstable instances, and if you are running on the P series (non burstable) your auto-scaling will use P instances.</p><blockquote><p style="text-align:left;">Note that we offer auto scaling for development instances as well. There, however, there is just a single RavenDB instance, so auto-scaling will trigger, but you&rsquo;ll have up to two minutes in which we scale the instance and it will be inaccessible. &nbsp;That isn&rsquo;t an issue for the production tier.</p></blockquote> <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" />https://www.ayende.com/blog/201763-A/ravendb-cloud-auto-scaling?Key=9990e465-0d2f-48e6-85db-fe5bd8254aebhttps://www.ayende.com/blog/201763-A/ravendb-cloud-auto-scaling?Key=9990e465-0d2f-48e6-85db-fe5bd8254aebTue, 26 Nov 2024 12:00:00 GMTFun with bugs: Advanced Dictionary API<p style="text-align:left;">In RavenDB, we <em>really</em>&nbsp;care about performance. That means that our typical code does <em>not</em>&nbsp;follow idiomatic C# code. Instead, we make use of everything that the framework and the language give us to eke out that additional push for performance. Recently we ran into a bug that was quite puzzling. Here is a simple reproduction of the problem:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-csharp'><code class='line-numbers language-csharp'><span class="token keyword">using</span> <span class="token namespace">System<span class="token punctuation">.</span>Runtime<span class="token punctuation">.</span>InteropServices</span><span class="token punctuation">;</span> <span class="token class-name"><span class="token keyword">var</span></span> counts <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token constructor-invocation class-name">Dictionary<span class="token punctuation">&lt;</span><span class="token keyword">int</span><span class="token punctuation">,</span> <span class="token keyword">int</span><span class="token punctuation">></span></span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token class-name"><span class="token keyword">var</span></span> totalKey <span class="token operator">=</span> <span class="token number">10_000</span><span class="token punctuation">;</span> <span class="token keyword">ref</span> <span class="token class-name"><span class="token keyword">var</span></span> total <span class="token operator">=</span> <span class="token keyword">ref</span> CollectionsMarshal<span class="token punctuation">.</span><span class="token function">GetValueRefOrAddDefault</span><span class="token punctuation">(</span> counts<span class="token punctuation">,</span> totalKey<span class="token punctuation">,</span> <span class="token keyword">out</span> _<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">for</span> <span class="token punctuation">(</span><span class="token class-name"><span class="token keyword">int</span></span> i <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> i <span class="token operator">&lt;</span> <span class="token number">4</span><span class="token punctuation">;</span> i<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token class-name"><span class="token keyword">var</span></span> key <span class="token operator">=</span> i <span class="token operator">%</span> <span class="token number">32</span><span class="token punctuation">;</span> <span class="token keyword">ref</span> <span class="token class-name"><span class="token keyword">var</span></span> count <span class="token operator">=</span> <span class="token keyword">ref</span> CollectionsMarshal<span class="token punctuation">.</span><span class="token function">GetValueRefOrAddDefault</span><span class="token punctuation">(</span> counts<span class="token punctuation">,</span> key<span class="token punctuation">,</span> <span class="token keyword">out</span> _<span class="token punctuation">)</span><span class="token punctuation">;</span> count<span class="token operator">++</span><span class="token punctuation">;</span> total<span class="token operator">++</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> Console<span class="token punctuation">.</span><span class="token function">WriteLine</span><span class="token punctuation">(</span>counts<span class="token punctuation">[</span>totalKey<span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">What would you <em>expect</em>&nbsp;this code to output? We are using two important features of C# here:</p><ul><li>Value types (in this case, an int, but the real scenario was with a struct)</li><li>CollectionMarshal.GetValueRefOrAddDefault()</li></ul><p style="text-align:left;">The latter method is a way to avoid performing two lookups in the dictionary to get the value if it exists and then add or modify it. </p><p style="text-align:left;">If you run the code above, it will output the number 2. </p><p style="text-align:left;">That is <em>not</em>&nbsp;expected, but when I sat down and thought about it, it made sense.</p><p style="text-align:left;">We are keeping track of the reference to a value in the dictionary, <em>and we are mutating</em>&nbsp;the dictionary.</p><p style="text-align:left;">The documentation for the method <span style="text-decoration:underline;"><a style="color:inherit;" href="https://learn.microsoft.com/en-us/dotnet/api/system.runtime.interopservices.collectionsmarshal.getvaluereforadddefault?view=net-8.0#system-runtime-interopservices-collectionsmarshal-getvaluereforadddefault-2(system-collections-generic-dictionary((-0-1))-0-system-boolean@)">very clearly explains that this is a Bad Idea.</a></span>&nbsp;It is an easy mistake to make, but still a mistake. The challenge here is figuring out <em>why</em>&nbsp;this is happening. Can you give it a minute of thought and see if you can figure it out?</p><p style="text-align:left;">A dictionary is basically an array that you access using an index (computed via a hash function), that is all. So if we strip everything away, the code above can be seen as:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'><span class="token keyword">var</span> buffer <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">int</span><span class="token punctuation">[</span><span class="token number">2</span><span class="token punctuation">]</span><span class="token punctuation">;</span> ref <span class="token keyword">var</span> total <span class="token operator">=</span> ref <span class="token keyword">var</span> buffer<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">We simply have a reference to the first element in the array, that&rsquo;s what this does behind the scenes. And when we insert items into the dictionary, we may need to allocate a bigger backing array for it, so this becomes:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'><span class="token keyword">var</span> buffer <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">int</span><span class="token punctuation">[</span><span class="token number">2</span><span class="token punctuation">]</span><span class="token punctuation">;</span> ref <span class="token keyword">var</span> total <span class="token operator">=</span> ref <span class="token keyword">var</span> buffer<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span><span class="token punctuation">;</span> <span class="token keyword">var</span> newBuffer <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">int</span><span class="token punctuation">[</span><span class="token number">4</span><span class="token punctuation">]</span><span class="token punctuation">;</span> buffer<span class="token punctuation">.</span><span class="token function">CopyTo</span><span class="token punctuation">(</span>newBuffer<span class="token punctuation">)</span><span class="token punctuation">;</span> buffer <span class="token operator">=</span> newBuffer<span class="token punctuation">;</span> total <span class="token operator">=</span> <span class="token number">1</span><span class="token punctuation">;</span> <span class="token keyword">var</span> newTotal <span class="token operator">=</span> buffer<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span></code></pre><hr/></p><p style="text-align:left;">In other words, the <em>total</em>&nbsp;variable is pointing to the first element in the <em>two-element array</em>, but we allocated a <em>new</em>&nbsp;array (and copied all the values). That is the reason why the code above gives the wrong result. Makes perfect sense, and yet, was quite puzzling to figure out.</p> <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" />https://www.ayende.com/blog/201761-C/fun-with-bugs-advanced-dictionary-api?Key=8f507241-34b2-4e31-b3f1-a31f6adbcc28https://www.ayende.com/blog/201761-C/fun-with-bugs-advanced-dictionary-api?Key=8f507241-34b2-4e31-b3f1-a31f6adbcc28Fri, 15 Nov 2024 10:00:00 GMTQuerying over the current time in RavenDB<p style="text-align:left;">We received <span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/ravendb/ravendb/discussions/19327#discussioncomment-10747974">a really interesting question</a></span>&nbsp;from a user, which basically boils down to:</p><blockquote><p style="text-align:left;">I need to query over a time span, either known (start, end) or (start, $currentDate), and I need to be able to sort on them.</p></blockquote><p style="text-align:left;">That might sound&hellip; vague, I know. A better way to explain this is that I have a list of people, and I need to sort them by their age. That&rsquo;s trivial to do since I can sort by the birthday, right? The problem is that we include some historical data, so some people are deceased. </p><p style="text-align:left;">Basically, we want to be able to get the following data, sorted by age ascending:</p><table style="width:100%;" class="table-bordered table-striped" ><tr><strong><td>Name</td><td>Birthday</td><td>Death</td></strong></tr><tr><td>Michael Stonebraker</td><td>1943</td><td>N/A</td></tr><tr><td>Sir Tim Berners-Lee </td><td>1955</td><td>N/A</td></tr><tr><td>Narges Mohammadi</td><td>1972</td><td>N/A</td></tr><tr><td>Sir Terry Prachett</td><td>1948</td><td>2015</td></tr><tr><td>Agatha Christie</td><td>1890</td><td>1976</td></tr></table><p style="text-align:left;">This doesn&rsquo;t look hard, right? I mean, all you need to do is something like:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>order by datediff<span class="token punctuation">(</span> coalesce<span class="token punctuation">(</span>Death, now<span class="token punctuation">(</span><span class="token punctuation">))</span>, Birthday <span class="token punctuation">)</span></code></pre><hr/></p><p style="text-align:left;">Easy enough, and would work <em>great</em>&nbsp;if you have a small number of items to sort. What happens if we want to sort over 10M records? </p><p style="text-align:left;">Look at the manner in which we are ordering, that will <em>require</em>&nbsp;us to evaluate each and every record. That means we&rsquo;ll have to scan through the entire list and sort it. This can be <em>really</em>&nbsp;expensive. And because we are sorting over a date (which changes), you can&rsquo;t even get away with a computed field.</p><p style="text-align:left;">RavenDB will refuse to run queries that can only work with small amounts of data but will fail as the data grows. This is part of our philosophy, saying that things should Just Work. Of course, in this case, it do<em>esn&rsquo;t</em>&nbsp;work, so the question is how this aligns&nbsp;with our philosophy?</p><p style="text-align:left;">The idea is simple. If we cannot make it work in all cases, we will reject it outright. The idea is to ensure that your system is not susceptible to hidden traps. By explicitly rejecting it upfront, we make sure that you&rsquo;ll have a good solution and not something that will fail as your data size grows. </p><p style="text-align:left;">What is the appropriate behavior here, then? How can we make it work with RavenDB?</p><p style="text-align:left;">The key issue is that we want to be able to figure out what is the value we&rsquo;ll sort on <em>during the indexing stage</em>. This is important because otherwise we&rsquo;ll have to compute it across the entire dataset for <em>each</em>&nbsp;query. We can do that in RavenDB by exposing that value to the index. </p><p style="text-align:left;">We cannot just call DateTime.Today, however. That won&rsquo;t work when the day rolls over, of course. So instead, we store that value in a document config/current-date,&nbsp;like so:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-json'><code class='line-numbers language-json'><span class="token punctuation">{</span> <span class="token comment">// config/current-date</span> <span class="token property">"Date"</span><span class="token operator">:</span> <span class="token string">"2024-10-10T00:00:00.0000000"</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">Once this is stored as a document, we can then write the following index:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-json'><code class='line-numbers language-json'>from p in docs.People let end = p.Death ?? LoadDocument(<span class="token string">"config/current-date"</span><span class="token punctuation">,</span> <span class="token string">"Config"</span>).Date select new <span class="token punctuation">{</span> Age = end - p.Birthday <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">And then query it using:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>from index <span class="token string">'People/WithAge'</span> order by Age desc</code></pre><hr/></p><p style="text-align:left;">That works beautifully, of course, until the next day. What happens then? Well, we&rsquo;ll need to schedule an update to the config/current-date&nbsp;document to correct the date.</p><p style="text-align:left;">At that point, because there is an association created between all the documents that loaded the current date, the indexing engine in RavenDB will go and re-index them. The idea is that at any given point in time, we have already computed the value, and can run <em>really</em>&nbsp;quick queries and sort on it. </p><p style="text-align:left;">When you update the configuration document, it is a signal that we need to re-index the referencing documents. RavenDB is good at knowing how to do that on a streaming basis, so it won&rsquo;t need to do a huge amount of work all at once. </p><p style="text-align:left;">You&rsquo;ll also note that we only load the configuration document if we <em>don&rsquo;t</em>&nbsp;have an end date. So the deceased people&rsquo;s records will not be affected or require re-indexing.</p><p style="text-align:left;">In short, we can benefit from querying over the age without incurring query time costs and can defer those costs to background indexing time. The downside is that we need to set up a cron job to make it happen, but that isn&rsquo;t too big a task, I think.</p><p style="text-align:left;">You can utilize similar setups for other scenarios where you need to query over changing values. The performance benefits here are enormous. And what is more interesting, even if you have a huge amount of data, this approach will just keep on ticking and deliver great results at very low latencies.</p> <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" />https://www.ayende.com/blog/201729-B/querying-over-the-current-time-in-ravendb?Key=d39c0afe-76fe-4911-81d6-1d3e3b73f23dhttps://www.ayende.com/blog/201729-B/querying-over-the-current-time-in-ravendb?Key=d39c0afe-76fe-4911-81d6-1d3e3b73f23dFri, 11 Oct 2024 12:00:00 GMTNew features for RavenDB Cloud<p style="text-align:left;">The Cloud team at RavenDB has been working quite hard recently. The company at large is gearing up for the upcoming 6.2 release, but I can&rsquo;t ignore the number of goodies that have dropped for RavenDB Cloud Customers.</p><h2 style="text-align:left;">Large Clusters &amp; Sharding</h2><p style="text-align:left;">RavenDB Cloud runs your production cluster with 3 nodes by default. Each one of them operates in a separate availability zone for maximum survivability. The new feature allows you to add <em>additional nodes</em>&nbsp;to your cluster. In the RavenDB Cloud Portal, you can see the &ldquo;Add node&rdquo; button and its impact:</p><p style="text-align:left;"><img 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yIiIiIyGQyvRERERGQyGF6JiIiIyGQwvBIRERGRyWB4JSIiIiKT0SS4Q8RVdb5WV69eRVlpCa5oy1B+5YpaSkRERER0Y8zMzWGusYCFpRWaNGmiltav3p5XbVkpivJzUVZSzOBKRERERLeEzJUyX8qcKfOmseoMr3JDJUWFSs8rEREREdGtJnOmzJvGBthaw6vcUGlxkbpERERERHT7yNxpTIdpreFVjnFljysRERER3Qkyd8r8WZ9aw6u8OIuIiIiI6E4xJn/WGl55cRYRERER3UnG5M86L9giIiIiImpIGF6JiIiIyGQwvBIRERGRyWB4JSIiIiKTwfBKRERERCaD4ZWIiIiITAbDKxERERGZDIZXIiIiIjIZDK9EREREZDIYXomIiIjIZDC8EhEREZHJYHglIiIiIpPB8EpEREREJoPhlYiIiIhMRpPgDhFX1XkDBbk56hzdXr7o8exQ4Ot3sP+sWiQERr0MlwO6ssCoOYhsKUuLcPliGk7sX48jZ4vEcjgGvxqA5LeW46SsJqJGx2XgyxiMTVixPVmZ/2tbR1GqxR/ZqUiO34b9RzJ1K1Zj3eN5TH4oBf9Ztg1ZapnunDIArcXclfxsZGSexqHoHUj5TavUVm1fnosykXE6GnsPJItn06n7XKXbboU/flqltBkaVwQ+Ogbhfs6wF4/LOLkHW7YeQoFcybotwkcNQGgLR5hrc3Hm8AZs2Z+iPJ6I7l12jk7qXM3Y89oAWNvawrrakdDYVJVpbGxw+dgyfLpyFbYcuoygUVPRw13W2MDO2gYaZS0iaozMLW1hZVk1f+XsNnGu+ARffnMK9j2fx2NhNZ0hPNC5gyfg3BmdA9UihTynZOPQymVY/cVWxOd6Y/DTr6CPn24bVduX56JkaDqMxwsT+sJOqa3vXKXb7qfq9Hm0LoS6PDIRfe2PYsP8WVi4aD3OeQzCmEd9RY0GgaOi4J+9CR+8JepW74c2dCJGdrZRHkdEjRfDq4koK0hDToaYTm3DntMW8NDvwiAiUpWVXtadK84ewFfx2XBt6a3W6HEPhx+OYP2hbPiFhauFFcqQLx+fkYwzO/+N5d8Vod2fBqCiH6Ry+6ei8dWyz3DSuR/6tlcrhdrPVRXb1U0F+br+Wtdmzrh0LgY5crE4GQc+eQMfb00WC95wa1qE1CS1Z/e3Q/hqyRuizbInl4gaM4ZXU6MJQJCPBn9kq8tERLVwuc8G2uJrw553xEMo+WkH0qIP4ZxHZ3SWIwFqUbBfrOPkjQfUZQPaUzh0MhcePrKntJprzlWO8O49AB3VqbXSIwucTDgFt26vYPDAnmjt6SC2WTEIIRk/nixEuyFTEdk/HB5ONnp1RNSYMbyaCO+H52Dqq2/j5Zlj4HR4Ob7iIFciqoG9z6MYOX4SRj8/B0+2TsE3MWlqjUoTjo5tLuN4dJ4Igwdw5LQz2kV4qJU1KUJxHZmxWFumzulc97kqbjkW/nsTEuGNiJGz8PL0iQh01lVl7XwHC9dEI8s2GP0nvYGpzw6FB8dJETV6DK93nfiHoVT8MTghO8BaHcNWIeW7WVj41ns4lCP+vSlMVUuJiAyVpB3Arp1b8fV/38Y7iz5DSq5aobLu2Rl+Zp7oM12GzDkY2toCLn7hcFHrr9E6AA+U5+EPddGQA/weaIqC3KqLwmo/V+UiZd8OHFGnM+lqsZR/CknbV2H1uzPx8Uln/Hlg1VAGbfpRHNm0DCveegNf/dEBf/5TXUGbiBoDhte7Lg3nLmrg37FzVX71exQdHTORck5drpSG/dtPwbXnSLiqJURE+irHpGblqSX6PNC5rTN+3PSKCJgyZMppDvYWP1Ttwi1V887485AA5Bzcimuv8beBa/+/oY9jAvbIXlwDxp6rvBH+7MuVF4SJqIqycnXWNhyDX5yEdmovrBwzq62oI6JGzdy1hdcb6ryBspJidY5ut5yki7COGIbhf+oK/5BI9Gtvj9M7VuGHdN1YNbeOkWie9Q1+Oi8Wfj+FXN/hiPRIwpHTzdC2Vxg6dH0Ynbv3Rlc5eZfgh4QLyuOI6N5nH9ATDyEBcaeyDeZrFPgYhrROxY6tJ1GoFgGluOzUAQMCzPDDcYuqc0qPSHRv3xy/H1qDjd9dVNaU2+8W2Blh4T3RvVcf+Jon4at1n+Occl+rGzlX/YQLua7oPfSveLh9MIJ6DEEP1zR8tX4LLuVeQCpCMGjkSLQPCkbHyEcR2CQeWzYcRh5DLNE9zdLKWp2rGe/z2pDYu8LJXl6Rm11530QiokZBnP/scLnyLgT6NE4esCpOQwH7VIgaBd7n1ZTkZyKHwZWIGiNx/qspuEraHAZXIqrC8EpEREREJoPhlYiIiIhMRoMJrxbDXdFyuIW6RERERER0rbsfXoPvQ6tPwvDIuNYIGxeGyE884RSs1t0yT2DVwcM4elxM66eDdwkkIiIiMk13L7y6WMNtUXsM/r9AhLSwgLlabNfCC73/rwt6L3KBXa13zb4+Hq/0RrCtuuAXjsld1HkiIiIiMil3IbyawW5ya/Re0QHd2thUhlZDZnBq8yAiV7RH28l13+urfqGYHOGnzJUqNzZ0R6eoR5VlIiIiIjItdza8hjZF23WdEPmIK5xqTq2GzG3Q5pEOGLyuNZqFqmXXa/AYdGop/l5Jwua1P0H+EmvTdv0xVqkkIiIiIlNyZ8NriAvaOF7/U5o7usIjRF24TkP6+aOp+FuasA/zlm7B4Syx4BCMPk8p1URERERkQu7emNc74gkM6SCj62Uc3rxS/N2KNXHp4q8lgvvwwi0iIiIiU3NPh9fKC7XSE7Bmi64sbstPSJMzvHCLiIiIyOTcw+G16kKttB+/QJwyJ8Quw4EkOcMLt4iIiIhMzb0bXisu1EIprP1fxpcbN6jTYoQ5ycu2gKYdBmOCMke1c4NdVBfYeKqLKrPuXeAc6aYuEREREd0Z92x4nTAkTLlQS45vberjDR9fvcnVUqmBrR+6T9bN3k1OM6chcJK3ulQDW3togpzUhQrWMAtygVnF/Wtvl8gIBPf0hUWquqywR9NBfeHZSl1sVELh/dEzcO1Ufd50WE16pvL9Jue7zrzRW3kYqvd9fJP02036huO9r2MQe9Bw2rZkuFovtIzE3I17EbtuulpQlzF4b5fYRh3r+j/+Jr6MjtH98MuRvdj2yYuIUOsMtByOuet2YP8R3Y/ExEZvwNwR7mql8JCol+1S6/d/vRRTeqh1cMeAf6zA7u/VH5g5tBdfLnwC/motETVe92h4fQLd/WRAzUPCitcwc9a10wexl0W9JYJ7NIALt6ytYWWlztekfV8ETx8Cw/gaijbTo+DeXl28Tezae8PifCJy1WWFZxe4uOYg8/sMtaAxEcdKHC8L5ZeM9edNiJXe+03MO4rXcEvU9z6+WfrtJj3u4v/HEiR+8Sb+9X9V06K1B5TaIc8vwpfr3sQAXwdY2tS3A90x9pMnESE+4Ne+7hOY8nQvWB5dgRdGj8ULS+OB4DH455Lqw7BC8fqiFzGgZR5ilsrz7nxsPt8UA/6+GK+r1xtMeOEZ9LGKxydTx2L0i8sQdyUYY19bhCGizmPa2/jnCG+kbZ+DpweJ5/k4HpbhkzB/frjuwUTUaN2T4bXyQq2sBGz+9y7s2H7ttGJVfAO8cEv2prrBzFldvBnOTjX01qqUOmN6bYPQ1EeD1B/FP056zPr5wisrGZdPqAWS0dsUWrhA86C9uiDV8brr225dr/OmaGD2oBs0Prco2FWQr/1G2+tTV3vU9rbQqMvV1PlYlTHrKK5j31zP+6ImRrepMXOAlTlQcsnwHLdPubMK4B/sg7y4lVgTl6cs18Vj3CxM7CA+9P9c17or8XTPCAyauhIxPychZsUr2JCQh6Ze1X7XO9gPVnlJ2LxgBGaukG36AvP+uhEJV7zRboBulRXP9EGXQa9gxf4kJO5fiWnrE5Dn4gG5pQld/ICEjRj/9lbEXdA9z+zv0uHRZQzv003UyDUJ7hBxVZ03UJCbo87dQnZmsBvng86RRv5IgXSlCKd3JeLn1UW4UqCW1SkUc7ctFZ/2gbQdkzHoVcPgVcUdM9ZvxghxfrwcMwf9ntuqlt95Tm/OQhuzFBS6euN+sWxnAWQe+RzH30uG1UsvoWd7/aCXikO7IPah/iDUfJz8eLGoGYIOT7ngt1gNWoaJgFSugaNZPpK2r0LKJnk87eE4YyLCAqxRWAzYWmuREbsZJ5clQ/PUM+jVKQcHJ36Oyt0cOQxdh1vj5MS1ej2v9mj2zktocXY5EpbJnlcNbCZNREgXF5gXa2Glt01DEfBb7Y+iY9ZoFSxej7kG5tnHcfDjHHi+FAFXsWxnUYxfdy3H6XWyrXVtV7etgiPW8AuxR4lY1w45SFj5IS5+74IWiybC6fhinFqdrzyzYmgUHu5XjCN/34gC5ZfWJLmdUJR8nwKbjkGwSVqLo4tTYPbIMAQN84crtCgS27YqTMaRDzYi55S28jEFcn8f0J9XNqiqabs5cJw5HmEP6va9vXitp5XjYi3aOx423y/Ar5vk9nXMxk1En5AMfDtlO7Qd+8JvYhd4WWnFkdbAVrQnbtHnyD0D5f0RaJ2CPJ8geJhrYWGhQf7ZaBx6IwblckOtQ+D1XH/4iQ8G+WXisXmJSMj0RMvizcprVd5fzVKQYBuEhxy0uCIeb56diNj3xX4S26/u2n2TgmMrP0f2Ea3yPm51WbcPYeuJZq+OQrCXNUrE8bMRxy/98Hac/CBR2Y7BugpveL4fBbuDc5C0TizW027S8/hS7H/FBXtDRmBDj15w+PVbEfbUOj1jP9mLKS7fosNf5qgl1bQcg4/WvQj3/VOwwXV23evqe+gJfLR0EvxPL0GPv32mFtai5XSs2zwc+G8njF6gllXyw4RPluJZ/yQs6j4ZPv87jD5Z1bb5rw04OtgSOwYNwcwaXiMR3RvsHOvu5LmzPa8F5ShYegb7JhzFwdMijKrFNStHzulfsGvCMfy01NjgKuj9otYB+XVWrdIxb7/6i1sN4MItZ1cNLr47DzET52DX6kSYdeyPFu2BksWLsevjE7gkQ+s4UTduFXLWrRJ/o5GihFZZph+e3ODtfgJxz83DDxPnYe8+EQ4HR8FVDi8IioB3QDESZou6p0Xd8hMokONpRZX2yAmcOpYoAkkVo4YMuAah6QM5SJon2q5sUwTuLn1lcQ3c4NX0OL57ch6iRSg7Yx2CsL8HoWjtAvG6xWO/z4d374FwlKvWu13xOpsdx37xOmOeXIDvTmkQPKSveC0ZyDyeAc+Qnsrr0rGHcydv5J6I0QuuFezRJliDtOWLdaGofX8EjfRFyb4PsVu0U2774Fk3hL0wBDbqI4xTbbudQuBqm4KDU9R9vy8fXo/0F6FbtjcLPp0i9P5ndINriBtSj0dDaxuKVpNCYXZ4ldKeHyra87eeles3C/BG0foFiBb7cPe8GGR7iuM8WNaIDy9jRAA0T0SMfF7x3vp2t/hgE6D/YUjw9Idj3PvYKx4fPWkVEkp80XG8fntUNe4bFwSP7gvDL5jF806LQsh9yeL1zlGO3+55sdC2H4aAcdWeu0ZGtpt0lI4Adzxy6DBWvfUmPtp2GLH/exsjlAtWjeWOsa8/ibCcXXh7lsEnsdr9Y40ytvboOhFc07di3uz6gmsk5r43GP558dhhEFxFoJXjdI+sEcE1HZv/bw7WiNKEtMtw8A/H2MrXEY65HeSYZwe4VI6LJaLG6O4MG8gqRsaUY9gy/xeczlX6hwxcyc3EwfmHsW9KFgrkL2Jdjy1T0C+kEzp0HIt59X0yXzoBXeS63SZghVp0t2SfEqFD6dkT9sXjtzwnOAboFq9PPlJ2xkCrhDQttGs3IinTCa5d3IBfs5Bf5oTmg0JhJb+K/X4nUt49LtYSjsQg9YPjut46hZFDBjKPI3XG58jOkV8Pu0Hzewqy8lzgVO0bRB3Rtm/UHsHs47h0rhg2mSeQ+r1sgWjrzmSkWjjBRgbUerer25budRajKDYF2S5uIjKKjz1fHMcZB3+495Z1Qvue8GqRgfNbahqjm49TX2xE7hFdL61Vd3+4no9B0tqKN57Y9rt7kGTmixZKIDSW4XZxOBqnZ25G0X3itcghEsdTcMnCDfeH69p71iVI9wFD6h0BL4cUpH0hHjsoCK3LxHycVrcfgpxQti8R6S2C0KwiyKfGI3VfsW5evI8uZWrg5CP/kQ+Fa2stkr4Sz5utqy7/ejsuZOrmK2XGq73dQmEqLm1LRL6XP5yqfdUv900Lua7BvlmM6L/vRIlaoiOftxin1lc9r2zX6QNZ8AqO0PtQURsj2006eWeReCwO698Ygi7dItBh9DL8eH8vTJ39hLpC/Twmv4lngy9j84LXEKOW1Wvzh/jXii264Ql+vTB2dO1jUT0GiIAqx906JGHNPycr4bTKViz9vxXYLM57afBDn/FjIC/+2vz2WsQUBmPK5r3YtnEDdh9chD4lKZBXK9TT80FE97i7E14r7M/CT6MP4+u155Eu/u29UvwHjq+Nw5bRZ5Cx/9pQey+7cqXqK+Obk4N8g46TfJSJZKGxEmG1MB6/LotBQcue6PrGNPRZNh7NOtYSJSL94WGeiiz1xx107NE0wAUXk9XAK9mKULdoBvrMnYiw56PE1B+tHNS6mugdVm2x2Ir+YU4tFosaWNwn5o3Zrv5jxXzlv2fidV5MArwjdFfR2/T1h+OZ48g2uGOCHr3t2Djb4/Ll6ivmo7xMtMtOXTSWfvtaR6DVslnoM1O+FjmFovKaa6W91vAS7VR6HSN8gaR45IpgbuViDzMrbwQqj1GnZ4LgJPddRbjUfx5xZMorltu7wA5ZyN2lLivykZuuN5xCKpH7XY8ImQXiWNtWuxhQ7ptL6cmG69ZEed7q70PRTPE88qKrekcMGdtu0tkyH08/MQWLdujGuOLnlZgdkw5L3zAjx4a+iPnj2qLkQhqs+r2JuXPeRJiLFeDgo8zPfb6W+2H/fAA7VszHtL8Nwcx9efAfWPNY1IhX1mDdnOHwuPAFZj4xAYv2qxWVkhCzfSXmTZ+MQbO+Ra5ff4yNEsUXPsMLkSPw9Hs7kZCYIIL1ZDy24Kz4yHQZaf/VPZKIGqe7G14V5Sj+PBWx42KxZdxJ/Pp5mVpON8YJ9gYdIPawEP8OaWVwkI7EIOXvCxA9aTEOHrNGwMSavw43+i4DQyIQhBOIkcMUnl4gps+RXP91IfW7ye0W7RFtbx0C59ahaOEHpMTUNYSkSlF2Ppq6eVf7H0MESAstyowdulIDq0Gh8Mzcg70T5WuRUwz0I7Jsb4lfKBxFyPVonY/zYlkqyRLBuTARx5XHVEyL8cOUD5F5WFmldsdkCHWBY6S6rLCHo3u1r99FoDR4veEyPOaj8Ji6rJL7ppm7r+G6tuJDUfWLsSqet6LnW2UmP0CJ92HNnWZyH6uzxrabbpFcpF9IER8XPODv76dMPvdbiuPqrlv20d10sC4xZy+j1MEFPupyBY9xSzH3cR9k7XgNo0fPx476vg3bn4LLhQ5wqbwNXzriVs/HzFlz8MGmeLgP9hMhOAk71FoiapwaQHhVFZSLSZ2nGljDorX4Y6vfU6qB5j6xbFBmD+/+EdAogULURw2DnwycsRkwixyGkEUirMqr+gvzUZSegzILsV25anAEPJ8NUd8Q6pCBE8eVpQrKkIFs8Y+L/l0GzDQidIhJXUTvUDSv7CEVz98vFDay3derzu0a4dhO/HrGBd4vRqB1XiLS96nl9bSp5PtEZLbogjZRLmqJNWz+3hd+5cm4aNALXY2tCHyD/Wv9H8pMdjdWvh7RhnHyoic9x6JxPssbvi+GwPPiCWRWBMdtJ3DGOggBf6+4u6U8plGIeH88nAw2UJN4ZJ7RwO/P6jEXzB4ZiJbVH+caAu+h6uB4Z2+4itdhLz645MghGWLZcaDu4kC5by66hhrum0nPoN/cgdXGvKrPO6TqeREQgTYiFJ9PiFF67fMzctDMVxwHpV6+plB4Vd5UwMh2k2LIwh2I3bUIz4apffkPPYHXI9xRmhxX7et5fe4YMHk6JihjR1di2rAReExv2nBafFLMPKBbnrpSGa/67CtPKF/nI/hFfLRnMz56SvcLhvJergsGtoWlGir9H5+OKeq9XCeID20O6Qcwb9Yu3d1dDLTFlE92YNsnFfdudceIhZEItk1H4jdiseUYzHh9DMLUMa/+j7+N13u7IHH/sqpfTCSiRqm2f2upITkQiwsXndBh5gwRWiai2YOyMFaES6DNyGmi7CV4V/ZSZSAlPQhh789A1+Uz0Ke3E1K3rFXCUPn30UgRAanbIlH30Qz0G+6JrH3bld5VTRcRkNr763phK4YM7NQfyqAbMpCZHF81ZEDaFI2EsiDRBt02ew7VIKdybGIofKL6I+DPN3Bj+Tq3awwtcmOSYXGfve7CJ7W03jaJ0HtifSI03UUo+1Ts70+noZtPBuLe22xwMds1Bg1Et6H9a/3BgqLN8bjo0hO9lk8Tx2UawgKLkWnQk5yP7MMpsL/PGmcOq+OCJWWoRywKfIchUrRHHtNe3a2RsnGzEftD7IP3N+PUFX9EyGO+fBZ69dPiwinDr98vJcSiqPtz6CO23XNRFIIsknFkla4NVlFD0HV4X909hmvbNx9XH/MqnnfBWhzJlu+1WYiQ77UZXaA5trHyDhDalTvF8fXHw7Je7o/gHKRWvh7j2k06mxd9ir15wZjwyeaqC6iydmHh6yJ01upJTHxqOP76uN4PGdTliQmY8HgUxj4u5hO+wN7YUvg/vQZHD4nn2zYdvS1/wpoFr4lQORxTnh6OsSOe1D1Ofmhz74WP5I8M6E37PxkjKn7Cht3xKPWfhHVH5AVbmzGjhxUSZE9rrKiO8EdYbxGU5QVohw5j3bRwlH63BNMXqMMjiKjRurO3yqKbI+95WZwF7UW9+CjvG2qdD+3ZYiBc3irLCb/KOxLI+2u6ixhwoobjqNRpUP5rFsqvufoesJsxDR0to/HdbL2v2j37ImCuP3IWv4+L1b5OVsi2WYh2/FItYPi4wCyz5ucxSm3bNUbvYeg82hqnXlirjB+tZFSbNDB7UKxXlqPbt/WyFuuLfVpnO693m9XczL6Qj0U9z1vTOvJuFK7aao+7jtdRz3ut3nYZ027SaRmK3u2aovTXXYj5WS2rg38dt9W6lh8i+jngrAibVT2oomygNywzf6q8p6zkEdYLPgXfGtWGCv49IuFjeRkJBtvXkdsLdgWyfjS2rURk6uq7VRbD671EP7yqRddPDSZ51UJyXWG4gTEL9lQu/mo64xl4nFuO4x/UdJcBIiIiaoga1n1e6fYqK0ZJ8c32UGlR/kuGYXCVsnNMIrgCnmgWFYVei55Bq/J4JK1kcCUiIrqXsOeViIiIiBoM9rwSERER0T2D4ZWIiIiITAbDKxERERGZDIZXIiIiIjIZDK9EREREZDIYXomIiIjIZDC8EhEREZHJYHglIiIiIpPB8EpEREREJoPhlYiIiIhMBsMrEREREZkMhlciIiIiMhkMr0RERERkMhheiYiIiMhkMLwSERERkclgeCUiIiIik8HwSkREREQmg+GViIiIiEwGwysRERERmQyGVyIiIiIyGbWGVzNzc3WOiIiIiOj2MyZ/1hpezTUW6hwRERER0e1nTP6sNbxaWFqhSZMm6hIRERER0e0jc6fMn/WpNbzKDVha26hLRERERES3j8ydxnSc1nnBlsbCElY2tuyBJSIiIqLbQuZMmTdl7jRGneFVkhuysXeEhZU1L+IiIiIioltC5kqZL2XONDa4Sk2CO0RcVeeJiIiIiBq0enteiYiIiIgaCoZXIiIiIjIZDK9EREREZDIYXomIiIjIZDC8EhEREZHJYHglIiIiIpPB8EpEREREJoPhlYiIiIhMBsMrEREREZkMhlciIiIiMhlG/Tzs1atXUVZagivaMpRfuaKWEhERERHdGDNzc5hrLGBhaYUmTZqopfWrt+dVW1aKovxclJUUM7gSERER0S0hc6XMlzJnyrxprDrDq9xQSVGh0vNKRERERHSryZwp86axAbbW8Co3VFpcpC4REREREd0+Mnca02Faa3iVY1zZ40pEREREd4LMnTJ/1qfW8CovziIiIiIiulOMyZ+1hldenEVEREREd5Ix+bPOC7aIiIiIiBoShlciIiIiMhkMr0RERERkMhheiYiIiMhkMLwSERERkclgeCUiIiIik8HwSkREREQmg+GViIiIiEwGwysRERERmQyGVyIiIiIyGQyvRERERGQyGF6JiIiIyGQwvBIRERGRyWB4JSIiIiKTwfBKRERERCajSXCHiKvqvIGC3Bx1jm6bzhMxtc0pLFx7QC0QfIZiQngmVogyl4Ev469tHUWhFn9kpyI5fhv2H8lUVpN1g7EJK7YnK8tE1BiFY/CrAUh+azlOKvMD0FoWF2cjLe0UorfuQGaxsuI1vIfOxGDraCxZV3X+qTrnFOHyxUxknI7G3gPJ4gykExg1B5EtxYw2FxmXfsO5uB04cFJ3TlLOXaM64D4xeyU/GynnDmD/14eQIx5ctd0KKdiltFmwbovwUQMQ2sIR5mK7Zw5vwJb9KcpamoBBeKxvR3jYa8Q2UxDzv1U4klrRGiK6V9k5OqlzNWPP691kaQNrGxt1QWVmAyu1zNzSFlfObsOnKz/Bl9+cgn3P5/FYmKayzspSmSWiRssGdtY20J0V5Hw2Dq1chk//ux4xuQEY8/RQuCh11WjC0TFAhEWfzuislymrzjmrsOVQMjQdxuOFCX1hp9ZrxLnp8jGx/TWfYe+xy/AcOBVPDQnQVcpzlzYZX4nnX/3FViTaDsCTo8OVqqrtiscq0yYkKTUaBI6Kgn/2Jnzw1iwsXL0f2tCJGNlZnANFGwcPDUbW9rex8K03sPqgFp3H/g2BtsoDiagRY3ht4MpKLyMnIw05Zw/gq/hsuLb0VmuIiKorQ748X4gpbecOnLT0gIdaY6BjMDzTtmLTaWe062m4RuU551Q0vlr2GU4690Pf9mqlUFag237mj9uw/pPdyA8chHA3tVI8v/LYjGQkbYxBhqs3XCtqKrarTNlqb6433JoWITVJ7d397RC+WvIG1h8qAlp6wLU0BYlnxbyozTmyCkvnf4KThXJFImrMGF5NhjM6+ruiIFf9io6IqC4aZ9ibaXHtqAEHdO7giuS4A0iJSQAC+okIWQvtKRw6mQsPH1+1oJrsPThyoSkeaKMu67ELD4Zbfjb+UJetm3VAx94DdFPXAFgrpcn4UaTRdkOmIrJ/ODycbMRzqsMCxAf2H4uDMezpMQgPaws7+YCKOiJq1BheGzinwL9h6qtz8PI/X0HIpU3YuCdPrSEiqs4VoeMnYeT4qZj8ygBYHdmqfj2vx30A2tmfRrwccJq+Az/mBqBjmK6qJsXaMnWuZiWlevX2wRgjzldTZ76Lp4MzsWX9jhrCs6Gsne9g4ZpoZNkGo/+kNzD12aHwUMZBpOHAv9/A6ths2AcOwMTpczDhEXWIAhE1agyvd1OxFtrqR8DWQu2R0Mk5+Yky3mvL2TKYF6eiQC0nIrpWNhJ3bsWuneux+t1ZWLcnTS2v4h0RDBfLAF3IfPUVhDsDDwTqxqZeywF+DzSt4xsfX/i1BP7IVhfzE/CZHLv6TbL416WoqlwovnQUR/bt0E0/nDIItdp0UbdpGVaIc91Xf3TAn/9UMZShCDk/7sCuVe9gyfxtyGo3FD0qhygQUWPF8Ho3JaUg060DwpvrLreQQwPadfFFftopdbmCFkmbo5Hfdija6V+wS0RkoGrMa0FNXZ7yQq022dj7bxEwZciU09y1SGpmeOGWjg1c+/8NfRwTsCe6hm98NK7wGxWFwJxoRCu3DdATtxZ7CzvgT90d1IJa2IZj8IuT0E4EaJ0yaMt1c5qwiXhqfNXFYpW3PCCiRs/ctYXXG+q8gbKS+r7soZtWkozk4gBEDh+ObiEd0K5fP7Qp+AEbvoxHoTiB2wf0xENIQNypbLHur7h4Xz/8pUM5fvjxglLXLbAzwsJ7omv33mIKhWXaAZzjHc6IGpFWaNurGS5FH0amwXzNrHsPR78mh7Dx0AW1RPoNZZ5/RrhnEpLMOlaeV7r36gNf8yR8te5znFO/8nHrGIlODz2MsIhIdO8Rima532HD2j34QwZO52CEBQCnDv6EApQiM8MJXR/thvzYeBT71XK+unQBqQjBoJEj0T4oGB0jH0Vgk3hs2XAYf6SmoDhoOMYMCodv0MPo0y8Q5sc34H/HsnSNIaJ7lqWV/nfQ1+J9XhsEG9i5OQP5mSjIZ/cCETU+GicPWBXX1GMsz482KKm8QwER3et4n1eTUIQC+TUfgysRNVLanFqGOijnRwZXIqrC8EpEREREJqPBhFeL4a5oOdxCXSIiIiIiutbdH/MafB9aPf8g2rawgLlYLLh4Hof+nYqcBF31jXr9f4cxxEdd0FOadxm/xm3A0qkrEaOWEREREVHDUN+Y17sXXl2s4TYzAJ3b2Cih1VA5ck4n49DcLBTc4IWlFeE170IKskrUQoem8HHV3bql9OxWTPvLHAZYIiIiogakAV6wZQa7ya3Re0UHdKsxuEpmcGrzICJXtEfbyXXfLqFueUhcPwKPDVOnyD4Y9OounBVh1tKnPyY+pa5GRERERCbhzobX0KZou64TIh9xhVPNqdWQuQ3aPNIBg9e1RrNQtewmpe14DfuSSsWcJZq2uUUbJSIiIqI74s6G1xAXtHG8/qc0d3SFR4i6cNPc0dTBUpkrLYxX/hIRERGRaWgwdxu4M/ww5PW30UdeyFWSgh936EqJiIiIyDTc4+HVAWHTDuPo8YppDV4f6geHK5cRt/QlzI5VVyMiIiIik3Dv97yWlKK0UG+6IsrMm6Ld6OkY21K3ChERERGZhns8vOYh7t8R6NJNbxo7H/sulMLSNRwTXx+jrkc1MeveBc6RbupSBTfYRXWBjae6SERERHQHNbIxr8LPX2DaxgQRawGHNuEYoSu9Ozr1R+BHo1Dn3cx83KBpoVEXVC1coPG5mVuIGcMeTQf1hWcrdbFCZASCe/rCIhWwmvQMus5sXHds0H/Npvn6veH6zjNw7STnQ+H9UcX8TTLmvXxTZFtv5/ZN2D/WIPZgTLVpDWao1YqHnsBHu2KwbclwtaB2Ya+vwf6Dm/He42pBTVpGYu7GvYhdN10t0FNje+Sk2+aIJZtrqJNTtTYTEdWi8YVXfeYigKizd4WFNays6w6hTk9ORPBIw25Oq5FR6PPkbQ5Nnl3g4pqDzO8z1AIdu/besDifiFy5YGUNx3raf8/Rf80m+votbK1hofwSs+79p5u/SUa8l2/O7d6+6Rrg6gLLywfwr/97U2/6EJuV2lCM/dcKbFs5CWGulnC01d1ppVY9ZmHGn/3gYOsAq1puZzjk+UX4ct2bGODrAEubGs6gmz+s1pY38UFsFizN83A2Bjiwdsk19ZuTAcvCLCSqmyAiqkvjC6+yx2BIMJTf2Uo/i31KYQMge1MftFcXboYGZg/W0FurUOuM6LU16+cLr6xkXD6hFiiC0NRHg9Qfa7jFmOwhNqo32BpmQW4wc1YXpVpfuxHtvWX7rRpnJ2iCXGBmqy7fErrXXvOxqYetfd3tUdpbW79kDfu8uvq2r8/ofWP8+61G19OmRsxFBlJtHnZs36U3HVCDoA/a+Tsg/av52HFWKahDOF5/qT88kn5CmlpSE/9gH+TFrcSaOPn9VQ1+PlCtLe7o08Udad99iEUXgLS4bw3rsyIQHgwkbJqvBm4iorrd2Z+HtTOD3TgfdI408kcKpCtFOL0rET+vLsKVArXMCBU/D6tcsCUv0lJZVvY85CFuQR88vVZdvBvCh6DDU27IOWMPH28NrphrYFGcirh3VomyCPit7glvdVXp0rE9+M23LwJ1v3Crcz4au16LgdObs9Cq4DiyPYPgLXvSrDUoyYzH8Td2oqhQLIeLx/21C9zMi1FoZg3bwmTELfocuWdC4L18IOwOL8fJjyt6We3R7J2X0OLsciQs0+t5jRyGrsOtcXLiWqXn1eqll9CzWQoSbIPwkIMWVyw0MM9OROz7G1FwRveQCnLdYLsU5Hj5w1W8TjuLYvy6axVSXUahc4gIn6LMPPs4Ds7crmtv61B4T+mPNrZa5IsQVNVeUSf32+PW+C3LE35e1fZbuyg83K8YcZM2okh5ZskNLRZNhFPC+zi1sup9rWu/2G6ZL4J9cnB8nHi8rSeavToKwV7WKCnWwsZai/TD23HyA10UUB7TNF7Z5/rz+mrcbvf+CIwKVfZ/idj/V7LUY9NftLd7Dg5O2Q6t+ngRD+C1bAg0uxfg1032sJsehTARTLWiPVaiPRmxm3FyWbJYT75H/FFwxBp+Yh+WiP1khxwkrPwQF7/Xbc3skWEIGib2udh6kajPPxWLnAeCoP3vYqQekI8PRcmxHLQIdgPKNXAUxyUl+nMkrUxVHm+gpn0j3pOnFh9HufJedsKv8rWKVas/r5U4fkc+2IicU6Jd1dZVjB6PyG45iH5us/I6rJ6IQkh3T9iXi/eVmVa8HrH/e7ogU/8xpHh942H0+X0JesxOQu9Wedi3P0mtMSTPiX2yxHp/+0wtMRQxZzPe65GORaPTMWRbL2TVc34c+8leTHH5Fh3+MkctqVnEfLHd8MtYMXICPhDh1ZA7nv3PBkxwOYAXHnmFP9dNRIqG9fOwBeUoWHoG+yYcxcHTIoyqxTUrR87pX7BrwjH8tPT6gqsBK0slsFZMuFKKvLMHsObVsXc3uFZygVPBdux9ch6iJ32II1luCB4jhwTEIGncHBw6L0PrWuwS80cXxyL1uTmIPpavC62iTD84NQvwhXbTYkQ/LbY1ZSMuWIei4zTd8ALHPqFwPCueZ+IC/PDk+zhyDtA0kz1iKWL7J3DxSJaynsKYIQMVPP3hGPe+2K5s/yoklPii4/iIGt9Yzg96o2jtAsSIdfd+nw/v3hMR3Ow4vpOvXYS3M9YhaDNOd4GYVdcgWCVvxG5RJ9t77A9vBI/S+6UKB180z6thv22KF6/IFy2G6vVu9o6Al0MK0tbXEHtE2HdN3YnvpshQJMLbNBGa7ksWYXIOYsR+3D0vFtr2wxAw7jp7dw22aw27jp4o+P5DZf/HPPc5LtiGolWUeK2yvdb+cO+tPk4aKoI7knFxkxaaSVHo0jIDcbN17dkr29NxCLwq13eDt9iH+5+bh5gnF+C7UxoED+krXokgnsN7qD80J3X7MUbsx9PmQWij/+FHfFBp00oEbPH4HybOwe71KbDrOQye4Wp1pVr2TUBfeA2u1rPavj+CRvqiZN+H6vMuwMGzbgh7YQhs1FXq1L4v/HqKD3Xi8cr7SuyvbL8geKnVVI25+N8heBKObl6M/3tnDY4e2YFVU645gHXr8SZeGeCAuOVzsOaagHkTWr6IyQ+74+zuZTUEV2HwdAwJLkHcOgZXIjLe3Rk2kFWMjCnHsGX+LzidW64WVrmSm4mD8w9j35QsFOhlqusx+y+d0CGkhqljBHr8ZQoW7UhX17zbMpCyTB3pVZiF7JMZsGnueUNjccvPxyN1X7FuITsRqV8l4oqXCJdisfByPuwfCIFzT/k1bA5y5otAECvXzUHBB5uRfaSq3++6hgxkxuP0OjUUFqbi0rZE5IvndKrpq95U0T6lR1AL7c5kpFoUI+2bGPExRcg+jkvniuHUTDe+t2TtKiQtTtF9zR5kjdyzWbBr4a23X6rtt1NZ6n5LRPqJfLTuVBGgReiK8AWS4pEre3SrS43BqeWJKM+WC6FwbV2MU+s3o0hZFk7F4PSBLHgFR+gCobEMtluMgsXLkbKpWLwW8Xpa5SP3XD48W4p2Ke0thndExRhmezh38kbuiRgUiQjbLMBJ1MeixEbuBzGZi1CbDL3185Ei9qFWeW3FKIpNQbaLm9iKMCgIra8kIulddT/JY732BAz7VIuR9JV4veq+Kf96M349b48WXWTb9Ml9o9Wtq7dvkp5egJQt6ntOZdXdH67nRd3aiv95Rbve3YMkM/GhYrBaVAf5+BbyfVXxePm++jZZvFK6VijOJv+EhN1LMFqc27p0HoKZO/LgP2465nZRV6lXOBa8EgnHo59i9upbe14cMq0//EvjsfmfNf2aoTumjA5D07PfYnmD6EggIlNxd8e87s/CT6MP4+u155Eu/v27UvwHjq+Nw5bRZ5Cx/9pQe2/SorymUHUDLl+u9lVvvhYlFhrlIGs/WIuDIox6RT2DfstmIHh6SC0H3x5NA1xEQDqu9zW2EOkPD/NUZG1RlyuUFOvCZwUR9ArENmzbq8v69FdMVR+nVya/Frex0PXimY2OQudPp6Hb81EIk1OX6rfsqrbfyqtaq90iAlqLILjKNnhGwKN1Ps7vqQhw1ei3qb2L8rV7/gF1WVUuXqO8OMvYkS4Kg52igc0Lz6Hn+8/pXouYAgOqenJley95iw8WMre37wmvFhk4v0X2ervARqzm2nFU5eOUx/oAZfpfW+g/l5ivqLJysYfZbxnieOhJTUaewVBFsR8NUqEWReKDjrNTtf2t7Jss5O5Sl+tg42x/7XtRRM/yMg0s7NTFOsjHX0pPNtyFuzJQkZlJXzzWTJ+A8bO+UMe4pmPHrC34Mc8d/gOUgnoNWDgLvV0v42yWPybPeRNz5/iID7xWcOki56djrNEhuJouszA2oikSt8/BGrXIQNQsDPHLQ8yqOYhTi4iIjHF3w6uiHMWfpyJ2XCy2jDuJXz8vU8vpejVtWu3mq/YaWJWJcKIsyB7WVTg+cQ52vbsHuQ8MhF9NX4Vfz5ABSYQ6gzdRuAw5+Sg8pi7fEG+4d/NE9o4FiHl6AX6Q074axmDWJjUGaWfs4dXXH5rBQfC8eAKZxrTnmAzeLnDU/wpfMBOvUYb0uoe51MG2C7w6Akkfqq9FTEcT9BKjbG+KC7wGu8FGtNnxzHFkKy83C0VitYvfL658nDJNEctza+rJMlSSJQJjczdxPPR4+sLBYNiA+HBj8DYQQbupPbJzDI9/5b6JVJcrOF97MVZRdj6aunlXO7mIIG2hRVktw3+UfaySj2/m7mv4+Eg31HW9Gd2EnHScPZsHhzZ+8PeXkzscYAmXB+S8P3xc1PWu04Sn+8Pn9wPY8HZNvbmhmDsyFFZJO/F29Q/ERET1aADhVVUgItaNjmu9x1lZy4HLGhGCdMuKitBoW/VltplXKDx7qyHA2R+ef/aHuRI4PdFs7ktoM079Vyg5Rfma2MJWphZ72E0aAueOuu0oQwayU2oeMnDiuLqsxzUE3kPVgdXO3nAd7A978Zw5sldULDsOvJFfM1DbUhFobF3gHFi957UuWuRuO4ESv/4IDrLHmcPq0ASpzjbFI/OMBn5DhsCmIikFRKCNCOTnE2IMe6Krq/e1amBeMeZBHBtXX/3EKNobkwyroFEI8ANSYiqCaQouncqBV88oOAeox1ke13kz0OGF6l/r10DsgzPm/vD7u79a4AS7KBHm1SUda/j9qT+slPeWBpqBw9DKKx8XY+UFYWK5XyhsWss6dd/82XDf+L3zEloNNwywJd8nIrNFF7SJqkg91rD5e1/4lSfjogwqx1KRU+YG14r3o3hN7u2rEpJ8/EXX0KrHywvFevnqhkKQofbTse77vVj3+qPQHWV3DJgzGO0c0pG4QymoWctIPPvKE4gQsztmT8Bjw0boTQeQhjwkrpfzEzB7O+D/+HRMGeGue2yNxPNOno4JPdTFHm9jSPva7yDgMXkS+rRMR8zSJXXe2YCIqCYNJ7xSjXJiElEeMBA9l09D5xeClLKS/cdx3rkLei2fgZ5v9FSjHkTQSYZm6Evo+ZEoXzQMLYvjcWSBDEKpuLQ3GZbdnkEfsZ2I959BkMVxnF4te9d80axjEFp0lEFBN2QgMzneMKhVDBnYeW18u5QQi6Luz4ntyueMEttNxpFVurBoFTUEXYf3vYEbyycj/WAGnPs9h4iPZHvHo0VJ1vV9bXwsGuez7NFMvfCpQt1tEiFywVocyfZGt0WzxHPPQL8ZXaA5thGnVtc94rLO7RbG4vwRLfwmTkNXeWwW9IfZb9UGc++Lwfli0d68RKTr3b9Nu2wtDibZI3iGeJx6XFtkR+Pkchku61EYj1/XnYA2cBj6fToDEZ8+hzZXTuC0wbCBVBw/4oYO789AV3EM+wz3REH0RqQqQydC4RPVHwF/lve8qG3fbMavXxiOecWxnTixPhGa7s+ozzsN3XwyEPfeZt0dIES7UvaJ49tbVy/3h+ZcSlWv/rE9+Hl3KpxEvfK+en8UnJNO4LxaTXqOzcfSTUlw6D8L647EIPbIZsztZ4kfV8/HzFh1nZo8MQETHo/C2Lp+iKDScEx5ejjGjnhSXa7Jk5j41HD89XH5IwjumDI5HB7pB7B8aU29ro/ilaFtRbLdhUX71SIioutwZ2+VRTdG3u+ylQbaE/rHRN670x74NUsZ+6ncKuvyWhxdnAqzB11glpcF7cXqYVPed1PUleVAe7Za4JA8+yJgrj9yFr+Pi3pfs9vNmIaOltH4bnYdX1XL+7yi2nZlu121NT+XMZTXbY/y9Az1wqfrYQ/neS/B68JyHP9A7ytwY9sk72XqrkG5un/rZcx2r3eb+m5qX8j3iojVdT1W2b71tW3zEe+XzGplRr+Oet5vtT1nhfrqyYB/j0j4WF5Gwu54I3oz/RDRzwFnjVoX8AjrBZ+CbxHzs1pQA/8eveDw67eIu5V3KyCiRqm+W2UxvN4jqsJrilpyA5RQgmohWQ0gNYbhBsjWBVa++SjxHILOQzU49cLamu8yQERERA1Sw7rPK90+xcUoKVHnb1R2TrXgKmlR/kuGaQRXwaxfXwS/NA39hrkh8+vtDK5ERET3GPa8EhEREVGDwZ5XIiIiIrpnMLwSERERkclgeCUiIiIik8HwSkREREQmg+GViIiIiEwGwysRERERmQyGVyIiIiIyGQyvRERERGQyGF6JiIiIyGQwvBIRERGRyWB4JSIiIiKTwfBKRERERCaD4ZWIiIiITAbDKxERERGZDIZXIiIiIjIZDK9EREREZDIYXomIiIjIZDC8EhEREZHJYHglIiIiIpPB8EpEREREJqPW8Gpmbq7OERERERHdfsbkz1rDq7nGQp0jIiIiIrr9jMmftYZXC0srNGnSRF0iIiIiIrp9ZO6U+bM+tYZXuQFLaxt1iYiIiIjo9pG505iO0zov2NJYWMLKxpY9sERERER0W8icKfOmzJ3GqDO8SnJDNvaOsLCy5kVcRERERHRLyFwp86XMmcYGV6lJcIeIq+o8EREREVGDVm/PKxERERFRQ8HwSkREREQmg+GViIiIiEwGwysRERERmQyGVyIiIiIyGQyvRERERGQyGF6JiIiIyGQwvBIRERGRyWB4JSIiIiKTwfBKRERERCbDqJ+HvXr1KspKS3BFW4byK1fUUiIiIiKiG2Nmbg5zjQUsLK3QpEkTtbR+9fa8astKUZSfi7KSYgZXIiIiIrolZK6U+VLmTJk3jVVneJUbKikqVHpeiYiIiIhuNZkzZd40NsDWGl7lhkqLi9QlIiIiIqLbR+ZOYzpMaw2vcowre1yJiIiI6E6QuVPmz/rUGl7lxVlERERERHeKMfmz1vDKi7OIiIiI6E4yJn/WecEWEREREVFDwvBKRERERCaD4ZWIiIiITAbDKxERERGZDIZXIiIiIjIZDK9EREREZDIYXomIiIjIZDC8EhEREZHJYHglIiIiIpPB8EpEREREJoPhlYiIiIhMBsMrEREREZkMhlciIiIiMhkMr0RERERkMhheiYiIiMhkNAnuEHFVnTdQkJujztFt5zMUEx4BtnywCVlqERCOwc+64oAsk/WjOuA+UXolPxsp5w5g/9eHkKMVBTU+logaFf3zQF3ni+oc+2Lks8FIXb0QB9LVMiEwag4iW4oZbS4yLv2Gc3E7cOBkpq5Sb/v5OWnIzDyF2K+jkVmsq658LIpw+WIaTuxfjyNni6rVqXKP4j/KuUsDp64jMbhLAJpai+1mJWDvlxtwJluso3FF4KNjEO7nDHuxzYyTe7Bl6yEU6LZARPcgO0cnda5m7HltCMxsYGVrA3N1UccGdhVlsl6bjK9WLsPqL7Yi0XYAnhwdrqxV82OJqFHRPw/Udb6oxqVnZ3iYuSI0oq1aoqOxscHlY8vw6ZrPsPfYZXgOnIqnhgToKvW2v+F/MUjRdMKYKc+jnbOuuvKxK1dhy6HLCBo1FT3cq9ep0/rdug/d7kMx4mFHxH/2Bha+NRdbLnhi8LgRcBFVLo9MRF/7o9gwfxYWLlqPcx6DMOZRX/koImqkGF5NRhlyMtLElIykjTHIcPWGq1pDRGTImPOFBwJbA0c2RiOnTQQCNWqxqqxAPj4NmT9uw/pPdiM/cBDC3dTKyu3/hB83LMT6003R55HOal3VY3NObcOe0xbwEM9TobJOTll5usIHXOGScxonf5Pdw0XI3PkeFv57gxJsXZs549K5GF3PcXEyDnzyBj7emiwfRUSNFMOrCbILD4Zbfjb+UJeJiGrV3Bn2pUUoURcrBfZDSPFRHErajfg0b4T2dFArapC9B0cuNMUDbdRlA1qkxSQgv4XvtQFZE4AgHw3+kF//q+xbDkDH3urUzkNXGHcUJ5174qmooWjXzhvWGpFU1WEOJxNOwa3bKxg8sCdae4o2amsa/0BEjQnDq6mwD8aYV+dg6sx38XRwJras3wF1iBkRkSHrNugzfhJGPv0yXnyiDc7t2w3Dqxg0CAwLwKUTu8V5RIuTcafgJMJsXaPMSkrL1LkaFJYZhGPvh8W56tW38fLMMXA6vBxfnVQraqM9gC3z38ZXSYBnt/F44dU3MLizOg4hbjkW/nsTEuGNiJGz8PL0iQhUq4iocWJ4bQgKipROBoNv7RxtYKHOKvIT8Nlbs7Dwm2Rx1IoMejKIiAwUp+DIzq3YtWU1Pnp7Lnb9pH49X8GxH0IfANwi3hAhUwTNR31h5RSAdurY1Gv5wq8laj3vWLfzRlO9b4NSvhPnqrfewyGRmLWFqWqpTv6FHTiyT51+TFNLBW0e0uI24atlb+CdjxLg8qeR8FOrkH8KSdtXYfW7M/HxSWf8eWDNY3iJqHFgeG0IMk4jzSwAoe1t1AINPPp2RNPMFKjX91aJW4u9hR3wp+51fMVHRI1cxZjUTBTX8C27S88OcDq1VgRMGTJ103sHihBS7cIthcYVfqOiEJgTjegaelA1PoMwMqIpTu6Tvbj60rB/+ym49hxZ7/h8l0dexoSKC8IkbUUvrzfCn30ZffwqPtprUVauzhJRo2Xu2sLrDXXeQFkJv5S+c37D6SwnRAyKQq+wDniox0B0tkvG/zZuw+/yDjPOwQgT5/VTB39CAUqRmeGEro92Q35sPC47ibqwYHTo2hNdu/dWpoeczuPYL+yaJWo09M8RBueLmrRFryF+OL99I87pdchqxTnIf0AwtD/Ew6x9JDo99DDCIiLRvUcomuV+hw1r9+APGRzl9ivOOT0iEd7GDCd3L8feE7pnc+sYieZZ3+Cn82Lh91PI9R2OSI8kHDmdp9Tptqs7V3Xt3gq5MUdx7mw2HHuNwcjeofDt0A+REe64sPtTHEi7iAu5rug99K94uH0wgnoMQQ/XNHy1fgsu6e6+RUT3IEsra3WuZrzPa4OigbWLK6y12cjJ4ZmZiBoZjQPsnMS/PxV3IdBn7wo7XEZBPi/YIrrX8T6vJkWL4qw0Blciapy0eTUHVyk/k8GViBQMr0RERERkMhpMeLUY7oqWww2uryciIiIiMnD3x7wG34dWzz+Iti0slJ82LLh4Hof+nYqcBF31LfNQOAa0sldmSzJ/wr44vR/yJiIiIqIGob4xr3cvvLpYw21mADq3qel3+cuRczoZh+ZmoUD54esb5//4m3h9fC/4u1qqJarCy0jc9ylmz/oCiWoREREREd1dDTC8msFusg86R7rC6drUauhKEU7vOoWflt7IbbvcMWL+Ukzt5w4ltpbkIe3CZZSKWUsXd3g46cJsaeYBfDBxCtZcUBaJiIiI6C5qWOE1tCnaTm2DNo7XN9T2Sm4mDi48g0vxaoERwl7fgH8P9RbBtRRp+5Zg+lTDHlbZIzt3ciR8HESAPbsV0/4yBzFqHRERERHdHQ3rVlkhLtcdXCVzR1d4hKgLRnkCz/aXwRVI2/4KBlULrlLif1/DY7O24mwJYHm/HyJ6qxVERERE1GDdm7fKmtYbwbbib148Nsw6oCuryf45mPncZAzqORbz9qllRERERNRg3ZPhdayfu/I3L/EA1ihztUuMi0eaOk9EREREDds9GV59XByUv1npnyl/iYiIiOjecG8OG6Bby9MXTlFB0KiLFTSRPeHUXXfvXCIiIqI74Z4Mr2fV38Z2cR+j/G34QuH90TNw7aQu1sTHDZoW1eKjrT00QXVfkXcrmPXri87tPdWlCkFwH9oFzs756nJjYni8nGZOQ+Akb92CqRg+Cl1nhurmO/VH4EejcCveSbd9X+i3mwyMWLIZsQdjDKevF2GEWi9vHzhgzgbsP7gGM9SS2oXi9fV7qz3ekLxjy5fRMTh6/DCOHtmLbZ+8iAi17hotIzF3o9jeuulqgSTa848V2P29eHyt23DHCNnmQ+o6h/biy/dfxICWajURNUr3ZHhdk6T79SyHwN6YoMzVLuLxMQ3gRGgNK2trWNTx67hOT05E8MhqAbJ9XwRPH3JLQkft7NE0wAUXk49Dq5YoIv3hYZ6KrC3qcqNS7XiJeSsrdd5UWFjDUbS7Yl6+nlvidu8L/XaTAQ83d5Qkf4F//d+bVdOiz6Bcsjp4Et7buAZzB3rDwdZKd+/rOkT862U84ucASwcr1Hw4n8CUp3vB8ugKvDB6LF5YGg8Ej8E/lzyq1lcZ8vwifLnuTQzwFduz0dvalLfxzxHeSNs+B6NDhuDp93TbmPthVadDxFtLMaOfJX5cOwdPj56MaR8fRImdA/J4X26iRu3eHDawYB8SCsVf27YYMj9cV1aTHm/ilWkvYu7mHXgvSi2725ydbl1vquyt9anlH/oWLsY9j2cXuLjmIPP7DLVAx669NyzOJyJXXdbRwOzBOp5Tn9Jr7AIzeVeICrW1V9kn1dY1YA2zIDeYOauLt5Js04O3eGiEsfu+JnUdU0luu7b21lVXwej33/Ue65s4Psa0m+AgE2lJFnZs31U17VYvSA1sC5+8eKxYGw/d91J16DELU/q7IzGhrp/QXomne0Zg0NSViPk5CTErXsGGhDw09QpW66v4B/sgL24l1sQZPvPYh9xheeEgZr69FYlIR9zqVzD7u3Q4+Iervb1PYGIPFySsnowX/r0VcT/HY9+K1zD6Cd6Tm6ixu7M/UmBnBrtxRv66VgXlV7YS8fPqIlwpUMuMUP+PFLyN+S/1gocVUJq8Fc8Pm4M4te7Oi4Df6lDgTDGaecvgoIEdcpCw8kNc/L6LqOsJ/S9iLx1bi5MYgp7t9f9BT8WhcatQ9NJL6NksBcctfBEgwoLWzBpWhcmIW/Q5cs/I9bzh+s4wBLtokF8G2FsU4/T2VUjZlAO7mTPQzTke3/59T2Uvq9kTz6BfUAr2/n2nXs9rELw+GgjN1/Pwq9rzavbIMAQN84erWKtItN+qMAXHVn6O7CMG/bVwenMWWuSegFWAP0SkUV/n5yjqMx4hnhqYW2hQeDYah96IQbmot5k0ESFdXGBerIWVtRYZsZtxclly5bZcc47DJjAE9uXi7WUBZB75HMffS4Hj69MQULQZh+brHfX2AxHykifSZn+IS8q+0JHbaVUQi9+cQuBnn4yY5zajpGNf+E3sAm8rrQjoGtiXZeHE+lW4uE/+2pvueBV8vBipB9THX16Lo4tTdBtUXbvdaFjNHI+wB61RKDZTte/zlfa2urwKxz/Q+5DQexg6j7bGqRfWIjdA1x4v0Z580R5b/WMaPgQdHrfGb1me8PPS4Iq5BhbFqYh7ZxVyZL2tJ5q9OgrBXtYokfsRWUhIADq4JWLXayIGyMc/5YLfjljDL8QehWL7juK4nNq4Fue/vvY8UNexNtwXTrCbHoUwGYbF85pba5D7yx4cWxQLrfhwee1+84bn+1GwOzgHSevEYn3tJj3D8VH0dLjs74TH1oejt91Z7IurIXxGLcX+aS7YGzICs9UiQ+GYu20RIjKWYHT6YGzrnYVF3SfXe9cWPPQEPlo6Cf6nl6DH32q+UHbsJ3sxxeVbdPjLHGU57K3N+CgiHYtGi+0rPanuePY/GzDBYScGiXXSxom2Pm2FDd0m4IOHwjGgFXB2+wH+nDdRI9CwfqSgoBwFS89g34SjOHhahFG1uGblyDn9C3ZNOIafll5fcJXiZr+EhbvTRXS1hEfv6Vh3aC+2bdyAL8W0LToG615Rg+uFb7Fwyt0MrhXs0cziBGKfm4eYJxfgu1MaBA/tL6JBDJLGzcGh87rQukvMy3/sSxYvxq6PT+CSElrniHIRVNQtwdMfTgmrED1xgQhMH+LY797oPFluSxgsgtd9qTgonueHp+dh755UwMFJeSMUHTuBU8cS9UKqkUMG2vdH0EhflOz7ELuf1LX/4FkXBI/uW+NXjl5+TkiZq1sv5hdrBI+bCI+czaK9oj3zYpHjEwHvwWJF1yA0fSAHSfPEurKty5Nh1aWvLK7kLdp3fr6onyj2wepEmHXsL+pF4IwRAdcvFI56vbU2ff3heCbeILhWaBYQBLMfPse3L4vgahuKVpO6wC55I3aJ1/ODmL79vhitx0XBufrQ33oYbLdTCFxtU3Bwirrv9+XD65H+IsDr2msVFAEb9XHyA4xjhC+QFC/Cs2xPKMwOr1L27w/K/nVD2N96Vv0P7OCL5nnbsVfUR0/6EEey3BA8Rjc2VDNuCEJaZOFYxX78OAUu7d2Uuipu8G52HN+qrzdavF6voUPgVP31Xsex1kyKQje/fCSI542WzztlIy669kXHZ/3VNepmXLtJxxIwBzz6x+Doyrfxfx9uxtGDG7BghO62gcaKmDMdA5zisXz2Z8bdQvAfa5SxtUfXieCavhXzxOOMFbf0M+zLCcaU9TvU8/JmTPA5iw2LRXCVK7RygcPlEvj8T2x/zdv452uLsO7IXnHuruPbNCJqFO7OsIGsYmRMOYYt83/B6dxytbCK8nOw8w9j35QsFGSphdctHRumD8H4t3chMbMUsHKAh683fMTk4SRO9IWXkbh9PsYPegUbGsT4qXykfBOj9EgBxSg6mIJLzi4iPt6AvESkrFV3XGEWsj+KR6qLL5rK0Hc+B7nWnnAf7q9cAFa+biNSVqeIjwri48LX25G6VoTZCkYOGbDq7o8WmfE4XfGcsv3vLkb033eiRC3Rl30qRtcjKNYrOJaCXIssXPxY15uKU7HIytTA3l2ElMzjSJ3xObJz5FfZbtD8noKsPBc46X0zKbeVfUqN1vuO47c8J139vhiczxPHeri6B0UgbeEHpMTU/BvD2QnbcX5LKsrl/h8UhNbFJ3Dy3Yo+Hi20azciKdMNnoOuLzwZbPdwNE7P3Iyi+8RrkV+jHxfH2MIN98t/i2V7i33RYqh6UZ5nBDxa5+P8HtEG2Z6yFKTFaXX7IcgJZfsSkd4iCM0qg3wGUpap7ZXH/FQWbJp7ikDpLQK0E1IPbKzaT0f24Hyy7EHWl4Wkj2Rvt6RFyco9SCn2hGtPw4sEjT/Wuuc9v29t1fNmJyL1K/EBQ36o0JXUwdh2k04ezib+hMNfvIlBnSPQpeNYfHCyKXq/9Ga94/4r9XgbrwxwQNzyOWpPqBE2f4h/rdii6+X164Wxo40Plh5dQ+HX3BKlhbrhBKW/X0aprTuCu+hto2Uowoq+wMwh4jV1HoKZ/02Hx+Oz8J78cEtEjdbdHfO6Pws/jT6Mr9eeR7r4N+lK8R84vjYOW0afQcb+a0PtjZA/Azs6MgIdBk3GtFmvYaacXhyLDt0GYPSsa3829q66NS8Z+D3LMEikFitfwVvcJ+aPbUfCetlDOQQ95s1Az0XDYNdat1p1Zv184ZWVjMsn1AJFEJr6aJD6Y1UItHG2x6X0ZKObf+WKXj9uvghKIiwp4U6RjzLReI2VtQicIswtmoE+cyci7PkoMfVHK90tfCsZbMugfzhDZN8MeIb0VHqczYaHoLUI9em1/JKa/nasXOxhVn0f6rfrOhi0r3UEWi2bhT4z5WuRUyiq+sVke7Pg0ylC+Z9SMzgInhdPIPOY2h4rbwQqj1GnZ4LgVCy2XdmzrL8PhfKK53WBjX0+8n4xvCtEwfnqnwqLUab3uUXEfOT/Lj6ouBh2vRp/rHXPW3BO/5gI8nhbaIw48RjbbtLZinl/m4AXFuxSe0yTsGL2QaTZeqOTUeP5I7HgH73gkSU+ILaZhLlz3sRcH/E/m7kLwuT8P8YgTF3TwM8HsGPFfEz7mwiW+/LgP3AMxqpVdQvF5LG94JiwBI/1HYHHhonpLwMwfkM6Wj3+Il6vvIg2HXHvLcEOJUynY8eCJYhLb4p2A4YrtUTUON3d8KooR/HnqYgdF4st407i18/L1PJb7EI89lVcxLA/SS28R93vYvgVrqe1ONBalP2hW5Q9rEkvyK9xl+Nopie66X/9XMn4uwwUZeejmbuv4TZsZfhU52/UkAgRlU8gRhnisEBMnyO53qtNqpR/cRxnHPzh3tsNriFuSD0ebfhaalGSlY9yFze9r/Ale1iInaotufGeP6tBofDM3IO9E+VrkVMM9POibO9ZlyC4thdtDrLHmcO6nlClPYWJOK48pmJajB+mfIjMw7rH1i4LRfn2cKh2wZOdl4s6V8EaFgY51Rv294uwmGWQaK/jWKvP61vtuwN7DazKRNBWFw2JkF55xw1j2023Sm56Cs7mOcDf3083uYrwatUUPnK+jY/4OFG3mLOXUergAh91uW5+cHESRzndcHhC4roUXEJTePQQC3FpuKwrJiIy0ADCq6pA/HN2neNaGxsra93FXIZBQYQO2XNqq/f1rghs3lHqPzW2LnB+WoQmtQfV6omJ6PBGT2jkNrKzUJhdLAKDDLfizRDZH55RaoJRhwxciq3/LgMl3yfiomso2lQ8p2iTzaRn0G/uQBGiNdD0C4VNLb27dTLTiLbp9dL1DkXzaj2vdSqMx/ljxfAeMgpeDilI+6KiF6+eNm07gTMW/gj4e8XYTLF+1DD4uWYgdZvh/jBU93bN5EWKla9HrDtOXvSkR7T3YpI1vJ7oL6JjMi5uUqO2bI91ULX2RCHi/fFwMthATUQYOJUDz/BhcA5Q3yMd+8LLt3oPsgtaPRmqts0aVk/1RyvrVGRGizaI95DdYH+lru5jrU993u56z+vsD88/+6NcGccL5GfkoJmv2F/KXQjkawqFV2WzjG03KYa+jd0Hd+C9yaHwUAr8MOH1bvAoTMHhtUpBjfwfn44pyrjYXZj9hNoDWjHFpov3ZBI2yPkn5mBHy0g8+8oTuvuwBr+Ij/ZsxkdP+ckloOVwLBjYFpYXkrBDLj80HDOmDFfbUpMkpGUBPj2WYsJDapHY/pS5os0l6UiUbd6+ET+muyPilTfV2xm6Y8C0FxHmnofEmC9kARE1UpW5gBq2nJhElAcMRM/l09D5BXWg44FYXLjohA4zZ4ggMxHNHtQVIzUROcHjlXUj3n8G7e9PwaGlursFlGyJwUXbUPR6fwa6Lp+BPl00SNisu7uATWgIAtr7ixgh3hhyyEC2CBDH5AYrqEMGThxXl1XHduLE+kRouosQ86loy6fT0M0nA3Efy3GQofCJ6o+AP9/Ajes3RSOhLEi8BtHWj2ag51ANcjLVOiNpt5zApfvsdRc+VX6tXk+bRIj8dVk0cnyGIVK8nq5i6tXdGmdWr0W2YUdkNXVvt2izCKcuPdFLHJeuYgoLLEZmtZ7koj2JKBHtzT0RgyK1TNeeWBT4qu0Rx022J2XjZqP2h3b15ziS6oL2M8SxEfuxz1PeyDpWLYTnncDpnC7opbzeaegp3hcpm8T25esdNBDdhvbX/ShDncfakHbZWhw8YQ0/8bw95fMuGoYWmXtw5APdYB3typ3i+Prj4UWzECH3R3AOUvVej1HtJp1NS/DJvjy0m7AU2w7FIPbIGjzrfxk7Fr+GFeoq1xqOKU8Px9gRT6rL9XhiAiY8HoWxj4v5hC+wN7YU/k+vwVHxfEe3TUdvy5+wZsFrysWvI154BiPGDa9jvG08Zs9chpjCYDy7Tv74gNzGmxjrI9r87itYpKxzANPe/gK/ukRi7rbD4jVtxtzH3ZG24R3MriOQE9G9787eKotujrxfZisNtCeqHRt578/iLGgvamElb5XVNF53KyFZjhxoz9bwVbe8d2ZT7bXbUtij2TsvwePccsNbN0UOQ9fh1jgpb92kP76ykrz3pwvMyqo9p48oy8wyHJN5PeTrsMiHttr4R6N49kTA3CDkLH4fF/WDuLFtut7nrne7tewjY93MvpDH3KG47sfK+7y6i+Bo8L6wFm3WoNzgcdfxOpT3rT3K0zNQnq2W6avrfSoZ025SuSOsX1u4lKYYNTzKI6wXfAq+RczPakGd/BDRzwFnK+4dqxBlA71hmfmT4a25Woaid6s87DNmiJZyGyx7lFTfhh7/HpHwccjnrbKIGon6bpXF8HqPMQivN0ze9F+8caqHDVMKEQGe0IgQafXUc+hoGY3vZtd8lwEiIiJqWBrWfV7p9ispRm7xDfToGShG+YkaeskuZplI75c1HAcPQ8SiaQhzT8XxzxhciYiI7hXseSUiIiKiBoM9r0RERER0z2B4JSIiIiKTwfBKRERERCaD4ZWIiIiITAbDKxERERGZDIZXIiIiIjIZDK9EREREZDIYXomIiIjIZDC8EhEREZHJYHglIiIiIpPB8EpEREREJoPhlYiIiIhMBsMrEREREZkMhlciIiIiMhkMr0RERERkMhheiYiIiMhkMLwSERERkclgeCUiIiIik8HwSkREREQmg+GViIiIiExGreHVzNxcnSMiIiIiuv2MyZ+1hldzjYU6R0RERER0+xmTP2sNrxaWVmjSpIm6RERERER0+8jcKfNnfWoNr3IDltY26hIRERER0e0jc6cxHad1XrClsbCElY0te2CJiIiI6LaQOVPmTZk7jVFneJXkhmzsHWFhZc2LuIiIiIjolpC5UuZLmTONDa5Sk+AOEVfVeSIiIiKiBq3enlciIiIiooaC4ZWIiIiITAbDKxERERGZDIZXIiIiIjIZDK9EREREZDIYXomIiIjIZDC8EhEREZHJYHglIiIiIpPB8EpEREREJoPhlYiIiIhMhlE/D3v16lWUlZbgirYM5VeuqKVERERERDfGzNwc5hoLWFhaoUmTJmpp/ertedWWlaIoPxdlJcUMrkRERER0S8hcKfOlzJkybxqrzvAqN1RSVKj0vBIRERER3WoyZ8q8aWyArTW8yg2VFhepS0REREREt4/MncZ0mNYaXuUYV/a4EhEREdGdIHOnzJ/1qTW8youziIiIiIjuFGPyZ63hlRdnEREREdGdZEz+rPOCLSIiIiKihoThlYiIiIhMBsMrEREREZkMhlciIiIiMhkMr0RERERkMhheiYiIiMhkMLwSERERkclgeCUiIiIik8HwSkREREQmg+GViIiIiEwGwysRERERmQyGVyIiIiIyGQyvRERERGQyGF6JiIiIyGQwvBIRERGRyWgS3CHiqjpvoCA3R52j2y0wag58T8/ClkNqgeAy8GWEX3pHKZP1kS1laREuX0zDif3rceRskVgOx+BXA5D81nKclNVE1Dj5DMWER4AtH2xClpwf1QH3ieIr+dlIOXcA+78+hBytblUDjn0x8tlgpK5eiAPpaplQec7R5iLj0m84F7cDB05m6ir1tp+fk4bMzFOI/ToamcW66trPV/p1qtyj+I9sMzRw6joSg7sEoKm12G5WAvZ+uQFnssU6GlcEPjoG4X7OsBfbzDi5B1u2HkKBbgtEdA+yc3RS52rGntcGQGNjAztLdUFlbmlbWSbrLx9bhk9XrhJh9jKCRk1FD3dZIx5nbSNO+0TUqJnZwMrWBuYV89pkfLVyGVZ/sRWJtgPw5OhwZbXqXHp2hoeZK0Ij2qolOpXnnDWfYe+xy/AcOBVPDQnQVeptf8P/YpCi6YQxU55HO2ddde3nK/06dVq/WwRXwX0oRjzsiPjP3sDCt+ZiywVPDB43Ai6iyuWRiehrfxQb5s/CwkXrcc5jEMY86isfRUSNFMOriSgrSENOhphObcOe0xbwaK1WEBFdo0x3vshIRtLGGGS4esNVranigUBxHjmyMRo5bSIQWO1TcMU5J/PHbVj/yW7kBw5CuJtaWbn9n/DjhoVYf7op+jzSWa2r+3xVWSenrDxd4QOucMk5jZO/ye7hImTufA8L/71BCbauzZxx6VyMrue4OBkHPnkDH29Nlo8iokaK4dXUaAIQ5KPBH/LrNCKi+jR3hn1pEUrUxUqB/RBSfBSHknYjPs0boT0d1IoaZO/BkQtN8UAbddmAFmkxCchv4XttQK7hfGXfcgA69landh66wrijOOncE09FDUW7dt6w1oikqg5zOJlwCm7dXsHggT3R2lO0UVvT+Aciakw45rUBaPe3dxGY+Hes+14tEFyHvoE+l95QymT9n5sXobjcAhrLMpyLXo71+1PEWn0x+l8BOPnPf+NH3cOIqDFqPQaThwJfzv8MmXJ+dBvkXMjEFSsHuLlYIHHre9j1k9rLqdAgcPxctDszU5xjRBgMHI8X++Zi9ZJNkGf+ms5J3qPmoFvaLKxL13sutQ6OgzDuaUfsFGVutZ6vdNvtXCCCcIayCFxOwJEf03TzGgd4tBeBOjQYgS5A0jfvYcshNfXaB8CvZ2d08QuAq9lpfLViOU7yAzzdYk6W1hjs6Yderg+guZUdzJo0UWuoQvnVq/itpADfZp7DltQk5JSqg91vMY55NQHFJeIfDzPD7+xsLA2XU76bhYVvvYdD4l8WbWGqWkpEVIPiFBzZuRW7tqzGR2/PrRZcBcd+CH0AcIt4A1NfnYOpj/rCyikA7dSxqdfyhV9L1PqNj3U7bzTNz8Yf6nJd56v8CztwZJ86VQRXSZuHtLhN+GrZG3jnowS4/Gkk/NQq5J9C0vZVWP3uTHx80hl/HljzGF6iG9Xb1Rtrug7GYy394WZtz+BaC7lf5P6R+0nuL7nf7gaG1wbgXHomvIMGwKkirzr3RTefIqSdUZcrpWH/9lNw7TmyhvFrREQVKsakZqK4hm/ZXXp2gNOptSJgypCpm947UISQahduKTSu8BsVhcCcaETXcFsTjc8gjIxoipP7dsOwD8b485XLIy9jQsUFYZK2TJ3xRvizL6OPX8XJUYuycnWW6BaRAexFv06wMDOHpZiofnI/yf0l99vdCLDmri283lDnDZSV3J6uYLqW9tckZPv9BY//uSf8Q8LRL6INcuNXY/tx3dANt46RaJ71DX46LxZ+P4Vc3+GI9EjCkdPN0LZXGDp0fRidu/dGVzl5l+CHhAvK44iokXAORpjIfqcO/oQC/Xm12lBb9Brih/PbN+KcXoesNssJ/gOCof0hHmbtI9HpoYcRFhGJ7j1C0Sz3O2xYuwd/yOAotx8WLM47PdG1RyTC25jh5O7l2HtC92y1n6/ylDrddtXzVfdWyI05inNns+HYawxG9g6Fb4d+iIxwx4Xdn+JA2kVcyHVF76F/xcPtgxHUYwh6uKbhq/VbcEl39y2imyKHCrzTvg8szatdsUhG0ZiZoVNTd+y4eAbFV27deHRLK2t1rmYc89qQWDvDyckCxVk195YQEd3TNA6wcxL//lTchUCfvSvscBkF+Tw50q0zrlU75Stw9rjeuNLyK/jyQiJW/3rrrr7hmFdTUpxd69d8RET3PG1ezcFVys9kcKVbTl6cxeB6c+T+k/vxTmJ4JSIiokZJ3lWAbt6d3o8NJrxaDHdFy+EW6hIRERHR7cW7Ctwad3o/3v3wGnwfWn0ShkfGtUbYuDBEfuIJp2C1joiIiKhB6Qin2ZPQ9OW/wnnmJLg821Etpzvl7l2w5WINt5kB6NxG/T1uA+XIOZ2MQ3OzUKD88PX1e/1/hzHER13QU5p3Gb/GbcWaRcuwgxflExERNVo7e41W5+rnMPU5WDfXzTex0OBqmRYw16CJmVbM68qvxL+P7I26+cam/7fr1Lmb1wAv2DKD3eTW6L2iA7rVGFwlMzi1eRCRK9qj7eS6b5dQr5JSlBaq0xXA0qEp/Hs/gbkbN2PBiFrvyE1ERERUIyW4SleqguvNsJn4JJrNe65qmvMk7n+yG6xd1BWMoGzjtcGwUZfr1hyWof6wbKkumpg7G15Dm6Ltuk6IfMQVTsZc3GdugzaPdMDgda3RLFQtuy55iPt3BLp0U6eOQ/D0ol04Ky9mtXJH778vxus9dGsSERER1SbvuyRos3NxpbYpLQmFN9jr2sTKSkwl0P6UjJKfLkBbYA5N205wfOWvcAhUV6qHsg0bDYwbfdoO9mP6wz5CXTQxdza8hrigjeP1P6W5oys8QtSFm5KOuNWv4bHRSxAnR0VYeWPIS7MQpqskIiIiqpmdIzQtnKFxdYS5q+6vstxM/dvC8SZDlQivn+1E7mdb8PtbnyB7TSK0cIbNyGt7UzWB/rAOVMcw1MkRliH+sPJ1VJeNcSOPubPuwrCBBuDCZ3h60QFclvM+oRjZRSklIiIiqltWEoqzgKu/JqG0CNAeTRIh89a7cnQn8o9mAw7usFK/JTbvPRhN570E54n94ThxNJr/3+hae2Yth45Gs3efhNO4/rjvWd2QAls5DOHxv6L5okDI3xTTdHpJzIvtPa48pPbHNDCNM7xKWz7Dj+lyxh0+f1JKiIiIiBqM0t2/4QqsYCYv0XHpjvsG+MAs6yTyFi7Gbwt3oziv5p5ZdBoMx+7OuJp0GDlzF+PyB4dRZuUDu/HdYR7zPXI/SxbbFQH5uOzpFSE5pp7HKBttOBpveEU8zmaVKnMu7sOVv0REREQNRtYVVNwSyryfDzSaXJQeuICrrv6wdr2C0qRLuCp7ZrurK6lsw9xhVnIJJUezYebtDwunbJT8mosmHj6wvXAWxfElynavliaK+USUXqjnMbrNNhiNOLwSERERNVzmg5rBHFpczQGsnOWvWDnCcnBfOAxTp07NgBJzNBF/9Jk7WgEWzWBdsZ6Y7B+0xdUSDcy6qitVcyOPuVsacXgNhY+LpTKXlf6F8pdqponsCafu9uqSjln3LnCOdFOXiIiI6JZy6QiHzs3RpOQSSneIjJpdIApzUbryfVyaUTH9B9kL3sfvm3QPqXAltwQou4TCyvXEtECsO+NT/PGDulI1N/KYu6XxhtfBY9BOuc1rOs5+o5TcNVaTnkHXmXXcC8zWHpqg6jfstYZZkAvMbntffhDch4qg6pyvLkv2aDqoLzxbqYvX8IbrO8/AtZO6eM8JhfdHVa/PaeY0BE7y1i2YiuGjqt5znfoj8KNRqPuW0Map9718s/TbTXrcMWLOGuz+/jCOHhfTob34cs5weKi1ioeGY+7GvYg9IuqPxGD/xjcxorZ7PLYU667bgf1yXbG92OgNmFv9vtgPPYGPdsVg2xJ12NU/1iD2YEwN02a8p14MYqBlpK4966arBdOxrsbH6z0HwjHlk81V7fp+B9aJ1+mv1laqt/3D8d7XdT2PcE37iFQufsr9V5u08oOlDaDp4Kdc/HTzNDAL9Yd1aCc4jBuJpq90h6VdCUq/2QEZW6/sPgut1hGWwwbCVt4JwMUf9i+NQdNX/wqHav8eF8alo9yqBWxf6gUb+f95y3a47+m/oumcxwyGAJjZ+Iv2Byqvx9jHNASNM7y2HIOPpoSjqZxPOoBFsUrp3WNlDUfrOn6MoX1fBE8fUi1chKLN9Ci4t1cXb5dIf3iYpyJri7oseXaBi2sOMr/PUAuuZWFrDQsLdeGeYy0Omd7rE/NWVuq8qbDQe8+Jefl6bon63ss3S7/dVCns9cWYOtAdufuXYeas1zBvUwpcBr6I916vCPrinLd0OvpYxeOTGVPwwowViLPqhRlrlmKsukaVULy+6EUMaJmHmKWvie3Nx+bzTTFA3hdbuTNLKMb+awW2rZyEMFdLONrqvsHC5g/xr/9702D6IDYLluZ5OCsvBtEz5PlF+HLdmxjg6yD+8a/4n2crllZ7/L+WHsAlUZ134YCod8ezK2djbJs87F06BaNHT8HC7WcBB0vIW3dXqa/9krs4h5Ug8QvD51u0Vj5Pbe2jRq9ci/IS9UcJynR/r8rlK+rfIjHp1rxBjrAa0x+OY7rBJrgZzLLPonDNZ8jZl6urzvoef+w4i3IHX9g/+ySaz+wPWw8RbqO/R96vulUqHd6C3O9/UwKow9SX0HxqL1jZ5aJ4x24UKiskouyiFmZt+8N5bD/Y9mthxGMajjsbXv97Gru+zkSOvMTNWFeKcPrrY/jpv+ryTXFH2Lg3xUnpRYTJJFiSgs1L5yNNV9kAiE9dD7pB0+IWfIZzdqqht1al1BnXa2vX3hsW5xOh/q+jMOvnC6+sZFw+oRYoZE+wG8yc1cX6KL3J1drgI167Tw3BpN72XudzXw/ZpgcNh0zctBYutR+b+tS2jyrIbdfW3rrqKtT1vjGgvlfraksF5VjfxPExpt2NWlv42+QhccsSPDZrJXZs34UNb0/AhgTxdmnfX1kj7K3hCLP8CWsmv4IVuw8gZvdKTJv8GRIsQzHirWo92cF+sMpLwuYFIzBzxS6xvS8w768bkXDFG+0GyBV80M7fAelfzYf4d7TKzweU566a3NGnizvSvvsQi6r9FLd/sA/y4lZiTZx+7ExCjMHjd8G9Tzg8Mg9g6YJ0oMsk9A/Ow75/jsXsFQeQKJ5vw9uTMfrFzwzP4fW2X3KAlbn4J+CS4fPti1NuQVNL+6jR+34LLut/pV59enMLitRVr1fhB8vw25TFVdPfxfbe2oL8o/r/+opItE+2YTGyl+9E7uovcXn6p8jZpvsfUdnGP76sDJqlm9bh0t9F/Wqx7vJ1ou4/yD1Qsb0LyHvnfVz+YLtSl/3fi0pp3Y9pOJoEd4io8YNCQa68i/9t4mINt5kB6Fzrz8NK5cg5nYxDc7NQkKUWXYfX/3cYQ3zEjPx52IqwbGUJy4onLEnHvncnY9oG3cnqbrJ66SX0dM/CaQdveFloYWGhQf7ZaBx6IwYWsq69/j/cqTi0C+gc6akuS/k4+fFiUTMEHZ5ywW+xGrSU6bxcA0ezfCRtX4WUTfJ42sNxxkSEBVijsFhkCmstMmI34+SyZCCoLwKnh6Lgi3lI2a7bqhwy4PXRQGi+nodfK3te7dHsnZfQ4uxyJCzT9byaPTIMQcP84Qqt+B9XtP1ULHIeCIL2v6JNuo6MSk5vzkKL3BOwCvAXW9LADjlIWPk5ivqMR4inBubitReqr71c1NtMmoiQLi4wL9bCSr+96rZcc47DJjAE9uUiaFsAmUc+x/H3UuD4+jQEFG3GofmJyrqK9gMR8pIn0mZ/iEtn1DJBbqdVQSx+cwqBn30yYp7bjJKOfeE3sQu8rbQiuGtgX5aFE+tX4eI+seMQAb/VYl/JfS5en/L4y2txdHGKboOqa7cbDauZ4xH2oG7/21sU47RybPKV9ra6vArHP9Drze49DJ1HW+PUC2uRG6Brj5doT75oj21hMuIWfY5c+TrCxXF/3Bq/ZXnCz0uDK+YaWBSnIu6dVciR9baeaPbqKAR7WaNE7kdkIUEEmw5uidj1Wozu8fJ9c8QafiH24sQn3jfiuJzauBbnv772PFD9eFsVpuCYOIbZR8S25fu1abxuu3CC3fQohMkwLJ7X3FqD3F/24NiiWGjF2fXa/eYNz/ejYHdwDpLkT2TX126qgztmrN+MEfgMHUZ+gbnbNiMiYwl6/O0ztV5n7Cd7MeX+b9Fh2By1pBYtp2Pd5uHAfzth9AK1TJDn2T5Z125Xipi/Ge+FX8aKkRPwQbXwWkF5fhfx/H+p4fl7vI1tS8Jx+eMRGL80HR5zNmNbhyQ8/cgrSA/rhWCnPCTsjjeu86F6+x9fiv2vuGBvyAhs6NELDr9+i7ga2lhn++iesLPXaHWOblb/b+WJ+9awc6y7E+XuDBvIKkbGlGPYMv8XnM4VqaOaK7mZODj/MPZNubHgakAGVlt1EsG1NO8yEvetxMxhQxpEcK3k6oLSLxYgeuI87J4Xg2zPCHgP1aBk8WLs+vgELsnQOm4Odo0TgWTdKvE3GilKaJVl+iHRDd7uJxD33Dz8ILa1d18OPAdHwVUOLwgS2wwoRsJsUfe0qFt+AgWyV0w+7NdEXDwmnueUXFAZM2TANlS00x+akxux+8l5iHnyfZw2D0IbB111Tbz8nJAyV667ADG/WCN43ER45GxWXvveeSL4+oh2DhYrugah6QM5SJon1lXamwyrLn1lcSXvABecny/qJ4r9sDoRZh37i3oROGNEwPULhaNeb61NX384nok3CK4VmgUEweyHz/HtyyK4itfUalIX2CVvxC7xmn4Q07ffF6P1uCg4639mMILBdjuFwNU2BQenqPt/Xz68HukvAryuvVbi+FTdq08EyAhfIClehGfZnlCYHV6l7OMfxH47eNYNYX/rWfU/sIMvmudtx15RHz3pQxzJckPwGF2PmmbcEIS0yMKxiv34cQpc2le/2E68b5odx7fq640Wr9dr6BA4VX+97fsjaKQvSvZ9qB5v2RYXBI/uK8KlIc2kKHTzy0eCeN5o+bxTNuKia190fPaaEYo1Mq7ddC13DJizGEP88hC3bYlY7gUX8e9AVvq1AXNN+mXx/5l7DUMH9Mixn+8Nhn9ePHboBdc6tXwRkx92x9ndy2oNrnVzx5TJ4fA4uxMfiOAq9XZ1QJ74LPXsnsPY9uGb+Oe8pdh2SATkcdXG4lZXU/uVTgx3PHLoMFa99SY+2nYYsf97u/YxwETUoNzdMa/7s/DT6MP4eu15pBeL0Fr8B46vjcOW0WeQsf/aUHs9Zv+lEzqEXDt16T4Ao6cuw44bOqHeRqnxSFV69YRT0ci8qIGT13UmJUU+UnbGKD1bEKFIu3YjkjKd4NpF/KP/axbyy5zQfFAorOTXvd/vRMq7x8VaQmEqshdvR4FesDNqyMCgILS+koikdyt6OHNQsPaEiNq1yz4Vo+sRRDEKjqUg1yILFz/W9abiVCyyMjWwdxftzTyO1BmfIztHfpXtBs3vKcjKc4FTsG5VSW4r+5T62yb7juO3PCdd/b4YnM/zhsdwtddaBNIWfkBKTLxuuZrshO04vyUV5XK/yddUfAInK19TxX50g+eg6wtPBts9HI3TMzej6D7xWuTX6MdTcMnCDfeHizrZ3mJftBAfWBTiw4tH63yc3yPaINtTloK0OK1uPwQ5oWxfItJbBKFZZZDPQMoytb2FWWKfZMGmuacIlN4iQDuJDzcbq/bTkT04n6y+1yplIekj2dstaVGycg9Sij3h2tNwCItVd3+0yIzH6bUVnyqLUfTuYkT/fSdK1BId3fOe37e26nmzE5H6lfiAIT9U6ErqYGy7yYAIajPWr8HcAQ5IXP06nl6rlt8gjwHTsU6O/XRIwpp/TsYatbw+Q6b1h39pPDb/s+b/3+o1eDoe8StB3JdzEKcWSQ4P9ULThPkY3TECXTqOxTzxoT1i8tuYUkvorLX9eWeReCwO698Ygi7dItBh9DL8eH8vTJ39hLoCETVkDeCCrXIUf56K2HGx2DLuJH79XI6EboRuLqvryUG+wVf1+SgTqUJjJcJqYTx+XRaDgpY90fWNaeizbDyadaxtfG0QmvpokPqj/j8+9mga4IKLyWrgFaxc7GH2W4ZyJWSl1GTk1TFU7MqVikcL+SIoia0p4U6h115bEeYWzUCfuRMR9nyUmPqjVbUeXYNtVbZKyhDZNwOeIT2VnmWz4SFonScC3z5dbXX621Fe0+9Z1cKYXruug0H7Wkeg1bJZ6DNTvhY5haKqz0i2Nws+nSKU/yk1g4PgefEEMo+p7bHyRqDyGHV6JghOxWLblT3L+vtQKK94XhfY2Ocj7xf9u0UABeerf6VRjDKDTxwpyP9dfIBxMfwAZeNsj0vpyUa8XXXPW3BO/5gI8nhbaIw48RjbbqrUQxfURrinY8OsCRi/qOJEkKT8/+joFKkuVxnh2lScMi6jpv8tIl5Zo1zJ73HhC8x8YgIW7Vcr6tNlFsZGNEXi9jlGh11DoXh9fDiaJu3E7Orhu/An7Jz6BXQf05KwYeouJFzxQ0QNmbPO9m+Zj6efmIJFO9Rv335eidkx6bD0Dau7F5ruOeVXb+4SK9K50/uxAYRXVYH459AgAdGNcYK97MmrZA8LKxFtStQeqyMxSPn7AkRPWoyDx6wRMHHItT8rJxl5l4GSrHyUN3eDvHVyJU9fONQxbMBoQyJEhD6BGDkE4ukFYvocyddx/UT5F8dxxsEf7r3d4BrihtTj0QbxtjbKa3Jxq7Zfqu3HG2A1KBSemXuwd6J8LXKKMeihlu096xIE1/aizUH2OHNY1xOqtKcwEceVx1RMi/HDlA+ReVj32NploSjfHg7VLniy86r+Y9XWsDDIqd6wv1/8L5ll2IdelJ2PZu6+hicOW/lBQ52vpD6vb7ULrew1sCoTQVtdNCRCeuUdKoxtNynkHVT+NRytsnZh5uixmFcRyhTxiPn1MpoG9scQtUTnUUT4OuDyrzHXjBv1GLcUcx/3QdaO1zB69Pzr+qZqwtP94fO7vJjqBodlPTUJj/hcRsw6w4tp1yQZv72baT81Lr+VMHjcCnd6Pzac8Er1EOGitfhjq99TqoHmPrFsUGYP7/4R0ChhQtRHDYOfDJyxGTCLHIaQRSKsyqu+C/NRlJ6DMguxXbkq3OD00kDYyecQah0ykJ1ieJeBbSdwxtwffn+vGMfoBLuoIFTlINGGfqGwUbd7Xcw0Iszo9dL1DkXz6wnFhfE4f6wY3kNGwcshBWlfVPTi1dMm+Zos/BFQ+Zoq9mMGUrfpXVB1jbq3aybH2VW+HrHuOHnRkx7R3otJ1vB6or+Ijsm4uEmN2rI91kHV2hOFiPfHw8lgAzVJwaVTOfAMHwbnAPV90rEvvHyr9yC7oNWToWrbrGH1VH+0sk5FZrTs3XWB3WB/pa7k+0RcdA1Fm6iKEGkNm0nPoN/cgdXGvKrP213veZ394flnf5Qr43iB/IwcNPMV+0u5C4F8TaHwqmyWse0mxRODEeaUjpi3X6sxqG1+eycSHeQ9Up/Q3RO1ZSSm/OdFRDgk4esFu5R1/B+fjinqvVAniA9aDukHMG/Wruu7G0uPtzGkPZCwaT42q0UV9Ldfu3AsGNJWbGAr3tb/4CytP4gEtMWIitcAP4xYGIlg8xT8KO/V/dBwzJiiu7dtfe0fsnAHYnctwrNhanseegKvR7ijNDnuBnuLyVR9m3kOpeXXcwskqk7uP7kf7ySGV1NwIBYXLjqhw8wZIrBMRLMHZWEsUkWIbDNymih7Cd6V3whmICU9CGHvz0DX5TPQp7cTUresVb5+Lv8+GilZ3ui2SNR9NAP9hnsia992XUANCoJH+yA0C1AWdEMGThyXCyrdkIHM5HjD3ks5FGHdCWgDh6Hfp6J9nz6HNldO4HRlD2kofKL6I+DPN3AT/03RSCgLEq9P196eQzXIyVTrjKTdcgKX7rPXXfhU+bV6PW1ShldEI8dnGCLFa+oqpl7drXFm9Vpk1zWYt57tFm0W4dSlJ3otnyaOzTSEBRYjs1pPctGeRJSI9uaeiKm65YrSnlgU+KrtEcdVtidl42aj9od29ec4kuqC9jPE8RH7sc9T3sg6Vi2E54ljltMFvZTXOw09u2iQsklsX77eQQPRbWh/3Y8yHNuJE+sToekuAqtyvKehm08G4j6uPuZVPO+ytTh4whp+4nl7yuddNAwtMvfgyAe6L321K3eK4+uPhxfNQoTcH8E5SNV7PUa1m3TUC5B6f6i7KX/l9L16H9cLSzD93V3I8p+EdbJ825sY65OODW+8ot7GajimPD0cY0c8KRd023PvhY/0tyWm/Z+M0dXXSL3ISoTG5epFVlWqbb8WHtOeQYS7COErll0bOi8sw8yPDiA3WLyGIzGIPbIGM8Ih1n0Ns2OBES88gxHjhmOCXLee9m9e9Cn25gVjwieblR8nOLpuEvyzdmHh6yuVemo8tqQmoYk6TzdG7j+5H++ku3OrLLox8h6fxVnQXtSLj/IemNb50J4tVm955IRf5R0J5P063UUAOFHDcVTqNCj/NctwnGSFyGHoOtwaJ+UtmirqPfsiYK4/cha/j4siCF9L3mvVCUjPQHm2WlTBxwVmmbU8lzHk67YQr7Ha+EejePYU7Q66tt3Gtul6n7ve7cr7o4p1ynJ0x+x63cy+kO8Vh+K6H1vj+0Yc2wfF+8XgcdfxOuQdLVrZo7ym94YkXxPq2I4x7Saj+feIhA9SsGO/4T82HmG94FPwLWJ+VgtusVu3fXeE9WsLF1w2vFVWy1D0bpWHfdVeV53kY9o1Remvu27b66aGr7erN1706wQrc/1vMckYJVe0WJJ0GPsyDW8VebPqu1UWw+u9RD+8qkU3pKawUFcYbogCPKERIdLqqefQ0TIa382+waueiYjonicD7BT/zsovZFkqY7yoLnKogOxxXZR46JYHV6m+8Gru2sLrDXXeQNlNXJhCd0kLbzgHa5C3/QRu6ujlF6L8cqm6oCoqRvlvpvKesIbjxL+ic1RPeFim4Ngn36Dkd7WKiIiomrMFOdhx8YxyMWkza1vYmlugSRMOKKhO3lUgs6QAX6efwVs/H8Cp3NtzBxjLeu7sw55XIiIiImowGuYvbBERERER3QCGVyIiIiIyGQyvRERERGQyGF6JiIiIyGQwvBIRERGRyWB4JSIiIiKTwfBKRERERCaD4ZWIiIiITAbDKxERERGZDIZXIiIiIjIZDK9EREREZDIYXomIiIjIZDC8EhEREZHJYHglIiIiIpPB8EpEREREJoPhlYiIiIhMBsMrEREREZkMhlciIiIiMhkMr0RERERkMmoNr2bm5uocEREREdHtZ0z+rDW8mmss1DkiIiIiotvPmPxZa3i1sLRCkyZN1CUiIiIiottH5k6ZP+tTa3iVG7C0tlGXiIiIiIhuH5k7jek4rfOCLY2FJaxsbNkDS0RERES3hcyZMm/K3GmMOsOrJDdkY+8ICytrXsRFRERERLeEzJUyX8qcaWxwlZoEd4i4qs4TERERETVo9fa8EhERERE1FAyvRERERGQyGF6JiIiIyGQwvBIRERGRyWB4JSIiIiKTwfBKRERERCaD4ZWIiIiITAbDKxERERGZDIZXIiIiIjIZDK9EREREZDIYXomIiIjIZDQJ7hBxVZ2v1dWrV1FWWoIr2jKUX7milhIRERER3Rgzc3OYayxgYWmFJk2aqKX1q7fnVVtWiqL8XJSVFDO4EhEREdEtIXOlzJcyZ8q8aaw6w6vcUElRodLzSkRERER0q8mcKfOmsQG21vAqN1RaXKQuERERERHdPjJ3GtNhWmt4lWNc2eNKRERERHeCzJ0yf9an1vAqL84iIiIiIrpTjMmftYZXXpxFRERERHeSMfmzzgu2iIiIiIgaEoZXIiIiIjIZDK9EREREZDIYXomIiIjIZDC8EhEREZHJYHglIiIiIpPB8EpEREREJoPhlYiIiIhMBsMrEREREZkMhlciIiIiMhkMr0RERERkMhheiYiIiMhkMLwSERERkclgeCUiIiIik9EkuEPEVXXeQEFujjpHt0tg1Bz4np6FLYfUAsFl4MsIv/SOUibrI1vK0iJcvpiGE/vX48jZIrEcjsGvBiD5reU4KauJqFGqOofIc8IAtJaFxdlISzuF6K07kFmsrHYN76EzMdg6GkvWHVBLBJ+hmDCqA+4Ts/k5acjMPIXYr6Mrt1F5PtLmIuPSbzgXtwMHTmbqKvUeeyU/GynnDmD/14eQozWsq3Bmn3res26L8FEDENrCEeZiu2cOb8CW/SnKOpqAQXisb0d42GvENlMQ879VOJIqN0hE9zo7Ryd1rmbseb2LNDY2sLNUF1TmlraVZbL+8rFl+HTlKnGiv4ygUVPRw13WiMdZ20CjrEVEjVXVOUSeE7JxaKU4X/x3PWJyAzDm6aFwUdaqRhOOjgEiLPp0RmdHtUwys4GVNhlfiW1s+F8MUjSdMGbK82jnrKuuPB+t+Qx7j12G58CpeGpIgK5S77Grv9iKRNsBeHJ0+DV1n6rTnh9lhQaBo6Lgn70JH7w1CwtX74c2dCJGdrZR2jh4aDCytr+NhW+9gdUHteg89m8ItFW2SESNHMNrA1dWkIacDDGd2oY9py3goXStEBFVV4Z8ea4QU9rOHThp6QEPtcZAx2B4pm3FptPOaNez+hpluvNNxk/4ccNCrD/dFH0e6azWVZ2PMn/chvWf7EZ+4CCEu6mVlY9NRtLGGGS4esNVramq000FSm+uN9yaFiE1KRlKf+pvh/DVkjew/lAR0NIDrqUpSFS+adIi58gqLJ3/CU4WyhWJqLFjeDUVmgAE+WjwR7a6TERUG40z7M20uHbUgAM6d3BFctwBpMQkAAH9RISsjRZpYp38Fr56IVRP9h4cudAUD7RRl/XYhQfDLT8bf6jL0LjCv/cAdFSmnvBQenyT8aNIo+2GTEVk/3B4ONmIp1SHBZw9gB+LgzHs6TEID2sLO2tRVlFHRI0ew2sD5/3wHEx99W28PHMMnA4vx1cc5EpENXJF6PhJGDl+Kia/MgBWR7YiSa2p5D4A7exPI16eR9J34MfcAHQM01XVqLAMJepsTUpKy9Q5wT4YY14V56uZ7+Lp4ExsWb+jhvBsKGvnO1i4JhpZtsHoP+kNTH12KDyU8VBpOPDvN7A6Nhv2gQMwcfocTHhEHaJARI0eL9i6i/z++jY6npuJdfurehS8R81Bt7RZWPc90O5v7yIw8e9i3gM9XpwEl4Nv4Ms4uW5fjP5XAE7+899Qho4RUaNUdY6Q54RgnFu2XrmIsyyn4qt5Q94j5mB0G6C4XC0wsxA5cSsWrjoAtB6DyUOBL+d/BvUyLFh3fx6Tg5KxdNkO+FU+l1oJX0ROHw/N17PwVbHeY8MmYWq3TPxnySZkydVq2G7NbOAXNRM9spfh46/T1DKVdWcMntIXOSvnYn+GWkZ0izlZWmOwpx96uT6A5lZ2MGvSRK2hCuVXr+K3kgJ8m3kOW1KTkFNa30fUG8MLthqwc+mZ8A4aAKeKK6+c+6KbTxHSzqjLldKwf/spuPYcWfPXd0REemNeawquyoVabbKx99+zsFBeICWnuWuR1KzahVsqjc8gjIxoipP7dl/bg6pxhd+oKATmRCO6+rdBcWuxt7AD/tTdQS2ohW04BosP5RUXhMn2a9VQrQmbiKfG94WdblGOYCC6rXq7emNN18F4rKU/3KztGVxrIfeL3D9yP8n9Jffb3WDu2sLrDXXeQFnJ7UnTVEX7axKy/f6Cx//cE/4h4egX0Qa58aux/biu19utYySaZ32Dn86Lhd9PIdd3OCI9knDkdDO07RWGDl0fRufuvdFVTt4l+CHhgvI4Imocqs4RrcQ5oRkuRR+utXfTuvdw9GtyCBsP6Z8nfkOZ558R7inOK5e8ERYWLM4rPdG1RyTC25jh5O7l2HuiQFlTPlenhx5GWEQkuvcIRbPc77Bh7R78IQOnczDCAoBTB39CAUqRmeGEro92Q35sPC47ibqK7arnq4eczuPYyR+RihAMGjkS7YOC0THyUQQ2iceWDYfxR2oKioOGY8ygcPgGPYw+/QJhfnwD/ndM6csluqVkAHvRrxMszTUwb8I+PWPI/SSnUOcW/9/evcBFcd17AP+57LLLYwkXF3mIFnwEiIT4AGMSvGqiH7FNrjbVNFGs0XhrTWwivfqRXk1u46MxCa0mtRqTNCbV2NZ4U6226jUxGtEQ8EEMRqgIRJGHrpTwkF1Y8J4zO4vLyltR0N/385kPe+Z55syw+58zZ87ggqUKeVU39m69u142dG8emw10BQY/+PrqYDGXwMIaBiK6w2h9e0NvaarG2ANegR6wFpey8pU6hWwqIGsQdRo3dQy1V219HaZ/sf2GNiFgs4HuwFKKsmIGrkR0Z7I100ZXvqClioErdSLZxrXJGjxqM1l+shxvJgavREREdEeSD2e5s9b1usjyk+V4MzF4JSIiojuS7FWArt/NLscuE7zqpgSgzxSdmiIiIiLqXOxV4Ma42eV46x/Yir4L/X5+N+4N0kFW3FcVncWXvytA2Qn75I566a9pmBSmJpqS9zcM/eFyNUFERER3mt1jpqqf2mMYfJcOh1tlFa7ovKApS4P590fVaXeu+M82q5+uX2sPbN264NVkQODiSNw/0EMJWhurR9npHHy5woyqDvaM0hC8WmtQU2cf10j+doyY+rqaICIiojtNe4JX4y/mwdDL/rmHTosrtTbATYseGpv4bB9fd2QNSrfaP99pbvPgVQOvZ8Nw//gA+LbWRrquGqf3nMLXa9vf/YI9eK1AevIjmLNJHUlERESk6mjw2pyOBq8es2fBe4CnmhJsl2HLzUL13w7D0sZKPGUdQZdQuWw7qtVxzesF9xg/oCQLNTeoi/ibGbze3DavMT1x7+bhGP/9NgSukpsHBn5/KCZu7g//GHUcERER0U1W8Xk2bKXlqGtuOJ+Nyx2sde2h14vBCtvXObB+fQ62Kjdo7x0On0U/gXGQOlMrlHV4aNG21qf3wXtaPLzj1GQ3c3OD18EmDPRp/ybdfALQe7CaICIiIrrZvHygDfKDNsAHbgH2v0raX/0b5HOdQZUIXj/cjfIPt+Nfr7yD0o1ZsMEPHj+eCA91DgftoAgYBrVSDazwgfvgCOgHNPEO6GZ1ZJmbq8v0NkBERETU5ZmzlVv5V3KzUVMN2I5ld8qLNOqO7UblsVLAGAz9KPs4t4cnoufK+fCbHQ+f2VPR69dTm62ZdX98Kvx/Mwu+M+Jx13Oz4P/iRHiaxISnfoJeqwZBKz5qh88Xn8X6nlIWaX6ZLuY2D16NiF2QhmMZrsMWvKTOQURERNQV1ey9gDrooQkWCdNI3DUhDBrzSVT8djUu/HYvLBVN18xi+ET4jPTDlew0lK1YjUu/T0OtPgxeT4+EW8pBlH+YI9YrAuQMWdMrguSUVpZRVtp13P41r7K3gcuugxU16mQiIiKiLslc1/D6WrdxYdBqy1Fz6ByuBETAEFCHmuyLuCJrZkeqM6k8Y4OhsV6E9VgpNKER0PmWwppbjh69w+B5Lg+WI1ZlvVdqssRn+0NbLS5jX22XcZsHrxVI/10cRjzoOkzHSnUOap52/Gj4jvRWU3aakSPgNz5QTREREVFncXvMH26w4UoZoPeTb7HygfvEsTBOVofh/oDVDT3EH2duPnpA5w+DYz4xeN/tiStWLTQPqDO56MgytwrbvN5C+rk/wwOLW+hGwdMb2ijX7iIM0ESZoOn0y6AoBD8uAlW/SjUteaPnY2MR0k9N3mGcj1erx65LCkXAaz9DwHB7ynfxAgyaG2pPXI/h8Ri0/km03LHJ9YhBaKeuvztbiM2HU5DqMmz+b3WydM9MrN+Tgh1vTFFHNC/2pY04cHgb3lTbvzXpnilYsfVTpB5Nw7GjKTiwdRme6KNOczXqBbz5V3XejDQc+MdaJKpt9641DW+KfKZuXqimHYLxxPItOPCl2uzry0/xv2tewITmtkl0uzANg/H+XuhhvYiaXSJGLa0SI8tRs2ENLiY5hj+iNHkN/vWxfRGHunIrUHsRlxvmE0OymDfpPXz3hTqTi44sc6sweL2V9Ab4GAxqoglDxiJ64SSXH+0YDFyYgOAharKzjI9Ab7cCmLeraSlkBEwBZSg5WKyOuMM4H6/Wjl0XpfM0QOd4C7PIv15caF83nVhPp5ZFZ6+/G3s0GP6eZqT8ehledhrWbpMTYzD95T9gx4a5iA1wh4+nu7JIs0YtQdIPwmH0NELfbAO3aVi/diEe0R/BO0mJeD7pD0jXj0HSxrWYrs5xlZj35WkY7pmNbckvYvGSdUivixZ5amreYEx/ZxbiRD7dPRqflHGvrEXSOHd8tWk55kx9FgvePgyrlxEVN6hvSqJ2M4XDYAJ69AsX5yugHRquPPx0/bTQxETAEDMcxhk/Rs9FI+HuZUXN/+2CDFvr9ubBZvOB++RH4Sl7AjBFwHv+NPT85U9gdKlUupxeiHp9EDznj4GHvNDrcx/umvMT9Fz+o0ZNADQeESL/g5T9aesyXQGD1y5BnLB3B0IbdANOfz/fJmprVcq0ttXaeg0Jhe5slrjGu0ozbgD6mnNwKVMd4RAm8h7WluBC1hoHQuOnJqUgE7R3N26aYKeWSUvrbXbZ66TUeLvk87rZ971Dx1jJTwvHraVj3lSZX6Md5187ziHlvOjo8Wltn8nOVw931KB85x7schpSvpETw3BfhBGFf38du/KUuVvwEF6aH4/e2V/jvDqmKbGvTEGs+9fY+Owi/GHvIaTs3YAFz36IE+4xeOIVlzsRE8SvYeEhbJz9LFb+SeZLzLviEM77hiMuQZ1H1XvGEsweWoET31SoYxxmYvYoE0588Cye/93fkP7NEez7w4uYOnM55PMlRDdVvQ31VvVtWrX2v1dkuk79Wy0G+5wd5AP9tHj4THsQHtH+0JTm4fLGD1G2T/0lNh/Ed+Kfud44AN7PzUKvxfHw7C2C2/0HUZFrn6VB2naUH7ygBKDGX8xHr1+Mgd6rHJZde3FZmSELtUU2aO6Nh9/0cfAcF9SGZbqOm/uGLS8NvGa08e1aDspbtrLwzQfVqJOXHm3UHV4Pq58/H6ODzThtDEVfnQ06nRaVefvx5a9SoJPThjj/8Bfgyz0QZReipqVKnHx7tZgyCUN/asKFVC36xIogpl4LH00lsne+j/yP5XH0hk/SbMRGGnDZIuICgw3Fqdtwcl0OEDUWgxbGoOqjlcjfaV+rbDLQd/2j0P5jJXIbal694f/afATlvYsT69Sa12FjET57BPrqbSInWnhezkH6qj+j/Ix9soPcz2ivfJT1jUCAmxZeOgty97yPAtOTuH+w2Ecxzq00A4cX70S1/A/pH4PQxHgM9GxivQ+JfX3KgAvmEIT31aJOLKuzFCD9tfdR5vMoBs8PxNnF76K0QNm0IMripQWIrNmJL1c6Rd1yPaLMivZaEPRwKKo+WY7szb7wWpiAWBkIWmxwM2hR/s9PcHxVqnzZif149TyCPS+mNPrsTBnvL/JbOwDRYWXImCHyNTIegxJiEOhmgVVjQJ35CDJ+tRvV8Qn495FlOJy406mblQj0XTcJ2r3JyP3YuyE/NpEfvfNxQxzCP4hA1VEDwkUZWsV+eqEMJza8haKD9rVpvj8ZUZNFmYu1V4vpladSUfa9KNj+JM6ZQyLuWbYE/aoyUREWhd5iHrm/lwtScWzFJ7C6flN5hsD/l08iuq8BVpEXD5GXwuOf4NTqDNQrZemLXLmvcl71vAgV50W52K53rRmZf3kfRfvEyec6rzT1aYx/sAz7521T9kM/MwGDR4bAW/xQ1GlsYn+ygNEmlDgvQ3YvbcGxcWasGrkcWePCUCECSlFa15Dfh4+Y38Co//xQHdNY3PJteHNUIVZNLcSkHWNgbvLNhMFYsWMb4oqvXc/0dz5F4r99hqGTl6tjmjFxFfa+HIFTSybgecf3TZ9pWL/5BQQfSMSWgKVINIn1/FBdz4y1ODBHjy0PPoPf3/MQJvQD8nY2vY9EHdGeN2x1JbKfV62uCrUZ55ReA5on+2wNhqa2FJaTIjB14TZgAHR6EaA2mtbyMs25fd+wVVWPqrVnsO+ZYzh8WgSj6uim1aPs9D+x55nj+Hpt+wLXRvTucPdsYnC5NXXLBJhQ81Ey9s9eib0rU1AaEofQx7Wwrl6NPW9n4qIMWmcsxx75w735ffF3P/KVoFWOswchdoEIDc5E+ryV+EKs69N9ZQiZmIAA2bwgSqwz0oITS8W0OWLau5mokjVbcrHcLBQdF9s5JROqtjQZ8IxBv7kx0KS9j72zxHpnJeNwXiBi/3N0kyeV392hqN6UjBSZt4OVCH14NqL9M/C5WHa/CN7OGAZj4Az7g2D6B6Kgz9mqrncNjn8Xiugnnd5SIa46e1XsxKdy2blv4ag5ENHTYoDj+3G2KBB9Jzo9UCbKs3f/Spzd41pdLAWif1QxTi1LFoGr+DKYm4AHwytxYqVYryynxK0oChiLYc9FqPO3UUgUAgp24/NEGWwZ4DUsBFUH38Kns8X+z/szzsmySxB5/PgI8g0RCH5YXU56XATuyEHRxzYlPyP6FCN96XKkyPysFEH0sEno2zC/OOaiDA+IY54iyv/zU1pETxprP65iG6GPiy+3k/ZyTBHleNotCgONyoIN/CPlcVH3d+lOnDeOwKCfuraDFRcAC0RAeVeOCLTtedkr8xI5VpS1S824cl6MgJc4fnuU47cSnx20oP+MBPg5X3c1Z4gIfEcHomyfLC+RL1FepeHiYkqdTC5kJYBnNJ47ug2/e/lVbM5Iw94NL4hLm3YYtQyLJhiR/u5ybGzxVvwYmMTvibnw2gB4Y+El8V0W3ERzACey7W3iQzDmHMLGhgtlscxLsxBbtgevLmn4MruqnwnGS1aE/TUFxza+iv95cRU2H/0Umxc9pM5AdGeyncyCpdXAVSpHTYaYt5kgtC4np4lpLS/TFdyaZgNmC4oTj2P76//E6fJ6deRVdeUlOPx6GvYlmlHVxnf6ulr6w+EYOriFwXFlf6sVHEGBrJGSTu1HSZEWvn3b8ivvqhL5u1OUGkJxWsO2aSuyS3wRMEIESblmVNb6otdjMdDL2/AHdyP/Nxn22r7LBShdvRNVTrWlbWoy8FgU+tfm43y6CLLk7fAoX9Tuy0JhUBT8o9R5nMn9VGoERd5256BAZ8H5/0sRlyhCaQYufmuBr799v62b3kf26nz7bfYoA8rzzPAKCsXVy41i5K9T614um1F6ygyPXiFieiVK0/LhI4J1R5932olRCCnKRMlxdUQjxfhm6SeozpPlHyoCOV+c3bdJrE+tBy3NQsHfs6AJjxHXoe1QkIJT72ahvlQmLKha/S7yP7bYy6lfJcq/rURInwFimiivTAtC4xy3W73hNzwU5ZkpqFbzU5iZCquHLAcxuImgNkfktGF+ccxFGdqPuQXVqfkoNQWKtQjy+NRlIfs3jjqqMlRtyhSXQo2Vn/pEPS7CmQycTS1AzwGDXfoMjEFAfxuy/74N1co+CadSkD0nGfnb1XPXQW7XkomTDdt1nIuBCHms9V4q9CMjEFRyBKc3qf/44vy8+FmO2FNqSmxuHk6c+Ay/nT5c6UnlsV/uQfk907DI9RZ+sx5C8qLx8Dn2HpZ+UKiOu/EifrpKBNVzcV+FyKu4AEpXx/d+dhmei76ktIltthlAnxjEVn+ExZPiMOL+SVj8p0L0fmoJ3pyoTieiO86tbfN6wIyvp6bhH5vOolD8BtZZvkPGpnRsn3oGxQeuDWpvSzdsN8tQ2ajiohK1VhG86UWwevkIcteloKrPaDzwqwV4ZN3T8B/WXPvGKPQM06LgqyNqWvJGz0iTCJzUgFfQm7yh0Ydi0M8TEOsYfhYFX4uYo6l2is77WWCxJ53GydviHjp7LZ5magLuf28BHnSsVwbgjdhQ73xbu96RK0HWZmIAgh6X+xeB4ChvnElTg+RrOK/HBA/vSlR967QuqdIGq07bvn+URhvTwuP5eRi9Zl5DOQ2KvNocxLY9ExdDB9trJYeMRt+gYpzdLmu3ZX6AgGFPXi1fuWwYUOt8qe28LfHZMUk5PheKlUb+DQpyUOHSpNBqcQkLvy3DJaOv04WCMMQEL5hRvkdNt0DZ7r/MEKeeE6dzsRUeft64WJjTuAj3FMMRM1Nj6R8swtMzX8QWpY0rcH7Xi9h2ogK9I+LtI1ox4bdL8HDAJeSZI/Ds8mVYsTxMtrqDaYT8vBDTR6gzKrKV88fHd7yavuqJgJ7iK+gS9qnpq4Ix/Y1teH9OLCzp6/D0Y4uwpaF29wW8PuNeWM+dh36c3N4yxJrEmWcMUz6v+Pl/qPMVIv3NN7BLWa4Qu5LfQHphT9w3ofXeE4jo9nRrg1dFPSx/LkDqjFRsn3ESuX+WLaGp/Xzh3ehOmjd04nfAZlVrxo6mIP+/krF/7mocPm5A5OxJ176RQ2pjLwNWc6UI/LKQMScZXzQMq/FF4lsoSVNn6pBQBD8YgtJdyUhxrHefa31hS2RtZiX6D4+DxukWfOvMqK70hnHA1cBS4a2FvlYEuWqy3TxHoO8w8bP/1tVyOnbCKWAsSMH5fJPS1MFjbAR8zmSo7XVlfoCig6JMHeUgh0SRXuF8YdE05fj0ChRBp5OQATC6NBvQG1z293u+6FlR1jj4PG4WQbAJPq4xi9+1waiyXZPYFzVt53IuutA4BbXVpZXwDx7Q+ItpfCBu6LNzdFVZIfLyKmAcGI6ICDkEwwh3mL4nP0cgrNFrIY8gJfcSeg6KxyR1jN1/IG6AEZdyxbmsjnGIe3k1nhtlxFfrn8Fj8za4tFUtR+G5fHGm91a3HY6wf3MX/zPB9nSYCIjTz+OSOjdRZ6i/cn2PWJHdzS7HLhC8qqpEeNDRdq23NQN0/cUfT+eaUi20d4l0o3HeCI2Pg1ap9RTTEyYjXAacqcXQjJ+MwatEsCojgMuVqC4sQ61OrFfOikD4zn8UXnIbQrNNBkrzG/cysCMTZwxRiPwvR3tQuc0ExK15Gr4BIukXCp9HO9L8wb5PDQGNpwl+g1q/3ezMtiEVZ0yDMXi04xa8qsU85ePiqTKEjJwMv0i1XP0iEPKDCNRnH2lUHtdodV+1cHNUZYp1BjQKkG0oT8mBPupJRIaLXKQ4AlN7fvqOTmicn5VJGPq8bHLQCnl83CIQ3nB8fOGVEAXXXPpEjkaQoxY+cjBCxYXDpZwM5QEv7bgYeCjnxRGUnNEi/AfqOSRFxiH8tfnoN8UlgJXb1UW4nBfyXCxGwQ5x8XO8AGW1gQiYoUZFYp+Ch1yNkKwHs1AUEIOBCeo4+aDYmAH2phDk4l4kbf4UB/6yBJPusY/pPWEZJkUbcT5rt31EU/qMx3OLZirtYnctfQY/mvyE03BIBKAVyPqL/PwMlu4EIp5aiMQn5LspgW2v7kaW8SEkvjMTyhEW60r84wuIM2bjH8n2qvmr80/B9FGhwImtmPN2tjKtsQ1Y0GjbT2DL6Qqg5JA9/YsNwM6t+KowGHGLlqn9ugZjwoIXEBss8pjykbIWoutxwcrA40a42eXYdYJXutahVJwr8sXQxUkiKJwN/7vlyFQUiCBy4I8XiHHzEdpQG1aM/MIoxK5JwgPvJuGRh31RsH2T0taz/uB+5JtD8eAqMW19EsZNCYF53057QBYVhd5DouAfqSTsTQYyM2RCZW8yUJJzpKHJgEJpipCKqgGTMf49+zbHjDQgf+s2lJUA+oRJeGDK2A50LJ+DwsPF8Bs3D3Hr5T4+jSCruX23jUXeirK18L/LcQverrU82dZtwuFMA8KTkjBalNMjqyYjqOQTHP19y882t7jey6k4e9SG8NkLlLIfnRwPzQWXhtz7UnDW4g3/iiwUOt13VfKT7Y1oNT+jZX5K9+Pku7K3gVbI47M5E7ZBkzFOHJ+49+ZhYF0mZGzgLP9gBrx/qu5v0qMI+i4VJ9/OF1NiEJYQj8gfyIe3RICdvAlHS+U5tEQcF3EOJY2A9vg25H7kUpuqnBf7URamnhdikOfFmQ822WuUxfT8feL4PvwzJV+yPLTf5l+9ODj+Cb7ZWwBfMf0RcU6NXvMk/LIzcVadTM6+xsr1fxPBZDxe2pyG1C/TsOOVMXA/8SFe/WULtfMzn8EzTyVgeksvImgwBYlzRBD6xCx78twbWPibPTBHzFUeDju2YxmmhxViy68WYZVyW995fnflgTL36Jn2lws4Df/7spy3LQ5hwasfIdc0Hit2iH08ug0rngrG+S2vYek1vSEQtd9nJd+ipr71x56oebL8ZDneTDe3qyzqGNlfpsUMW5FT+Cj7ODVUwiYfNnLufkj2wxkswo3MJo6fMk2L+lxz4zajDuMniyDMgJPPb0K5Y3rIWESuiEDZ6jUoavKhJ0HmTyfy8k+n2+GyN4MAmz1/HSGX7+eN+sJi9cGn9vFYuACxHvvx+VKnH/G25qm9227Lelsr+5ZcV1nIfl5FWN3isrKfVxM0FS7nWJgYV+KS3/bsR1PnhYOyT4bm19PadGpM6UbKHeavPkN6q533hyNunBF5e4+02KerQ+/YMQir+kztO/aqiFHjEYZ87DrQuFa1ufmvl7I9YyW7yqIbytfdgI0PTIRO09b+O8lVrQhep3+xHWU1Hfy9b0JrXWUxeL0dNNV3ZkfIgNhoaRxstBQMdzkir8NEEHl5BCKTWgm4iYiIhIcDQvFC+HDo3dQmVNRm1job3shOw74Secfuxula/bxS56i1wGq5AVc8ReZra8lKy7pJ4CoMG4GBc+dj/MLBQOpuBq5ERNQqGXjJAEzWILIJQdvIcpLl1RmBa1uw5pWIiIjueLIJwcSQcIwJ+B566b2g6dFDnUIOslcB+XCWbOO6vSD7hjYVcMZmA0RERETUbbDZABERERHdNhi8EhEREVG3weCViIiIiLoNBq9ERERE1G0weCUiIiKiboPBKxERERF1GwxeiYiIiKjbYPBKRERERN0Gg1ciIiIi6jYYvBIRERFRt8HglYiIiIi6DQavRERERNRtMHglIiIiom6DwSsRERERdRsMXomIiIio22DwSkRERETdBoNXIiIiIuo2GLwSERERUbfRbPCqcXNTPxERERERdb62xJ/NBq9uWp36iYiIiIio87Ul/mw2eNW569GjRw81RURERETUeWTcKePP1jQbvMoVuBs81BQRERERUeeRcWdbKk5bfGBLq3OH3sOTNbBERERE1ClknCnjTRl3tkWLwaskV+Th7QOd3sCHuIiIiIjohpBxpYwvZZzZ1sBV6hE9NO6K+pmIiIiIqEtrteaViIiIiKirYPBKRERERN0Gg1ciIiIi6jYYvBIRERFRt8HglYiIiIi6DQavRERERNRtMHglIiIiom6DwSsRERERdRPA/wPw4Yx/uyKVlQAAAABJRU5ErkJggg=="/></p><p style="text-align:left;">Clicking this button allows you to add additional nodes to your cluster. The nodes will be deployed and attached to your cluster within a minute or two. The new nodes will be deployed in the <em>same</em>&nbsp;region (but not necessarily the same availability zone) where your cluster is already deployed.</p><blockquote><p style="text-align:left;">There are plans in place to add support for deploying nodes in <em>other</em>&nbsp;regions and even in a <em>multi-cloud </em>environment. I would love to hear your feedback on this proposed feature.</p></blockquote><p style="text-align:left;">You can see the new instances in the RavenDB Studio as well:</p><p style="text-align:left;"><img 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"/></p><p style="text-align:left;">The key reason for adding additional nodes to a cluster is when you have very large datasets and you want to shard the data. Here is what this can look like:</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">In this case, we have sharded the data across 5 nodes, with a replication factor of 2. </p><h2 style="text-align:left;">Feature selection</h2><p style="text-align:left;">There are certain Enterprise features that are only available in the higher-end instances in RavenDB Cloud (typically P30 or higher). We now allow you to selectively enable these features even on lower-tier instances. </p><p style="text-align:left;"><img 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"/></p><p style="text-align:left;">This feature allows you to easily pick &amp; choose (on an a-la-carte basis) the specific features you want, without having to upgrade to the more expensive tiers. </p><h2 style="text-align:left;">Metrics &amp; monitoring</h2><p style="text-align:left;">This feature isn&rsquo;t actually new, but it absolutely deserves your attention. The RavenDB Cloud Portal has a metrics button that you should get familiar with:</p><p style="text-align:left;"><img src="data:image/png;base64,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" style="float: right"/></p><p style="text-align:left;">Clicking it will provide a <em>wealth</em>&nbsp;of information about your cluster and its behavior. That can be really useful if you want to understand the system&rsquo;s behavior. Take a peek:</p><p style="text-align:left;"><img 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"/></p><h2 style="text-align:left;">Alerts &amp; Warnings</h2><p style="text-align:left;">In addition to just looking at the metrics, the RavenDB Cloud backend will give you some indication about things that you should pay attention to. For example, let&rsquo;s assume that we had a node failure. You&rsquo;ll typically <em>not</em>&nbsp;notice that since the RavenDB Cluster &amp; client will work to ensure high availability. </p><p style="text-align:left;">You&rsquo;ll be able to see that in the metrics, and the RavenDB Cloud Portal will bring it to your attention:</p><p style="text-align:left;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZYAAABeCAIAAACPVqWsAAAPM0lEQVR4Ae2d7Usb2R7H93/ZhcuFZeidSPBhGmt9TprG+JAYx5gYE62p61ZsiG2zlUgUL2uh2IXrFlZuW6QRStgXLreV5VpY5kXpm7wKlPwzl3PmMcnEmahVz9wvhDKJZ86c8znnfM45v5mk33z73fd4gQAIgACjBL5htNwoNgiAAAh8+933UBgWoSAAAgwTgMIYbjxMwiAAAlAYFAYCIMAwASiM4cbDDAwCIACFQWEgAAIME4DCGG48zMAgAAJQGBQGAiDAMAEojOHGwwwMAiAAhUFhIAACDBOAwhhuPMzAIAACUBgUBgIgwDABKIzhxsMMDAIgAIVBYSAAAgwTgMIYbjzMwCAAAudSWOz9yFd6cbyAFwiAAAhYEoDC4EoQAAGGCUBhDDee5QSFBCDgeAJQGBQGAiDAMAEojOHGc/wEiwqCgCUBKAwKAwEQYJgAFMZw41lOUEgAAo4nAIVBYSAAAgwTgMIYbjzHT7CoIAhYEoDCoDAQAAGGCUBhDDee5QSFBCDgeAJQGBQGAiDAMAEojOHGc/wEiwqCgCUBKAwKAwEQYJgAFMZw41lOUEgAAo4nAIVBYSAAAgwTgMIYbjzHT7CoIAhYEoDCoDAQAAGGCUBhDDee5QSFBCDgeAJQGBQGAiDAMAEojOHGc/wEiwqCgCUBKAwKAwEQYJgAFMZw41lOUEgAAo4nAIVBYSAAAgwTgMIYbjzHT7CoIAhYEoDCoDAQAAGGCUBh16jxuty3Hw1NF0MPPsWffkluVlNbeIHAFRL4ktz8FH9aDD14NDTd5b5tuSC6kgRQ2HVR2LZ/Dtq6wuGKS59O4Etyc9s/dyWSOv2iUNjVK8zbOfRezJ7egfBXELgOBN6LWW/n0OlOueS/QmFXrDBv59Cn+NPr0DtRBhCwQ+BT/Om1shgUdsUKw/rLzrBBmmtF4L2YveSl1imXg8KuUmHb/rlr1TVRGPYJFKSp1aNY4WtX5PrExaCwK1NYl/t2i/H7vNS0a5KOW5rKVa74Jmbh6E5gfuTxVxk/s49L4dWTWeu7tJVYphTOSHPWKS3KGV/T85nLHYVXS+qrNUfElu7fih7aKLlFeWw17vpejxAfXa/JKpk/Ho0E3N6V0bVysjkWuY5i7blNLvoluXlN7lE6WmHDfn4qyI/0GlahvTemgvyU1/CJQWG3vST9lP9Gl+FD3njcfWMiSNIMd5vnUJPYeKLJ8aOh6Zp+1qSv6GmiCxOdiWPzLkg6Ltez+Nkyk4tO8Hk8EhBSR0q2ub1uT8fASvmir0IgRKIcL+QizUegetHPo0GOD+7FrFPqbNVzlU+SBSmcEN2Cns9U3GVo3HpH1J1e+7YyGe1o8z6bbqU8U6mAEHkTb+UU5aL1CiuLiyuCR+uuLiGyJ+ZNK14eGyfJ2sSSPfs/GprWsr3CA8cp7N5GRCqmD7Odr/fnpWKavmZ+f+LuErj0k7H/Kp+k/3o5mDGIrGvc81ZPn5Zejf0S01ql67CYlvb7M4vDH9TTpWL0MNtGTNfdeXCQlorB7QEtvXzg/u1VWiqGfwnWfa69LYYemPakJh9SSfFCPJgzS9BcYclCOXHB24rKrJ4h9UVUVVjDkEsWytp4MB7L462lsmkKa8wntVWdy1dUudcrrKWryAWLLcZ5ocPdoymsEhK1YzP+tOLGghmPa41GTjeU1jw3UtkGCzecVUnotVbzqVHYyV2v0bxq3/ME7jaulHO7NwWufaCP92TDevuq2Ta0bGqrGHqgZmgyQ1/anxyqMKl4T3o18W7H//bF1F/EO/GDTd/H4swfL/xvd4KyiT4+7/LJ6L1dh0RD8x+e9z972P3rc/mU4M+K46jCDuIfi/N//ivwdsf/7uUMNWP0N6q5HzejUjH9x1PeMEtzXYu+j8W09MKjXMKkjVu6EVkJiUpfbAu9MdmSmCqscHw30CGXyh14JhaqMwsTvJANkQ5aHg9xvHB/nEzIlbDo4r27UbWb0gGsLDT040yOF1w9EWVKpxlSWShVo+lpMYYz1RRJLA7H58lCRujoXTqejAfaBI73BO5kyG43mT9Sy+YSIm/srJiowuK943KNOnqXJNlZM0vqKqNHvLtWSW0ZFHZWAslCebZA132KR2RTl+by5dm8LmXFTVaVVX1EM4nkfLJWeuZHyWx0NCxwvDIHKMe0pooCCMytakMdq3OZvLK26pmQkSqFqVEYzdCk73Fytka30r4xP5YhIutdsrOO/hR/emmeOuVCTlXYq8FVda+XpusyqZh49+CGYplg7x/Ea4EtmqZrwL2xEXj9UP2rwK1SK33YaKPpqcKK9/6zQZZycg5ygo87neStt/v3Ylp6Nfij+ldeuLH94p5UTBwsnoK+hUDYXCbXTveJVCh9w9QCxv6XMlFYeTzk4j1x/0opvJT3eDjiPjrTDq5UUoXDQVravuVyqlAa8nDCwomWoa6trap+TAYqxw9lR1dLoUS8TeA6U8exzP6wl+PHn4XlEHKNwrj20G5odW+IPkZ0M7ofXtnu8XB86E2CCNTFD2VDuXJsbbfHU7cFrsxSU9TJgg5slye+H17d9/ldvDAxkqsm17Y7BVfPwnEsL4VELz+QixQ0hZ2dgIxCVQ8RjU/fi3Ft3nzEuE6hZJpXVlMhLZjgHVoshReznQLXnjg2Vdjs49LdcY735sZWS9P55nX05idzJ2Op/Gjms7oCrdKeoO1z7Svs+M6AvIWk20n/7ow6n2m9ouHgS3LzlO59aX9yqMI+bLhl15B/xX6y7DrwPdYVw+++TEvFyK+TTUAnBsmW83kXzURWWPBn41ZRzvNlzxTN86edRI2wZEXWSK3xQvYVdhLwk9O7F47FBZF6ZFus62GNCsu/6RN0MUUXAnT9JY34SU+dXcnyntydeB8fehNbzbYJgYBhZ6Frq0FhRH/k0lIwIO905OWJupGsVZg81ccWRXW5V52U90e0bHyPV/AGBG+g3cPxwX097iO7koI1LhaownKTcsUf7woC17dcFhN9vOBqp/kIQx284PJlVIWdg0CDwqqzj49CGbLum8vkVPuomyxa4KaVlaN4ZDWnFkwDSBZfJqswJfCnbiTN6lgVE15Scf/94YWSjm7rjAqbI32A61+SZvPl6EKcF/r8a2rt6nqa/hYKG4m9b/pqHPB2P5FjYe+Mu/RJqrD9/nu6wrjC8xqFhed7372M0y2nHD6j/xoVtt+fNpzO1+UZG/zTsG003VrqSlXysbuRjC2RJQ+Js/YGhF5lO9kQuS8N14XzzQcw3Ut6soMRri16lMzk2oT5/pCLr511E8v3eUGUg266zuhAPZPC4loYXlnX0LJ1ifvqDT79xh91h7wK02JbylhqrrD5uyvavcLSdF41xTkINCpM/oT+S1CrWz9athqFNVTWXGGa+o/9AxwfLdFllK4zwwKwShVWV0cSChCX8v0Br1vgam7ykFmk1VWYHFWoGWLtzW4c6QrDRrKpv2LvR2poNgz+0/6qhPNbUZjvBz+JWymRMv9bEkGLkE9qFWY0YL3CBP4XsqyjwfumAf66YtsL5xcOB9UtjBDdH4sGFBoeOaSlTZWk97cHs754nr52I3l5GzXhWzJsJLeqKbqX5AXX0GqFLAFo5jcXJMMQraYyebJPFPfCyjaQDgl5cVSzkTxRAk/+/PjKEYlnma/CGkc13a144v6MFFvb6/dP9C+eaFH/mpLoA0a+I2mykWwnRd2PrkvhuNgZzE+uqwqTt6ueMxGg19U9sn447PcI4p6YkyJkE+3qXzZEi86lMFpaut+Xt+eyHMmlPfcD6kayvo4/SRNR8aa4H82VfN7awH+Nwqqx1e1bPXUdr+NWolQTfMzv9wqckDrS9u+hqMtGUB/h/GujsI3nDXEreZ/YgsKU+P2fm27fw6BUTH/c6dQCZ00UbOuhCrpfqOuCytvO6JFh2NdFPegaqiGYTe1Ax4wS1KeBfBpUqhWHNCpHzT2BYXGel2d1OlD1cP747jSNB8WWlJj94ErZtsKqyfXSndpbDbUF0NSsH5BRHcj56sP5lWntoQFPYGBZShr3a2cnQK6rK2yrGlvO3lRc0HErdWwgL9+7UALkdNGqPPmhna4eaG6tKuqnUXwtMO8ezw16lfXdXGZbjtbfJDHKxjpWY8t1NzFUULUKk1tceUBE4NyB7XDDY180kE8Ci1oTJNe2262D+nio4toojG4qZ/6d0E3xeCdO7jm2ojBeoE9RHIz9ri3HjBtPk+PWH201LEm03mZ5cIZHCuQ86x8L0Ncaxocq5H5fOdtzG2crW33BCBazxwtUXGe7iinYucbbkepVTNPb/tC0/HVUG9M0flIXCzNYaf0oZIz6n7fYeLT1NH9d9kZy5skEEdarsd+ynq2Hva+VZyZaVRg38zRMH7Y4/VkKXZS8wNQXjHSF6QPD9hDFKZdFwGQV9jUujS8YXSeF8d38+j/lZ8HkWP7U6x963rW8CuP4AU+JxNROf5bCqDCOF9j5mnf+JExDM9DWtSaQPxqJ70bMn7+/KJfha94W/jrXKqxJ4KlOHGZv5e8enefLQ7LCLJ6lqLs0fmznosYV8rkcAvixHWt/XZHCTMJVdbqxeCtvJOse07ehVPzk4eWMPVzl/ATwk4e2/MWYwnwPfOR7Sy8myNOwB4GC8QnYFrSIH54+/wBDDl+PAH542q685OddLdY7NpY2l5YD//ML7fvkU68X9W8ptV5I/PcfX28EIuczEMB//9GatowP61+agC7mQvKv9FzEL/BcTHlatyeuCwKMEnDcdyQxekEABP6fCEBhLYSrGJ2mUGwQcDABKAwKAwEQYJgAFMZw4zl4akXVQMAmASgMCgMBEGCYABTGcOPZnKaQDAQcTAAKg8JAAAQYJgCFMdx4Dp5aUTUQsEkACoPCQAAEGCYAhTHceDanKSQDAQcTgMKgMBAAAYYJQGEMN56Dp1ZUDQRsEoDCoDAQAAGGCUBhDDeezWkKyUDAwQSgMCgMBECAYQJQGMON5+CpFVUDAZsEoDAoDARAgGECUBjDjWdzmkIyEHAwASgMCgMBEGCYABTGcOM5eGpF1UDAJgEoDAoDARBgmAAUxnDj2ZymkAwEHEwACoPCQAAEGCYAhTHceA6eWlE1ELBJAAqDwkAABBgmAIUx3Hg2pykkAwEHE7imCvvb3/+BFwiAAAhYEoDC4EoQAAGGCUBhDDee5QSFBCDgeAL/Awn2GvOPukAjAAAAAElFTkSuQmCC" style="float: right"/></p><h2 style="text-align:left;">Summary</h2><p style="text-align:left;">The major point we strive for in RavenDB and RavenDB Cloud is the notion that the entire experience will be seamless. From deployment and routine management to ensuring that you don&rsquo;t have to concern yourself with the minutiae of data management, so you can focus on your application.</p><p style="text-align:left;">Being able to develop both the software and its execution environment greatly helps in providing solutions that Just Work. I&rsquo;m really proud of what we have accomplished and I would love to get your feedback on it.</p> <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" />https://www.ayende.com/blog/201666-A/new-features-for-ravendb-cloud?Key=98611d37-fd37-4538-a9ac-b8f51ddfdffdhttps://www.ayende.com/blog/201666-A/new-features-for-ravendb-cloud?Key=98611d37-fd37-4538-a9ac-b8f51ddfdffdMon, 23 Sep 2024 12:00:00 GMTRavenDB 6.2 release<p style="text-align:left;">It has been almost a year since the release of RavenDB 6.0. The highlights of the 6.0 release were Corax (a new blazing-fast indexing engine) and Sharding (server-side and simple to operate at scale). We made 10 stable releases in the 6.0.x line since then, mostly focused on performance, stability, and minor features.</p><p style="text-align:left;">The new RavenDB 6.2 release is now out and it has a <em>bunch </em>of new features for you to play with and explore. The team has been working on a wide range of new features, from enabling serverless triggers to quality-of-life improvements for operations teams. </p><h3 style="color:#434343;text-align:left;">RavenDB 6.2 is a Long Term Support (LTS) release</h3><blockquote><p style="text-align:left;">RavenDB 6.2 is a Long Term Support release, replacing the current 5.4 LTS (released in 2022). That means that we&rsquo;ll support RavenDB 5.4 until Oct 2025, and we strongly encourage all users to upgrade to RavenDB 6.2 at their earliest convenience.</p></blockquote><p style="text-align:left;">You can get the new RavenDB 6.2 bits on <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/download">the download page</a></span>. If you are running in the cloud, you can open a support request and ask to be upgraded to the new release. </p><h2 style="text-align:left;">Data sovereignty and geo-distribution via Prefixed Sharding</h2><p style="text-align:left;">In RavenDB 6.2 we introduced a <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix">seemingly simple change</a></span>&nbsp;to the way RavenDB handles sharding, with profound implications for what you can do with it. <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix">Prefixed sharding</a></span>&nbsp;allows you to define which shards a particular set of documents will go to. </p><p style="text-align:left;">Here is a simple example:</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">In this case, data for users in the US will reside in shards 0 &amp; 1, while the EU data is limited to shards 2 &amp; 3. The data from Asia is spread over shards 0, 2, &amp; 4. &nbsp;You can then assign those shards to specific nodes in a particular geographic region, and with that, you are done. </p><p style="text-align:left;">RavenDB will ensure that documents will stay only in their assigned location, handling data sovereignty issues for you. In the same manner, you get to geographically split the data so you can have a single world-spanning database while issuing mostly local queries.</p><p style="text-align:left;">You can read more about this feature and its impact in <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix">the documentation</a></span>.</p><h1 style="text-align:left;">Actors architecture with Akka.NET</h1><p style="text-align:left;">New in RavenDB 6.2 is the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/articles/using-ravendb-persistence-in-an-akka-net-application">integration of RavenDB with Akka.NET</a></span>. The idea is to allow you to easily manage state persistence of distributed actors in RavenDB. You&rsquo;ll get both the benefit of the actor model via Akka.NET, simplifying parallelism and concurrency, while at the same time freeing yourself from persistence and high availability concerns thanks to RavenDB.</p><p style="text-align:left;">We have an article out discussing <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/articles/using-ravendb-persistence-in-an-akka-net-application">how you use RavenDB &amp; Akka.NET</a></span>,&nbsp;and if you are into that sort of thing, there is also a <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/articles/notes-from-integrating-ravendb-with-akka-net-persistence">detailed set of notes covering the actual implementation</a></span>&nbsp;and the challenges involved.</p><h2 style="text-align:left;">Azure Functions integration with ETL to Azure Queues</h2><p style="text-align:left;">This is the sort of feature with hidden depths. <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/ongoing-tasks/etl/queue-etl/azure-queue">ETL to Azure Queue Storage</a></span>&nbsp;is fairly simple on the surface, it allows you to push data using RavenDB&rsquo;s usual ETL mechanisms to Azure Queues. At a glance, this looks like a simple extension of our already existing capabilities with queues (ETL to Kafka or RabbitMQ). </p><p style="text-align:left;">The reason that this is a top-line feature is that it also enables a very interesting scenario. You can now seamlessly integrate Azure Functions into your RavenDB data pipeline using this feature. <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/articles/using-azure-queue-storage-etl-to-process-ravendb-documents-in-a-serverless-manner">We have an article out that walks you through setting up Azure Functions to process data from RavenDB</a></span>.</p><h2 style="text-align:left;">OpenTelemetry integration</h2><p style="text-align:left;">In RavenDB 6.2 we have added support for the OpenTelemetry framework. This allows your operations team to more easily integrate RavenDB into your infrastructure. You can read <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/open-telemetry">more about how to set up OpenTelemetry for your RavenDB cluster in the documentation</a></span>.</p><p style="text-align:left;">OpenTelemetry integration is in addition to <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/prometheus">Prometheus</a></span>, <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/telegraf">Telegraf</a></span>,&nbsp;and <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/SNMP/snmp">SNMP</a></span>&nbsp;telemetry solutions that are already in RavenDB. You can pick any of them to monitor and inspect the state of RavenDB. </p><h2 style="text-align:left;">Studio Omni-Search</h2><p style="text-align:left;">We made some nice improvements to RavenDB Studio as well, and probably the most visible of those is the Omni-Search feature. &nbsp;You can now hit Ctrl+K in the Studio and just search across <em>everything</em>:</p><ul><li>Commands in the Studio</li><li>Documents</li><li>Indexes</li></ul><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">This feature greatly enhances the discoverability of features in RavenDB as well as makes it a joy for those of us (myself included) who love to keep our hands on the keyboard.</p><h3 style="color:#434343;text-align:left;">Summary</h3><p style="text-align:left;">I&rsquo;m really happy about this release. It follows a predictable and stable release cadence since the release of 6.0 a year ago. The new release adds a whole bunch of new features and capabilities, and it can be upgraded in place (including cross-version clusters) and deployed to production with no hassles.</p><p style="text-align:left;">Looking forward, we have already started work on the next version of RavenDB, tentatively meant to be 7.0. We have some cool ideas about what will go into that release (check the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/about/roadmap">roadmap</a></span>), but the key feature is likely to make RavenDB a more intelligent database, one might even say, artificially so.</p> <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" />https://www.ayende.com/blog/201697-B/ravendb-6-2-release?Key=3fc21f8e-8e84-4868-a4fe-74fd0a515c5chttps://www.ayende.com/blog/201697-B/ravendb-6-2-release?Key=3fc21f8e-8e84-4868-a4fe-74fd0a515c5cWed, 18 Sep 2024 12:00:00 GMTSeeing the results of Corax in production<p>Corax was released just under a year ago, and we are seeing more customers deploying that to production. During a call with a customer, we noticed the following detail:</p><p><a href="https://ayende.com/blog/Images/Open-Live-Writer/Seeing-the-results-of-Corax-in-productio_D60D/image_2.png"><img width="900" height="226" 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/Seeing-the-results-of-Corax-in-productio_D60D/image_thumb.png" border="0"></a></p><p>Let me explain what we are seeing here. The two indexes are the same, operating on the same set of documents. The only difference between those indexes is the indexing engine.</p><p>What is really amazing here is that Corax is able to index in 3:21 minutes what Lucene takes 17:15 minutes to index. In other words, Corax is <em>more than 5 times faster</em> than Lucene in a real world scenario.</p><p>And these news make me <em>very</em> happy.</p>https://www.ayende.com/blog/201633-A/seeing-the-results-of-corax-in-production?Key=b89c4aac-27e1-48e7-b8b9-631de8b2c513https://www.ayende.com/blog/201633-A/seeing-the-results-of-corax-in-production?Key=b89c4aac-27e1-48e7-b8b9-631de8b2c513Wed, 28 Aug 2024 12:00:00 GMTCaching documents in RavenDB: The good, the bad and the ugly<p style="text-align:left;">RavenDB has a hidden feature, enabled by default and not something that you usually need to be aware of. It has built-in support for caching. Consider the following code:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-go'><code class='line-numbers language-go'>async Task<span class="token operator">&lt;</span>Dictionary<span class="token operator">&lt;</span><span class="token builtin">string</span><span class="token punctuation">,</span> <span class="token builtin">int</span><span class="token operator">>></span> <span class="token function">HowMuchWorkToDo</span><span class="token punctuation">(</span><span class="token builtin">string</span> userId<span class="token punctuation">)</span> <span class="token punctuation">{</span> using <span class="token keyword">var</span> session <span class="token operator">=</span> _documentStore<span class="token punctuation">.</span><span class="token function">OpenAsyncSession</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">var</span> results <span class="token operator">=</span> await session<span class="token punctuation">.</span>Query<span class="token operator">&lt;</span>Item<span class="token operator">></span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">.</span><span class="token function">GroupBy</span><span class="token punctuation">(</span>x <span class="token operator">=</span><span class="token operator">></span><span class="token builtin">new</span> <span class="token punctuation">{</span> x<span class="token punctuation">.</span>Status<span class="token punctuation">,</span> x<span class="token punctuation">.</span>AssignedTo <span class="token punctuation">}</span><span class="token punctuation">)</span> <span class="token punctuation">.</span><span class="token function">Where</span><span class="token punctuation">(</span>g <span class="token operator">=</span><span class="token operator">></span> g<span class="token punctuation">.</span>Key<span class="token punctuation">.</span>AssignedTo <span class="token operator">==</span> userId <span class="token operator">&amp;&amp;</span> g<span class="token punctuation">.</span>Key<span class="token punctuation">.</span>Status <span class="token operator">!=</span> <span class="token string">"Closed"</span><span class="token punctuation">)</span> <span class="token punctuation">.</span><span class="token function">Select</span><span class="token punctuation">(</span>g <span class="token operator">=</span><span class="token operator">></span> <span class="token builtin">new</span> <span class="token punctuation">{</span> Status <span class="token operator">=</span> g<span class="token punctuation">.</span>Key<span class="token punctuation">.</span>Status<span class="token punctuation">,</span> Count <span class="token operator">=</span> g<span class="token punctuation">.</span><span class="token function">Count</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">}</span><span class="token punctuation">)</span> <span class="token punctuation">.</span><span class="token function">ToListAsync</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">return</span> results<span class="token punctuation">.</span><span class="token function">ToDictionary</span><span class="token punctuation">(</span>x <span class="token operator">=</span><span class="token operator">></span> x<span class="token punctuation">.</span>Status<span class="token punctuation">,</span> x <span class="token operator">=</span><span class="token operator">></span> x<span class="token punctuation">.</span>Count<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">What happens if I call it twice with the same user? The first time, RavenDB will send the query to the server, where it will be evaluated and executed. The server will also send an ETag&nbsp;header with the response. The client will remember the response and its ETag in its own memory.</p><p style="text-align:left;">The <em>next</em>&nbsp;time this is called on the same user, the client will again send a request to the server. This time, however, it will also inform the server that it has a previous response to this query, with the specified ETag. The server, when realizing the client has a cached response, will do a (very cheap) check to see if the cached response matches the current state of the server. If so, it can inform the client (using 304 Not Modified) that it can use its cache.</p><p style="text-align:left;">In this way, we benefit twice:</p><ul><li>First, on the server side, we avoid the need to compute the actual query.</li><li>Second, on the network side, we aren&rsquo;t sending a full response back, just a very small notification to use the cached version.</li></ul><p style="text-align:left;">You&rsquo;ll note, however, that there is still an issue. We have to go to the server to check. That means that we still pay the network costs. So far, this feature is completely transparent to the user. It works behind the scenes to optimize server query costs and network bandwidth costs.</p><p style="text-align:left;">We have a full-blown article <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/articles/caching-data-automatic-database-caching">on caching in RavenDB if you care to know more details</a></span>&nbsp;instead of just &ldquo;it makes things work faster for me&rdquo;.</p><h2 style="text-align:left;">Aggressive Caching in RavenDB</h2><p style="text-align:left;">The next stage is to involve the user. Enter the AggressiveCache()&nbsp;feature (<span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/latest/csharp/client-api/how-to/setup-aggressive-caching">see the full documentation</a></span><span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/latest/csharp/client-api/how-to/setup-aggressive-caching">&nbsp;here</a></span>), which allows the user to specify an additional aspect. Now, when the client has the value in the cache, it will <em>skip</em>&nbsp;going to the server entirely and serve the request directly from the cache. </p><p style="text-align:left;">What about cache invalidation? Instead of having the client check on each request if things have changed, we invert the process. The client asks the server to notify it when things change, and until it gets notice from the server, it can serve responses <em>completely from the local cache.</em></p><p style="text-align:left;">I really love this feature, that was the Good part, now let&rsquo;s talk about the other pieces:</p><blockquote><p style="text-align:left;"><span style="color:#303633;"><em>There are only two hard things in Computer Science: cache invalidation and naming things.</em></span></p></blockquote><blockquote><p style="text-align:left;"><span style="color:#303633;"><em>-- Phil Karlton</em></span></p></blockquote><p style="text-align:left;">The bad part of caching is that this introduces more complexity to the system. Consider a system with two clients that are using the same database. An update from one of them may show up at different times in each. Cache invalidation will not happen instantly, and it is possible to get into situations where the server fails to notify the client about the update, meaning that we didn&rsquo;t clear the cache.</p><p style="text-align:left;">We have a good set of solutions around all of those, I think. But it is important to understand that the problem space itself is a problem. </p><p style="text-align:left;">In particular, let&rsquo;s talk about dealing with the following query:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-go'><code class='line-numbers language-go'><span class="token keyword">var</span> emps <span class="token operator">=</span> session<span class="token punctuation">.</span>Query<span class="token operator">&lt;</span>Employee<span class="token operator">></span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">.</span><span class="token function">Include</span><span class="token punctuation">(</span>x <span class="token operator">=</span><span class="token operator">></span> x<span class="token punctuation">.</span>Department<span class="token punctuation">)</span> <span class="token punctuation">.</span><span class="token function">Where</span><span class="token punctuation">(</span>x <span class="token operator">=</span><span class="token operator">></span> x<span class="token punctuation">.</span>Location<span class="token punctuation">.</span>City <span class="token operator">==</span> <span class="token string">"London"</span><span class="token punctuation">)</span> <span class="token punctuation">.</span><span class="token function">ToListAsync</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">When an employee is changed on the server, it will send a notice to the client, which can evict the item from the cache, right? But what about when a <em>department</em>&nbsp;is changed? </p><p style="text-align:left;">For that matter, what happens if a <em>new</em>&nbsp;employee is added to London? How do we detect that we need to refresh this query?</p><p style="text-align:left;">There <em>are</em>&nbsp;solutions to those problems, but they are <em>super</em>&nbsp;complicated and have various failure modes that often require more computing power than actually running the query. For that reason, RavenDB uses a much simpler model. If the server notifies us about <em>any</em>&nbsp;change, we&rsquo;ll mark the <em>entire</em>&nbsp;cache as suspect. </p><p style="text-align:left;">The next request will have to go to the server (again with an ETag, etc) to verify that the response hasn&rsquo;t changed. Note that if the specific <em>query</em>&nbsp;results haven&rsquo;t changed, we&rsquo;ll get OK (304 Not Modified) from the server, and the client will use the cached response.</p><h2 style="text-align:left;">Conservatively aggressive approach</h2><p style="text-align:left;">In other words, even when using aggressive caching, RavenDB still has to go to the server sometimes. What is the impact of this approach when you have a system under load?</p><p style="text-align:left;">We&rsquo;ll still use aggressive caching, but you&rsquo;ll see brief periods where we aren&rsquo;t checking with the server (usually be able to cache for about a second or so), followed by queries to the server to check for any changes.</p><p style="text-align:left;">In most cases, this is what you want. We still benefit from the cache while reducing the number of remote calls by about 50%, and we don&rsquo;t have to worry about missing updates. The downside is that, as application developers, we <em>know</em>&nbsp;that this particular document and query are independent, so we want to cache them until we get notice about <em>that</em>&nbsp;particular document being changed.</p><p style="text-align:left;">The default aggressive caching in RavenDB will not be of major help here, I&rsquo;m afraid. But there are a few things you can do.</p><p style="text-align:left;">You can use Aggressive Caching in the NoTracking mode. In that mode, the client will not ask the server for notifications on changes, and will cache the responses in memory until they expire (clock expiration or size expiration only).</p><p style="text-align:left;">There is also a feature suggestion that calls for <span style="text-decoration:underline;"><a style="color:inherit;" href="https://issues.hibernatingrhinos.com/issue/RavenDB-22792/AggressiveCache-Background-Refresh-feature">updating the aggressive cache in a background manner</a></span>, I would love to hear more feedback on this proposal. </p><p style="text-align:left;">Another option is to take this feature higher than RavenDB directly, but still use its capabilities. Since we have a scenario where we know that we want to cache a specific set of documents and refresh the cache <em>only</em>&nbsp;when those documents are updated, let&rsquo;s write it.</p><p style="text-align:left;">Here is the code:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-csharp'><code class='line-numbers language-csharp'><span class="token keyword">public</span> <span class="token keyword">class</span> <span class="token class-name">RecordCache<span class="token punctuation">&lt;</span>T<span class="token punctuation">></span></span> <span class="token punctuation">{</span> <span class="token keyword">private</span> <span class="token class-name">ConcurrentLru<span class="token punctuation">&lt;</span><span class="token keyword">string</span><span class="token punctuation">,</span> T<span class="token punctuation">></span></span> _items <span class="token operator">=</span> <span class="token keyword">new</span><span class="token punctuation">(</span><span class="token number">256</span><span class="token punctuation">,</span> StringComparer<span class="token punctuation">.</span>OrdinalIgnoreCase<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">private</span> <span class="token keyword">readonly</span> <span class="token class-name">IDocumentStore</span> _documentStore<span class="token punctuation">;</span> <span class="token keyword">public</span> <span class="token function">RecordCache</span><span class="token punctuation">(</span><span class="token class-name">IDocumentStore</span> documentStore<span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">const</span> <span class="token class-name">BindingFlags</span> Flags <span class="token operator">=</span> BindingFlags<span class="token punctuation">.</span>Instance <span class="token operator">|</span> BindingFlags<span class="token punctuation">.</span>NonPublic <span class="token operator">|</span> BindingFlags<span class="token punctuation">.</span>Public<span class="token punctuation">;</span> <span class="token class-name"><span class="token keyword">var</span></span> violation <span class="token operator">=</span> <span class="token keyword">typeof</span><span class="token punctuation">(</span><span class="token type-expression class-name">T</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">GetFields</span><span class="token punctuation">(</span>Flags<span class="token punctuation">)</span> <span class="token punctuation">.</span><span class="token function">FirstOrDefault</span><span class="token punctuation">(</span>f <span class="token operator">=></span> f<span class="token punctuation">.</span>IsInitOnly <span class="token keyword">is</span> <span class="token class-name">false</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">if</span> <span class="token punctuation">(</span>violation <span class="token operator">!=</span> <span class="token keyword">null</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">throw</span> <span class="token keyword">new</span> <span class="token constructor-invocation class-name">InvalidOperationException</span><span class="token punctuation">(</span> <span class="token string">"You should cache *only* immutable records, but got: "</span> <span class="token operator">+</span> <span class="token keyword">typeof</span><span class="token punctuation">(</span><span class="token type-expression class-name">T</span><span class="token punctuation">)</span><span class="token punctuation">.</span>FullName <span class="token operator">+</span> <span class="token string">" with "</span> <span class="token operator">+</span> violation<span class="token punctuation">.</span>Name <span class="token operator">+</span> <span class="token string">" which is not read only!"</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token class-name"><span class="token keyword">var</span></span> changes <span class="token operator">=</span> documentStore<span class="token punctuation">.</span><span class="token function">Changes</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> changes<span class="token punctuation">.</span>ConnectionStatusChanged <span class="token operator">+=</span> <span class="token punctuation">(</span>_<span class="token punctuation">,</span> args<span class="token punctuation">)</span> <span class="token operator">=></span> <span class="token punctuation">{</span> _items <span class="token operator">=</span> <span class="token keyword">new</span><span class="token punctuation">(</span><span class="token number">256</span><span class="token punctuation">,</span> StringComparer<span class="token punctuation">.</span>OrdinalIgnoreCase<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span><span class="token punctuation">;</span> changes<span class="token punctuation">.</span><span class="token generic-method"><span class="token function">ForDocumentsInCollection</span><span class="token generic class-name"><span class="token punctuation">&lt;</span>T<span class="token punctuation">></span></span></span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">.</span><span class="token function">Subscribe</span><span class="token punctuation">(</span>e <span class="token operator">=></span> <span class="token punctuation">{</span> _items<span class="token punctuation">.</span><span class="token function">TryRemove</span><span class="token punctuation">(</span>e<span class="token punctuation">.</span>Id<span class="token punctuation">,</span> <span class="token keyword">out</span> _<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span><span class="token punctuation">)</span> <span class="token punctuation">;</span> _documentStore <span class="token operator">=</span> documentStore<span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token keyword">public</span> <span class="token return-type class-name">ValueTask<span class="token punctuation">&lt;</span>T<span class="token punctuation">></span></span> <span class="token function">Get</span><span class="token punctuation">(</span><span class="token class-name"><span class="token keyword">string</span></span> id<span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">if</span> <span class="token punctuation">(</span>_items<span class="token punctuation">.</span><span class="token function">TryGetValue</span><span class="token punctuation">(</span>id<span class="token punctuation">,</span> <span class="token keyword">out</span> <span class="token class-name"><span class="token keyword">var</span></span> result<span class="token punctuation">)</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">return</span> ValueTask<span class="token punctuation">.</span><span class="token function">FromResult</span><span class="token punctuation">(</span>result<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token keyword">return</span> <span class="token keyword">new</span> <span class="token constructor-invocation class-name">ValueTask<span class="token punctuation">&lt;</span>T<span class="token punctuation">></span></span><span class="token punctuation">(</span><span class="token function">GetFromServer</span><span class="token punctuation">(</span>id<span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token keyword">private</span> <span class="token keyword">async</span> <span class="token return-type class-name">Task<span class="token punctuation">&lt;</span>T<span class="token punctuation">></span></span> <span class="token function">GetFromServer</span><span class="token punctuation">(</span><span class="token class-name"><span class="token keyword">string</span></span> id<span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">using</span> <span class="token class-name"><span class="token keyword">var</span></span> session <span class="token operator">=</span> _documentStore<span class="token punctuation">.</span><span class="token function">OpenAsyncSession</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token class-name"><span class="token keyword">var</span></span> item <span class="token operator">=</span> <span class="token keyword">await</span> session<span class="token punctuation">.</span><span class="token generic-method"><span class="token function">LoadAsync</span><span class="token generic class-name"><span class="token punctuation">&lt;</span>T<span class="token punctuation">></span></span></span><span class="token punctuation">(</span>id<span class="token punctuation">)</span><span class="token punctuation">;</span> _items<span class="token punctuation">.</span><span class="token function">Set</span><span class="token punctuation">(</span>id<span class="token punctuation">,</span> item<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">return</span> item<span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">There are a few things to note about this code. We are holding <em>live instances</em>, so we ensure that the values we keep are immutable records. Otherwise, we may hand the same instance to two threads which can be&hellip; fun. </p><p style="text-align:left;">Note that document IDs in RavenDB are case insensitive, so we pass the right string comparer.</p><p style="text-align:left;">Finally, &nbsp;the magic happens in the constructor. We register for two important events. Whenever the connection status of the Changes()&nbsp;connection is modified, we clear the cache. This handles any lost updates scenarios that occurred while we were disconnected.</p><p style="text-align:left;">In practice, the subscription to events on that particular collection is where we ensure that after the server notification, we can evict the document from the cache so that the next request will load a fresh version.</p><h2 style="text-align:left;">Caching + Distributed Systems = &#129327;&#129327;&#129327;</h2><p style="text-align:left;">I&rsquo;m afraid this isn&rsquo;t an easy topic once you dive into the specifics and constraints we operate under. As I mentioned, I would love your feedback on the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://issues.hibernatingrhinos.com/issue/RavenDB-22792/AggressiveCache-Background-Refresh-feature">background cache refresh feature</a></span>,&nbsp;or maybe you have better insight into other ways to address the topic.</p> <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" />https://www.ayende.com/blog/201602-A/caching-documents-in-ravendb-the-good-the-bad-and-the-ugly?Key=9d3008ab-ec96-4c02-acb7-42d043441ab7https://www.ayende.com/blog/201602-A/caching-documents-in-ravendb-the-good-the-bad-and-the-ugly?Key=9d3008ab-ec96-4c02-acb7-42d043441ab7Mon, 19 Aug 2024 12:00:00 GMTOptimizing old code: StreamBitArray refactoring<p style="text-align:left;">RavenDB is a pretty old codebase, hitting 15+ years in production recently. In order to keep it alive &amp; well, we make sure to follow the rule of always leaving the code in a better shape than we found it. </p><p style="text-align:left;">Today&rsquo;s tale is about the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/ravendb/ravendb/blame/ceb5e9cfa53c8ba93d872a97bbda8250b0417c65/src/Voron/Impl/FreeSpace/StreamBitArray.cs">StreamBitArray</a></span>&nbsp;class, deep in the guts of Voron, RavenDB&rsquo;s storage engine. The class itself isn&rsquo;t really that interesting, it is just an implementation of a Bit Array that we have for a bitmap. We wrote it (based on Mono&rsquo;s code, it looks like) very early in the history of RavenDB and have never really touched it since.</p><p style="text-align:left;">The last time anyone touched it was 5 years ago (fixing the namespace), 7 years ago we created an issue from a TODO comment, etc. Most of the code dates back to 2013, actually. And even then it was moved from a different branch, so we lost the <em>really </em>old history. </p><p style="text-align:left;">To be clear, that class <em>did a full tour of duty. </em>For over a decade, it has served us very well. We never found a reason to change it, never got a trace of it in the profiler, etc. As we chip away at various hurdles inside RavenDB, I ran into this class and really looked at it with modern sensibilities. I think that this makes a great test case for code refactoring from the old style to our modern one.</p><p style="text-align:left;">Here is what the class looks like:</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">Already, we can see several things that really bug me. That class is only used in one context, to manage the free pages bitmap for Voron. That means we create it whenever Voron frees a page. That can happen a lot, as you might imagine. </p><p style="text-align:left;">A single bitmap here covers 2048 pages, so when we create an instance of this class we also allocate an array with 64 ints. In other words, we need to allocate 312 bytes for each page we free. That isn&rsquo;t fun, and it actually gets worse. Here is a typical example of using this class:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-go'><code class='line-numbers language-go'>using <span class="token punctuation">(</span>freeSpaceTree<span class="token punctuation">.</span><span class="token function">Read</span><span class="token punctuation">(</span>section<span class="token punctuation">,</span> out Slice result<span class="token punctuation">)</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> sba <span class="token operator">=</span> <span class="token operator">!</span>result<span class="token punctuation">.</span>HasValue ? <span class="token builtin">new</span> <span class="token function">StreamBitArray</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">:</span> <span class="token builtin">new</span> <span class="token function">StreamBitArray</span><span class="token punctuation">(</span>result<span class="token punctuation">.</span><span class="token function">CreateReader</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> sba<span class="token punctuation">.</span><span class="token function">Set</span><span class="token punctuation">(</span><span class="token punctuation">(</span><span class="token builtin">int</span><span class="token punctuation">)</span><span class="token punctuation">(</span>pageNumber <span class="token operator">%</span> NumberOfPagesInSection<span class="token punctuation">)</span><span class="token punctuation">,</span> <span class="token boolean">true</span><span class="token punctuation">)</span><span class="token punctuation">;</span> using <span class="token punctuation">(</span>sba<span class="token punctuation">.</span><span class="token function">ToSlice</span><span class="token punctuation">(</span>tx<span class="token punctuation">.</span>Allocator<span class="token punctuation">,</span> out Slice val<span class="token punctuation">)</span><span class="token punctuation">)</span> freeSpaceTree<span class="token punctuation">.</span><span class="token function">Add</span><span class="token punctuation">(</span>section<span class="token punctuation">,</span> val<span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">And inside the ToSlice()&nbsp;call, we have:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-dart'><code class='line-numbers language-dart'>public <span class="token class-name">ByteStringContext.InternalScope</span> <span class="token class-name">ToSlice</span><span class="token punctuation">(</span><span class="token class-name">ByteStringContext</span> context<span class="token punctuation">,</span> <span class="token class-name">ByteStringType</span> type<span class="token punctuation">,</span> out <span class="token class-name">Slice</span> str<span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">var</span> buffer <span class="token operator">=</span> <span class="token class-name">ToBuffer</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">var</span> scope <span class="token operator">=</span> <span class="token class-name"><span class="token namespace">context<span class="token punctuation">.</span></span>From</span><span class="token punctuation">(</span>buffer<span class="token punctuation">,</span> <span class="token number">0</span><span class="token punctuation">,</span> <span class="token class-name"><span class="token namespace">buffer<span class="token punctuation">.</span></span>Length</span><span class="token punctuation">,</span> type<span class="token punctuation">,</span> out <span class="token class-name">ByteString</span> byteString<span class="token punctuation">)</span><span class="token punctuation">;</span> str <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Slice</span><span class="token punctuation">(</span>byteString<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">return</span> scope<span class="token punctuation">;</span> <span class="token punctuation">}</span> private unsafe byte<span class="token punctuation">[</span><span class="token punctuation">]</span> <span class="token class-name">ToBuffer</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">var</span> tmpBuffer <span class="token operator">=</span> <span class="token keyword">new</span> byte<span class="token punctuation">[</span><span class="token punctuation">(</span>_inner<span class="token punctuation">.</span>Length <span class="token operator">+</span> <span class="token number">1</span><span class="token punctuation">)</span><span class="token operator">*</span>sizeof <span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">]</span><span class="token punctuation">;</span> unsafe <span class="token punctuation">{</span> fixed <span class="token punctuation">(</span>int<span class="token operator">*</span> src <span class="token operator">=</span> _inner<span class="token punctuation">)</span> fixed <span class="token punctuation">(</span>byte<span class="token operator">*</span> dest <span class="token operator">=</span> tmpBuffer<span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token operator">*</span><span class="token punctuation">(</span>int<span class="token operator">*</span><span class="token punctuation">)</span> dest <span class="token operator">=</span> <span class="token class-name">SetCount</span><span class="token punctuation">;</span> <span class="token class-name">Memory.Copy</span><span class="token punctuation">(</span>dest <span class="token operator">+</span> sizeof <span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">,</span> <span class="token punctuation">(</span>byte<span class="token operator">*</span><span class="token punctuation">)</span> src<span class="token punctuation">,</span> <span class="token class-name"><span class="token namespace">tmpBuffer<span class="token punctuation">.</span></span>Length</span> <span class="token operator">-</span> <span class="token number">1</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span> <span class="token keyword">return</span> tmpBuffer<span class="token punctuation">;</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">In other words, ToSlice()&nbsp;calls ToBuffer(), which allocates an array of bytes (288 bytes are allocated here), copies the data from the inner buffer to a new one (using fixed&nbsp;on the two arrays, which is a performance issue all in itself) and then calls a method to do the actual copy. Then in ToSlice()&nbsp;itself we allocate it <em>again</em>&nbsp;in native memory, which we then write to Voron, and then discard the whole thing. </p><p style="text-align:left;">In short, somehow it turns out that freeing a page in Voron costs us ~1KB of memory allocations. That sucks, I have to say. And the only reasoning I have for this code is that it is old. </p><p style="text-align:left;">Here is the constructor for this class as well:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-csharp'><code class='line-numbers language-csharp'><span class="token keyword">public</span> <span class="token function">StreamBitArray</span><span class="token punctuation">(</span><span class="token class-name">ValueReader</span> reader<span class="token punctuation">)</span> <span class="token punctuation">{</span> SetCount <span class="token operator">=</span> reader<span class="token punctuation">.</span><span class="token function">ReadLittleEndianInt32</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">unsafe</span> <span class="token punctuation">{</span> <span class="token keyword">fixed</span> <span class="token punctuation">(</span><span class="token keyword">int</span><span class="token operator">*</span> i <span class="token operator">=</span> _inner<span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token class-name"><span class="token keyword">int</span></span> read <span class="token operator">=</span> reader<span class="token punctuation">.</span><span class="token function">Read</span><span class="token punctuation">(</span><span class="token punctuation">(</span><span class="token keyword">byte</span><span class="token operator">*</span><span class="token punctuation">)</span>i<span class="token punctuation">,</span> _inner<span class="token punctuation">.</span>Length <span class="token operator">*</span> <span class="token keyword">sizeof</span><span class="token punctuation">(</span><span class="token type-expression class-name"><span class="token keyword">int</span></span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">if</span> <span class="token punctuation">(</span>read <span class="token operator">&lt;</span> _inner<span class="token punctuation">.</span>Length <span class="token operator">*</span> <span class="token keyword">sizeof</span><span class="token punctuation">(</span><span class="token type-expression class-name"><span class="token keyword">int</span></span><span class="token punctuation">)</span><span class="token punctuation">)</span> <span class="token keyword">throw</span> <span class="token keyword">new</span> <span class="token constructor-invocation class-name">EndOfStreamException</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">This accepts a reader to a piece of memory and does a <em>bunch</em>&nbsp;of things. It calls a few methods, uses fixed on the array, etc., all to get the data from the reader to the class. That is horribly inefficient. </p><p style="text-align:left;">Let&rsquo;s write it from scratch and see what we can do. The first thing to notice is that this is a very short-lived class, it is only used inside methods and never held for long. This usage pattern tells me that it is a good candidate to be made into a struct, and as long as we do that, we might as well fix the allocation of the array as well. </p><p style="text-align:left;">Note that I have a hard constraint, I cannot change the structure of the data on disk for backward compatibility reasons. So only in-memory changes are allowed. </p><p style="text-align:left;">Here is my first attempt at refactoring the code:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-rust'><code class='line-numbers language-rust'>public <span class="token keyword">unsafe</span> <span class="token keyword">struct</span> <span class="token type-definition class-name">StreamBitArray</span> <span class="token punctuation">{</span> private fixed uint _inner<span class="token punctuation">[</span><span class="token number">64</span><span class="token punctuation">]</span><span class="token punctuation">;</span> public int <span class="token class-name">SetCount</span><span class="token punctuation">;</span> public <span class="token class-name">StreamBitArray</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token class-name">SetCount</span> <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> <span class="token class-name">Vector256</span><span class="token operator">&lt;</span>uint<span class="token operator">></span><span class="token punctuation">.</span><span class="token class-name">Zero</span><span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token class-name">Vector256</span><span class="token operator">&lt;</span>uint<span class="token operator">></span><span class="token punctuation">.</span><span class="token class-name">Zero</span><span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">8</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token class-name">Vector256</span><span class="token operator">&lt;</span>uint<span class="token operator">></span><span class="token punctuation">.</span><span class="token class-name">Zero</span><span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">16</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token class-name">Vector256</span><span class="token operator">&lt;</span>uint<span class="token operator">></span><span class="token punctuation">.</span><span class="token class-name">Zero</span><span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">24</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token class-name">Vector256</span><span class="token operator">&lt;</span>uint<span class="token operator">></span><span class="token punctuation">.</span><span class="token class-name">Zero</span><span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">32</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token class-name">Vector256</span><span class="token operator">&lt;</span>uint<span class="token operator">></span><span class="token punctuation">.</span><span class="token class-name">Zero</span><span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">40</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token class-name">Vector256</span><span class="token operator">&lt;</span>uint<span class="token operator">></span><span class="token punctuation">.</span><span class="token class-name">Zero</span><span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">48</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token class-name">Vector256</span><span class="token operator">&lt;</span>uint<span class="token operator">></span><span class="token punctuation">.</span><span class="token class-name">Zero</span><span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">56</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> public <span class="token class-name">StreamBitArray</span><span class="token punctuation">(</span>byte<span class="token operator">*</span> ptr<span class="token punctuation">)</span> <span class="token punctuation">{</span> var ints <span class="token operator">=</span> <span class="token punctuation">(</span>uint<span class="token operator">*</span><span class="token punctuation">)</span>ptr<span class="token punctuation">;</span> <span class="token class-name">SetCount</span> <span class="token operator">=</span> <span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token operator">*</span>ints<span class="token punctuation">;</span> var a <span class="token operator">=</span> <span class="token class-name">Vector256</span><span class="token punctuation">.</span><span class="token class-name">LoadUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> ints<span class="token punctuation">[</span><span class="token number">1</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> var b <span class="token operator">=</span> <span class="token class-name">Vector256</span><span class="token punctuation">.</span><span class="token class-name">LoadUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> ints<span class="token punctuation">[</span><span class="token number">9</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> var c <span class="token operator">=</span> <span class="token class-name">Vector256</span><span class="token punctuation">.</span><span class="token class-name">LoadUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> ints<span class="token punctuation">[</span><span class="token number">17</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> var d <span class="token operator">=</span> <span class="token class-name">Vector256</span><span class="token punctuation">.</span><span class="token class-name">LoadUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> ints<span class="token punctuation">[</span><span class="token number">25</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> var e <span class="token operator">=</span> <span class="token class-name">Vector256</span><span class="token punctuation">.</span><span class="token class-name">LoadUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> ints<span class="token punctuation">[</span><span class="token number">33</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> var f <span class="token operator">=</span> <span class="token class-name">Vector256</span><span class="token punctuation">.</span><span class="token class-name">LoadUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> ints<span class="token punctuation">[</span><span class="token number">41</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> var g <span class="token operator">=</span> <span class="token class-name">Vector256</span><span class="token punctuation">.</span><span class="token class-name">LoadUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> ints<span class="token punctuation">[</span><span class="token number">49</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> var h <span class="token operator">=</span> <span class="token class-name">Vector256</span><span class="token punctuation">.</span><span class="token class-name">LoadUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> ints<span class="token punctuation">[</span><span class="token number">57</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> a<span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> b<span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">8</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> c<span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">16</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> d<span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">24</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> e<span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">32</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> f<span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">40</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> g<span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">48</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> h<span class="token punctuation">.</span><span class="token class-name">StoreUnsafe</span><span class="token punctuation">(</span><span class="token keyword">ref</span> _inner<span class="token punctuation">[</span><span class="token number">56</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">That looks like a lot of code, but let&rsquo;s see what changes I brought to bear here. </p><ul><li>Using a struct instead of a class saves us an allocation.</li><li>Using a fixed array means that we don&rsquo;t have a separate allocation for the buffer.</li><li>Using [SkipLocalsInit]&nbsp;means that we ask the JIT <em>not</em>&nbsp;to zero the struct. We do that directly in the default constructor.</li><li>We are loading the data from the ptr&nbsp;in the second constructor directly.</li></ul><p style="text-align:left;">The fact that this is a struct and using a fixed array means that we can create a new instance of this without any allocations, we just need 260 bytes of stack space (the 288 we previously allocated also included object headers).</p><p style="text-align:left;">Let&rsquo;s look at the actual machine code that these two constructors generate. Looking at the default constructor, we have:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-yaml'><code class='line-numbers language-yaml'>StreamBitArray..ctor() <span class="token key atrule">L0000</span><span class="token punctuation">:</span> push ebp <span class="token key atrule">L0001</span><span class="token punctuation">:</span> mov ebp<span class="token punctuation">,</span> esp <span class="token key atrule">L0003</span><span class="token punctuation">:</span> vzeroupper <span class="token key atrule">L0006</span><span class="token punctuation">:</span> xor eax<span class="token punctuation">,</span> eax <span class="token key atrule">L0008</span><span class="token punctuation">:</span> mov <span class="token punctuation">[</span>ecx+0x100<span class="token punctuation">]</span><span class="token punctuation">,</span> eax <span class="token key atrule">L000e</span><span class="token punctuation">:</span> vxorps ymm0<span class="token punctuation">,</span> ymm0<span class="token punctuation">,</span> ymm0 <span class="token key atrule">L0012</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm0 <span class="token key atrule">L0016</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0x20<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm0 <span class="token key atrule">L001b</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0x40<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm0 <span class="token key atrule">L0020</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0x60<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm0 <span class="token key atrule">L0025</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0x80<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm0 <span class="token key atrule">L002d</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0xa0<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm0 <span class="token key atrule">L0035</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0xc0<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm0 <span class="token key atrule">L003d</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0xe0<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm0 <span class="token key atrule">L0045</span><span class="token punctuation">:</span> vzeroupper <span class="token key atrule">L0048</span><span class="token punctuation">:</span> pop ebp <span class="token key atrule">L0049</span><span class="token punctuation">:</span> ret</code></pre><hr/></p><p style="text-align:left;">There is the function prolog and epilog, but the code of this method uses 4 256-bit instructions to zero the buffer. If we were to let the JIT handle this, it would use 128-bit instructions and a loop to do it. In this case, our way is better, because we know more than the JIT.</p><p style="text-align:left;">As for the constructor accepting an external pointer, here is what this translates into:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-yaml'><code class='line-numbers language-yaml'>StreamBitArray..ctor(Byte<span class="token important">*)</span> <span class="token key atrule">L0000</span><span class="token punctuation">:</span> push ebp <span class="token key atrule">L0001</span><span class="token punctuation">:</span> mov ebp<span class="token punctuation">,</span> esp <span class="token key atrule">L0003</span><span class="token punctuation">:</span> vzeroupper <span class="token key atrule">L0006</span><span class="token punctuation">:</span> mov eax<span class="token punctuation">,</span> <span class="token punctuation">[</span>edx<span class="token punctuation">]</span> <span class="token key atrule">L0008</span><span class="token punctuation">:</span> mov <span class="token punctuation">[</span>ecx+0x100<span class="token punctuation">]</span><span class="token punctuation">,</span> eax <span class="token key atrule">L000e</span><span class="token punctuation">:</span> vmovups ymm0<span class="token punctuation">,</span> <span class="token punctuation">[</span>edx+4<span class="token punctuation">]</span> <span class="token key atrule">L0013</span><span class="token punctuation">:</span> vmovups ymm1<span class="token punctuation">,</span> <span class="token punctuation">[</span>edx+0x24<span class="token punctuation">]</span> <span class="token key atrule">L0018</span><span class="token punctuation">:</span> vmovups ymm2<span class="token punctuation">,</span> <span class="token punctuation">[</span>edx+0x44<span class="token punctuation">]</span> <span class="token key atrule">L001d</span><span class="token punctuation">:</span> vmovups ymm3<span class="token punctuation">,</span> <span class="token punctuation">[</span>edx+0x64<span class="token punctuation">]</span> <span class="token key atrule">L0022</span><span class="token punctuation">:</span> vmovups ymm4<span class="token punctuation">,</span> <span class="token punctuation">[</span>edx+0x84<span class="token punctuation">]</span> <span class="token key atrule">L002a</span><span class="token punctuation">:</span> vmovups ymm5<span class="token punctuation">,</span> <span class="token punctuation">[</span>edx+0xa4<span class="token punctuation">]</span> <span class="token key atrule">L0032</span><span class="token punctuation">:</span> vmovups ymm6<span class="token punctuation">,</span> <span class="token punctuation">[</span>edx+0xc4<span class="token punctuation">]</span> <span class="token key atrule">L003a</span><span class="token punctuation">:</span> vmovups ymm7<span class="token punctuation">,</span> <span class="token punctuation">[</span>edx+0xe4<span class="token punctuation">]</span> <span class="token key atrule">L0042</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm0 <span class="token key atrule">L0046</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0x20<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm1 <span class="token key atrule">L004b</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0x40<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm2 <span class="token key atrule">L0050</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0x60<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm3 <span class="token key atrule">L0055</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0x80<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm4 <span class="token key atrule">L005d</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0xa0<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm5 <span class="token key atrule">L0065</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0xc0<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm6 <span class="token key atrule">L006d</span><span class="token punctuation">:</span> vmovups <span class="token punctuation">[</span>ecx+0xe0<span class="token punctuation">]</span><span class="token punctuation">,</span> ymm7 <span class="token key atrule">L0075</span><span class="token punctuation">:</span> vzeroupper <span class="token key atrule">L0078</span><span class="token punctuation">:</span> pop ebp <span class="token key atrule">L0079</span><span class="token punctuation">:</span> ret</code></pre><hr/></p><p style="text-align:left;">This code is <em>exciting</em>&nbsp;to me because we are also allowing instruction-level parallelism. We effectively allow the CPU to execute all the operations of reading and writing in parallel. </p><p style="text-align:left;">Next on the chopping block is this method:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-csharp'><code class='line-numbers language-csharp'><span class="token keyword">public</span> <span class="token return-type class-name"><span class="token keyword">int</span></span> <span class="token function">FirstSetBit</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">for</span> <span class="token punctuation">(</span><span class="token class-name"><span class="token keyword">int</span></span> i <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> i <span class="token operator">&lt;</span> _inner<span class="token punctuation">.</span>Length<span class="token punctuation">;</span> i<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">if</span> <span class="token punctuation">(</span>_inner<span class="token punctuation">[</span>i<span class="token punctuation">]</span> <span class="token operator">==</span> <span class="token number">0</span><span class="token punctuation">)</span> <span class="token keyword">continue</span><span class="token punctuation">;</span> <span class="token keyword">return</span> i <span class="token operator">&lt;&lt;</span> <span class="token number">5</span> <span class="token operator">|</span> <span class="token function">HighestBitSet</span><span class="token punctuation">(</span>_inner<span class="token punctuation">[</span>i<span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token keyword">return</span> <span class="token operator">-</span><span class="token number">1</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token keyword">private</span> <span class="token keyword">static</span> <span class="token return-type class-name"><span class="token keyword">int</span></span> <span class="token function">HighestBitSet</span><span class="token punctuation">(</span><span class="token class-name"><span class="token keyword">int</span></span> v<span class="token punctuation">)</span> <span class="token punctuation">{</span> v <span class="token operator">|=</span> v <span class="token operator">>></span> <span class="token number">1</span><span class="token punctuation">;</span> <span class="token comment">// first round down to one less than a power of 2 </span> v <span class="token operator">|=</span> v <span class="token operator">>></span> <span class="token number">2</span><span class="token punctuation">;</span> v <span class="token operator">|=</span> v <span class="token operator">>></span> <span class="token number">4</span><span class="token punctuation">;</span> v <span class="token operator">|=</span> v <span class="token operator">>></span> <span class="token number">8</span><span class="token punctuation">;</span> v <span class="token operator">|=</span> v <span class="token operator">>></span> <span class="token number">16</span><span class="token punctuation">;</span> <span class="token keyword">return</span> MultiplyDeBruijnBitPosition<span class="token punctuation">[</span><span class="token punctuation">(</span><span class="token keyword">uint</span><span class="token punctuation">)</span><span class="token punctuation">(</span>v <span class="token operator">*</span> <span class="token number">0x07C4ACDDU</span><span class="token punctuation">)</span> <span class="token operator">>></span> <span class="token number">27</span><span class="token punctuation">]</span><span class="token punctuation">;</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">We are using vector instructions to scan 8 ints at a time, trying to find the first one that is set. Then we find the right int and locate the first set bit <em>there</em>. Here is what the assembly looks like:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-yaml'><code class='line-numbers language-yaml'>StreamBitArray.FirstSetBit() <span class="token key atrule">L0000</span><span class="token punctuation">:</span> push ebp <span class="token key atrule">L0001</span><span class="token punctuation">:</span> mov ebp<span class="token punctuation">,</span> esp <span class="token key atrule">L0003</span><span class="token punctuation">:</span> vzeroupper <span class="token key atrule">L0006</span><span class="token punctuation">:</span> xor edx<span class="token punctuation">,</span> edx <span class="token key atrule">L0008</span><span class="token punctuation">:</span> cmp <span class="token punctuation">[</span>ecx<span class="token punctuation">]</span><span class="token punctuation">,</span> cl <span class="token key atrule">L000a</span><span class="token punctuation">:</span> vmovups ymm0<span class="token punctuation">,</span> <span class="token punctuation">[</span>ecx+edx<span class="token important">*4</span><span class="token punctuation">]</span> <span class="token key atrule">L000f</span><span class="token punctuation">:</span> vxorps ymm1<span class="token punctuation">,</span> ymm1<span class="token punctuation">,</span> ymm1 <span class="token key atrule">L0013</span><span class="token punctuation">:</span> vpcmpud k1<span class="token punctuation">,</span> ymm0<span class="token punctuation">,</span> ymm1<span class="token punctuation">,</span> <span class="token number">6</span> <span class="token key atrule">L001a</span><span class="token punctuation">:</span> vpmovm2d ymm0<span class="token punctuation">,</span> k1 <span class="token key atrule">L0020</span><span class="token punctuation">:</span> vptest ymm0<span class="token punctuation">,</span> ymm0 <span class="token key atrule">L0025</span><span class="token punctuation">:</span> jne short L0039 <span class="token key atrule">L0027</span><span class="token punctuation">:</span> add edx<span class="token punctuation">,</span> <span class="token number">8</span> <span class="token key atrule">L002a</span><span class="token punctuation">:</span> cmp edx<span class="token punctuation">,</span> <span class="token number">0x40</span> <span class="token key atrule">L002d</span><span class="token punctuation">:</span> jl short L000a <span class="token key atrule">L002f</span><span class="token punctuation">:</span> mov eax<span class="token punctuation">,</span> <span class="token number">0xffffffff</span> <span class="token key atrule">L0034</span><span class="token punctuation">:</span> vzeroupper <span class="token key atrule">L0037</span><span class="token punctuation">:</span> pop ebp <span class="token key atrule">L0038</span><span class="token punctuation">:</span> ret <span class="token key atrule">L0039</span><span class="token punctuation">:</span> vmovmskps eax<span class="token punctuation">,</span> ymm0 <span class="token key atrule">L003d</span><span class="token punctuation">:</span> tzcnt eax<span class="token punctuation">,</span> eax <span class="token key atrule">L0041</span><span class="token punctuation">:</span> add eax<span class="token punctuation">,</span> edx <span class="token key atrule">L0043</span><span class="token punctuation">:</span> xor edx<span class="token punctuation">,</span> edx <span class="token key atrule">L0045</span><span class="token punctuation">:</span> tzcnt edx<span class="token punctuation">,</span> <span class="token punctuation">[</span>ecx+eax<span class="token important">*4</span><span class="token punctuation">]</span> <span class="token key atrule">L004a</span><span class="token punctuation">:</span> shl eax<span class="token punctuation">,</span> <span class="token number">5</span> <span class="token key atrule">L004d</span><span class="token punctuation">:</span> add eax<span class="token punctuation">,</span> edx <span class="token key atrule">L004f</span><span class="token punctuation">:</span> vzeroupper <span class="token key atrule">L0052</span><span class="token punctuation">:</span> pop ebp <span class="token key atrule">L0053</span><span class="token punctuation">:</span> ret</code></pre><hr/></p><p style="text-align:left;">In short, the code is simpler, shorter, and more explicit about what it is doing. The machine code that is running there is <em>much</em>&nbsp;tighter. And I don&rsquo;t have allocations galore. </p><p style="text-align:left;">This particular optimization isn&rsquo;t about showing better numbers in a specific scenario that I can point to. I don&rsquo;t think we ever delete enough pages to actually see this in a profiler output in such an obvious way. The goal is to reduce allocations and give the GC less work to do, which has a global impact on the performance of the system.</p> <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" />https://www.ayende.com/blog/201601-A/optimizing-old-code-streambitarray-refactoring?Key=3620c293-cb23-48b8-bb06-df1576cea427https://www.ayende.com/blog/201601-A/optimizing-old-code-streambitarray-refactoring?Key=3620c293-cb23-48b8-bb06-df1576cea427Fri, 16 Aug 2024 12:00:00 GMTImproving RavenDB's Node.js bulk insert performance<p style="text-align:left;">During a performance evaluation internally, we ran into a strange situation. Our bulk insert performance using the node.js API was <em>significantly</em>&nbsp;worse than the performance of other clients. In particular, when we compared that to the C# version, we saw that the numbers were <em>significantly</em>&nbsp;worse than expected.</p><p style="text-align:left;">To be fair, this comparison is made between our C# client, which has been through the <em>wringer</em>&nbsp;in terms of optimization and attention to performance, and the Node.js client. The focus of the Node.js client was on correctness and usability. </p><p style="text-align:left;">It isn&rsquo;t fair to expect the same performance from Node.js and C#, after all. However, that difference in performance was annoying enough to make us take a deeper look into what was going on.</p><p style="text-align:left;">Here is the relevant code:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'><span class="token keyword">const</span> store <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">DocumentStore</span><span class="token punctuation">(</span><span class="token string">'http://localhost:8080'</span><span class="token punctuation">,</span> <span class="token string">'bulk'</span><span class="token punctuation">)</span><span class="token punctuation">;</span> store<span class="token punctuation">.</span><span class="token function">initialize</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">const</span> bulk <span class="token operator">=</span> store<span class="token punctuation">.</span><span class="token function">bulkInsert</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">for</span> <span class="token punctuation">(</span><span class="token keyword">let</span> i <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> i <span class="token operator">&lt;</span> <span class="token number">100_000_000</span><span class="token punctuation">;</span> i<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">await</span> bulk<span class="token punctuation">.</span><span class="token function">store</span><span class="token punctuation">(</span><span class="token keyword">new</span> <span class="token class-name">User</span><span class="token punctuation">(</span><span class="token string">'user'</span> <span class="token operator">+</span> i<span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token keyword">await</span> bulk<span class="token punctuation">.</span><span class="token function">finish</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">As you can see, the Node.js numbers are <em>respectable</em>. Running at a rate of over 85,000 writes per second is nothing to sneeze at.</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">But I also ran the exact same test with the C# client, and I got annoyed. The C# client was able to hit close to 100,000 <em>more</em>&nbsp;writes per second than the Node.js client. And in both cases, the actual limit was on the client side, not on the server side. </p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">For fun, I ran a few clients and hit 250,000 writes/second without really doing much. The last time we properly tested ingest performance for RavenDB we achieved 150,000 writes/second. So it certainly looks like we are performing significantly better.</p><p style="text-align:left;">Going back to the Node.js version, I wanted to know what exactly was the problem that we had there. Why are we so much slower than the C# version? It&rsquo;s possible that this is just the limits of the node.js platform, but you <em>gotta </em>check to know. </p><p style="text-align:left;">Node.js has an --inspect flag that you can use, and Chrome has a built-in profiler (<span style="color:#2c3437;">chrome://inspect) </span>that can plug into that. Using the DevTools, you can get a performance profile of a Node.js process.</p><p style="text-align:left;">I did just that and go the following numbers:</p><p style="text-align:left;"><img 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" style="float: right"/></p><p style="text-align:left;">That is&hellip; curious. <em>Really</em>&nbsp;curious, isn&rsquo;t it?</p><p style="text-align:left;">Basically, none of my code appears here <em>at</em>&nbsp;all, most of the time is spent dealing with the async machinery. If you look at the code above, you can see that we are issuing an await&nbsp;for each document stored. &nbsp;</p><p style="text-align:left;">The idea with bulk insert is that under the covers, we split the writing to an in-memory buffer and the flushing of the buffer to the network. In the vast majority of cases, we&rsquo;ll <em>not</em>&nbsp;do any async operations in the store()&nbsp;call. If the buffer is full, we&rsquo;ll need to flush it to the network, and that may force us to do an actual await&nbsp;operation. In Node.js, awaiting an async function that doesn&rsquo;t actually perform any async operation appears to be <em>super</em>&nbsp;expensive.</p><p style="text-align:left;">We threw around a bunch of ideas on how to resolve this issue. The problem is that Node.js has no equivalent to C#&rsquo;s ValueTask.&nbsp;We also have a lot of existing code out there in the field that we must remain compatible with.</p><p style="text-align:left;">Our solution to this dilemma was to add another function that you can call, like so:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'><span class="token keyword">for</span> <span class="token punctuation">(</span><span class="token keyword">let</span> i <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> i <span class="token operator">&lt;</span> <span class="token number">100_000_000</span><span class="token punctuation">;</span> i<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">const</span> user <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">User</span><span class="token punctuation">(</span><span class="token string">'user'</span> <span class="token operator">+</span> i<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">const</span> id <span class="token operator">=</span> <span class="token string">"users/"</span> <span class="token operator">+</span> i<span class="token punctuation">;</span> <span class="token keyword">if</span> <span class="token punctuation">(</span>bulk<span class="token punctuation">.</span><span class="token function">tryStoreSync</span><span class="token punctuation">(</span>user<span class="token punctuation">,</span> id<span class="token punctuation">)</span> <span class="token operator">==</span> <span class="token boolean">false</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">await</span> bulk<span class="token punctuation">.</span><span class="token function">store</span><span class="token punctuation">(</span>user<span class="token punctuation">,</span> id<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">The idea is that if you call tryStoreSync()&nbsp;we&rsquo;ll try to do everything in memory, but it may not be possible (e.g. if we need to flush the buffer). In that case, you&rsquo;ll need to call the async function store()&nbsp;explicitly. </p><p style="text-align:left;">Given that the usual reason for using the dedicated API for bulk insert is performance, this looks like a reasonable thing to ask. Especially when you can see the actual performance results. We are talking about over 55%<strong>(!!!)</strong>&nbsp;improvement in the performance of bulk insert.</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">It gets even better. That was just the mechanical fix to avoid generating a promise per operation. While we are addressing this performance issue, there are a few other low-hanging fruits that could improve the bulk insert performance in Node.js. </p><p style="text-align:left;">For example, it turns out that we pay a hefty cost to generate the metadata for all those documents (runtime reflection cost, mostly). We can generate it <em>once</em>&nbsp;and be done with it, like so:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'><span class="token keyword">const</span> bulk <span class="token operator">=</span> store<span class="token punctuation">.</span><span class="token function">bulkInsert</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">const</span> metadata <span class="token operator">=</span> <span class="token punctuation">{</span> <span class="token string-property property">"@collection"</span><span class="token operator">:</span> <span class="token string">"Users"</span><span class="token punctuation">,</span> <span class="token string-property property">"Raven-Node-Type"</span><span class="token operator">:</span> <span class="token string">"User"</span> <span class="token punctuation">}</span><span class="token punctuation">;</span> <span class="token keyword">for</span> <span class="token punctuation">(</span><span class="token keyword">let</span> i <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> i <span class="token operator">&lt;</span> <span class="token number">100_000_000</span><span class="token punctuation">;</span> i<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">const</span> user <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">User</span><span class="token punctuation">(</span><span class="token string">'user'</span> <span class="token operator">+</span> i<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">const</span> id <span class="token operator">=</span> <span class="token string">"users/"</span> <span class="token operator">+</span> i<span class="token punctuation">;</span> <span class="token keyword">if</span> <span class="token punctuation">(</span>bulk<span class="token punctuation">.</span><span class="token function">tryStoreSync</span><span class="token punctuation">(</span>user<span class="token punctuation">,</span> id<span class="token punctuation">,</span> metadata<span class="token punctuation">)</span> <span class="token operator">==</span> <span class="token boolean">false</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">await</span> bulk<span class="token punctuation">.</span><span class="token function">store</span><span class="token punctuation">(</span>user<span class="token punctuation">,</span> id<span class="token punctuation">,</span> metadata<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span> <span class="token keyword">await</span> bulk<span class="token punctuation">.</span><span class="token function">finish</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">And this code in particular gives us:</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">That is basically near enough to the C#&rsquo;s speed that I don&rsquo;t think we <em>need</em>&nbsp;to pay more attention to performance. Overall, that was time very well spent in making things go <em>fast</em>.</p> <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" />https://www.ayende.com/blog/201569-A/improving-ravendbs-node-js-bulk-insert-performance?Key=77afcb92-876b-45b3-99da-17adb2630100https://www.ayende.com/blog/201569-A/improving-ravendbs-node-js-bulk-insert-performance?Key=77afcb92-876b-45b3-99da-17adb2630100Thu, 08 Aug 2024 12:00:00 GMTWith bugs, failures and errors: ever chugging forward<p style="text-align:left;">A customer called us about some pretty weird-looking numbers in their system:</p><p style="text-align:left;"><img 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"/></p><p style="text-align:left;">You&rsquo;ll note that the total number of entries in the index across all the nodes does not match. Notice that node C has 1 less entry than the rest of the system. </p><p style="text-align:left;">At the same time, all the indicators are <em>green</em>. As far as the administrator can tell, there is no issue, except for the number discrepancy. Why is it behaving in this manner? </p><p style="text-align:left;">Well, let&rsquo;s zoom out a bit. What are we <em>actually</em>&nbsp;looking at here? We are looking at the state of a particular <em>index</em>&nbsp;in a single database within a cluster of machines. When examining the index, there is no apparent problem. Indexing is running properly, after all.</p><p style="text-align:left;">The actual problem was a replication issue, which prevented replication from proceeding to the third node. When looking at the index status, you can only see that the entry count is different. </p><p style="text-align:left;">When we zoom out and look at the state of the cluster, we can see this:</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">There are a few things that I want to point out in this scenario. The problem here is a pretty nasty one. All nodes are alive and well, they are communicating with each other, and any simple health check you run will give good results.</p><p style="text-align:left;">However, there is a problem that prevents replication from properly flowing to node C. The actual details aren&rsquo;t relevant (a bug that we fixed, to tell the complete story). The most important aspect is how RavenDB behaves in such a scenario.</p><p style="text-align:left;">The cluster detected this as a problem, marked the node as problematic, and raised the appropriate alerts. As a result of this, clients would automatically be turned away from node C and use only the healthy nodes. </p><p style="text-align:left;">From the customer&rsquo;s perspective, the issue was never user-visible since the cluster isolated the problematic node. I had a hand in the design of this, and I wrote some of the relevant code. And I&rsquo;m still looking at these screenshots with a big sense of accomplishment. </p><p style="text-align:left;">This stuff isn&rsquo;t easy or simple. But to an outside observer, the problem started from: why am I looking at funny numbers in the index state in the admin panel? And not at: why am I serving the wrong data to my users.</p><p style="text-align:left;">The design of RavenDB is inherently paranoid. We go to a <em>lot</em>&nbsp;of trouble to ensure that even if you run into problems, even if you encounter outright bugs (as in this case), the system as a whole would know how to deal with them and either recover or work around the issue.</p><p style="text-align:left;">As you can see, live in production, it actually works and does the Right Thing for you. Thus, I can end this post by saying that this behavior makes me truly happy.</p> <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" />https://www.ayende.com/blog/201473-A/with-bugs-failures-and-errors-ever-chugging-forward?Key=0f0444b8-2028-4fcc-b5e5-1d70451d72ebhttps://www.ayende.com/blog/201473-A/with-bugs-failures-and-errors-ever-chugging-forward?Key=0f0444b8-2028-4fcc-b5e5-1d70451d72ebMon, 29 Jul 2024 12:00:00 GMTIndexing only recent data - adventures with large datasets & archiving<p style="text-align:left;">We recently got a support request from a user in which they had the following issue:</p><hr/><p style="text-align:left;">We have an index that is using way too much disk space. We don&rsquo;t need to search the entire dataset, just the most recent documents. Can we do something like this?</p><p style="text-align:left;"><hr/><pre class='line-numbers language-go'><code class='line-numbers language-go'>from d in docs<span class="token punctuation">.</span>Events where d<span class="token punctuation">.</span>CreationDate <span class="token operator">>=</span> DateTime<span class="token punctuation">.</span>UtcNow<span class="token punctuation">.</span><span class="token function">AddMonths</span><span class="token punctuation">(</span><span class="token operator">-</span><span class="token number">3</span><span class="token punctuation">)</span> <span class="token keyword">select</span> <span class="token builtin">new</span> <span class="token punctuation">{</span> d<span class="token punctuation">.</span>CreationDate<span class="token punctuation">,</span> d<span class="token punctuation">.</span>Content <span class="token punctuation">}</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">The idea is that only documents from the past 3 months would be indexed, while older documents would be purged from the index but still retained. </p><p style="text-align:left;">The actual problem is that this is a full-text search index, and the actual data size required to perform a full-text search across the entire dataset is higher than just storing the documents (which can be easily compressed). </p><p style="text-align:left;">This is a great example of an XY problem. The request was to allow access to the current date during the indexing process so the index could filter out old documents. However, that is actually something that we <em>explicitly</em>&nbsp;prevent. The problem is that the current date isn&rsquo;t really meaningful when we talk about indexing. The indexing time isn&rsquo;t really relevant for filtering or operations, since it has no association with the actual data. </p><p style="text-align:left;">The date of a document and the time it was indexed are completely unrelated. I might update a document (and thus re-index it) whose CreationDate is far in the past. That would filter it out from the index. However, if we <em>didn&rsquo;t</em>&nbsp;update the document, it would be retained indefinitely, since the filtering occurs only at indexing time.</p><p style="text-align:left;">Going back to the XY problem, what is the user trying to solve? They don&rsquo;t want to index all data, but they do want to retain it forever. So how can we achieve this with RavenDB?</p><h2 style="text-align:left;">Data Archiving in RavenDB</h2><p style="text-align:left;">One of the things we aim to do with RavenDB is ensure that we have a good fit for most common scenarios, and archiving is certainly one of them. In RavenDB 6.0 we added <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.0/csharp/server/extensions/archival">explicit support for Data Archiving</a></span>.</p><p style="text-align:left;">When you save a document, all you need to do is add a metadata element: @archive-at&nbsp;and you are set. For example, take a look at the following document:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-json'><code class='line-numbers language-json'><span class="token punctuation">{</span> <span class="token property">"Name"</span><span class="token operator">:</span> <span class="token string">"Wilman Kal"</span><span class="token punctuation">,</span> <span class="token property">"Phone"</span><span class="token operator">:</span> <span class="token string">"90-224 8888"</span><span class="token punctuation">,</span> <span class="token property">"@metadata"</span><span class="token operator">:</span> <span class="token punctuation">{</span> <span class="token property">"@archive-at"</span><span class="token operator">:</span> <span class="token string">"2024-11-01T12:00:00.000Z"</span><span class="token punctuation">,</span> <span class="token property">"@collection"</span><span class="token operator">:</span> <span class="token string">"Companies"</span><span class="token punctuation">,</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">This document is set to be archived on Nov 1st, 2024. What does that mean? </p><p style="text-align:left;">From that day on, RavenDB will automatically mark it as an archived document, meaning it will be stored in a compressed format and excluded from indexing by default.</p><p style="text-align:left;">In fact, this exact scenario is detailed<span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.0/csharp/server/extensions/archival#archival-and-other-features">&nbsp;in the documentation</a></span>. </p><p style="text-align:left;">You can decide (on a per-index basis) whether to include archived documents in the index. This gives you a very high level of flexibility without requiring much manual effort. </p><p style="text-align:left;">In short, for this scenario, you can simply tell RavenDB when to archive the document and let RavenDB handle the rest. RavenDB will do the right thing for you.</p> <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" />https://www.ayende.com/blog/201442-B/indexing-only-recent-data-adventures-with-large-datasets-archiving?Key=207ea1c3-6953-4e6f-9715-082281f3d70ahttps://www.ayende.com/blog/201442-B/indexing-only-recent-data-adventures-with-large-datasets-archiving?Key=207ea1c3-6953-4e6f-9715-082281f3d70aFri, 26 Jul 2024 12:00:00 GMT Cloned Dictionary vs. Immutable Dictionary vs. Frozen Dictionary in high traffic systems<p style="text-align:left;">In my <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/201281-B/challenge-efficient-snapshotable-state?key=352251b097cd4fbda04a3e274ffdc2f0">previous post</a></span>, I explained what we are trying to do. Create a way to carry a dictionary between transactions in RavenDB, allowing one write transaction to modify it while all other read transactions only observe the state of the dictionary as it was at the publication time.</p><p style="text-align:left;">I want to show a couple of ways I tried solving this problem using the built-in tools in the Base Class Library. Here is roughly what I&rsquo;m trying to do:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'>IEnumerable<span class="token operator">&lt;</span>object<span class="token operator">></span> <span class="token function">SingleDictionary</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">var</span> dic <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Dictionary</span><span class="token operator">&lt;</span>long<span class="token punctuation">,</span> object<span class="token operator">></span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">var</span> random <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Random</span><span class="token punctuation">(</span><span class="token number">932</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">var</span> v <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">object</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token comment">// number of transactions</span> <span class="token keyword">for</span> <span class="token punctuation">(</span><span class="token keyword">var</span> txCount <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> txCount <span class="token operator">&lt;</span> <span class="token number">1000</span><span class="token punctuation">;</span> txCount<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token comment">// operations in transaction</span> <span class="token keyword">for</span> <span class="token punctuation">(</span>int opCount <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> opCount <span class="token operator">&lt;</span> <span class="token number">10_000</span><span class="token punctuation">;</span> opCount<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> dic<span class="token punctuation">[</span>random<span class="token punctuation">.</span><span class="token function">NextInt64</span><span class="token punctuation">(</span><span class="token number">0</span><span class="token punctuation">,</span> <span class="token number">1024</span> <span class="token operator">*</span> <span class="token number">1024</span> <span class="token operator">*</span> <span class="token number">1024</span><span class="token punctuation">)</span><span class="token punctuation">]</span> <span class="token operator">=</span> v<span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token keyword">yield</span> <span class="token keyword">return</span> dic<span class="token punctuation">;</span><span class="token comment">// publish the dictionary</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">As you can see, we are running a thousand transactions, each of which performs 10,000 operations. We &ldquo;publish&rdquo; the state of the transaction after each time. </p><p style="text-align:left;">This is just to set up a baseline for what I&rsquo;m trying to do. I&rsquo;m focusing solely on this one aspect of the table that is published. Note that I cannot actually use this particular code. The issue is that the dictionary is both mutable and shared (across threads), I cannot do that. </p><p style="text-align:left;">The easiest way to go about this is to just clone the dictionary. Here is what this would look like:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>IEnumerable<span class="token operator">&lt;</span>object<span class="token operator">></span> <span class="token function-name function">ClonedDictionary</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> var dic <span class="token operator">=</span> new Dictionary<span class="token operator">&lt;</span>long, object<span class="token operator">></span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> var random <span class="token operator">=</span> new Random<span class="token punctuation">(</span><span class="token number">932</span><span class="token punctuation">)</span><span class="token punctuation">;</span> var <span class="token function">v</span> <span class="token operator">=</span> new object<span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> // number of transactions <span class="token keyword">for</span> <span class="token punctuation">(</span>var txCount <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> txCount <span class="token operator">&lt;</span> <span class="token number">1000</span><span class="token punctuation">;</span> txCount++<span class="token punctuation">)</span> <span class="token punctuation">{</span> // operations <span class="token keyword">in</span> transaction <span class="token keyword">for</span> <span class="token punctuation">(</span>int opCount <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> opCount <span class="token operator">&lt;</span> 10_000<span class="token punctuation">;</span> opCount++<span class="token punctuation">)</span> <span class="token punctuation">{</span> dic<span class="token punctuation">[</span>random.NextInt64<span class="token punctuation">(</span><span class="token number">0</span>, <span class="token number">1024</span> * <span class="token number">1024</span> * <span class="token number">1024</span><span class="token punctuation">)</span><span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token function">v</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> // publish the dictionary yield <span class="token builtin class-name">return</span> new Dictionary<span class="token operator">&lt;</span>long, object<span class="token operator">></span><span class="token punctuation">(</span>dic<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">This is basically the same code, but when I publish the dictionary, I&rsquo;m going to create a new instance (which will be read-only). This is <em>exactly</em>&nbsp;what I want: to have a cloned, read-only copy that the read transactions can use while I get to keep on modifying the write copy.</p><p style="text-align:left;">The downside of this approach is twofold. First, there are a lot of allocations because of this, and the more items in the table, the more expensive it is to copy.</p><p style="text-align:left;">I can try using the ImmutableDictionary in the Base Class Library, however. Here is what this would look like:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-dart'><code class='line-numbers language-dart'><span class="token class-name">IEnumerable</span><span class="token generics"><span class="token punctuation">&lt;</span>object<span class="token punctuation">></span></span> <span class="token class-name">ClonedImmutableDictionary</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">var</span> dic <span class="token operator">=</span> <span class="token class-name">ImmutableDictionary.Create</span><span class="token generics"><span class="token punctuation">&lt;</span>long<span class="token punctuation">,</span> object<span class="token punctuation">></span></span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">var</span> random <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Random</span><span class="token punctuation">(</span><span class="token number">932</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">var</span> v <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token function">object</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token comment">// number of transactions</span> <span class="token keyword">for</span> <span class="token punctuation">(</span><span class="token keyword">var</span> txCount <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> txCount <span class="token operator">&lt;</span> <span class="token number">1000</span><span class="token punctuation">;</span> txCount<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token comment">// operations in transaction</span> <span class="token keyword">for</span> <span class="token punctuation">(</span>int opCount <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> opCount <span class="token operator">&lt;</span> <span class="token number">10</span>_000<span class="token punctuation">;</span> opCount<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> dic <span class="token operator">=</span> <span class="token class-name"><span class="token namespace">dic<span class="token punctuation">.</span></span>Add</span><span class="token punctuation">(</span><span class="token class-name"><span class="token namespace">random<span class="token punctuation">.</span></span>NextInt64</span><span class="token punctuation">(</span><span class="token number">0</span><span class="token punctuation">,</span> <span class="token number">1024</span> <span class="token operator">*</span> <span class="token number">1024</span> <span class="token operator">*</span> <span class="token number">1024</span><span class="token punctuation">)</span><span class="token punctuation">,</span> v<span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token comment">// publish the dictionary</span> <span class="token keyword">yield</span> <span class="token keyword">return</span> dic<span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">The benefit here is that the act of publishing is effectively a no-op. Just send the immutable value out to the world. The downside of using immutable dictionaries is that each operation involves an allocation, and the actual underlying implementation is far less efficient as a hash table than the regular dictionary.</p><p style="text-align:left;">I can try to optimize this a bit by using the builder pattern, as shown here:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'>IEnumerable<span class="token operator">&lt;</span>object<span class="token operator">></span> <span class="token function">BuilderImmutableDictionary</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">var</span> builder <span class="token operator">=</span> ImmutableDictionary<span class="token punctuation">.</span>CreateBuilder<span class="token operator">&lt;</span>long<span class="token punctuation">,</span> object<span class="token operator">></span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">var</span> random <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Random</span><span class="token punctuation">(</span><span class="token number">932</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">var</span> v <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">object</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">;</span> <span class="token comment">// number of transactions</span> <span class="token keyword">for</span> <span class="token punctuation">(</span><span class="token keyword">var</span> txCount <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> txCount <span class="token operator">&lt;</span> <span class="token number">1000</span><span class="token punctuation">;</span> txCount<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token comment">// operations in transaction</span> <span class="token keyword">for</span> <span class="token punctuation">(</span>int opCount <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> opCount <span class="token operator">&lt;</span> <span class="token number">10_000</span><span class="token punctuation">;</span> opCount<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> builder<span class="token punctuation">[</span>random<span class="token punctuation">.</span><span class="token function">NextInt64</span><span class="token punctuation">(</span><span class="token number">0</span><span class="token punctuation">,</span> <span class="token number">1024</span> <span class="token operator">*</span> <span class="token number">1024</span> <span class="token operator">*</span> <span class="token number">1024</span><span class="token punctuation">)</span><span class="token punctuation">]</span> <span class="token operator">=</span> v<span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token comment">// publish the dictionary</span> <span class="token keyword">yield</span> <span class="token keyword">return</span> builder<span class="token punctuation">.</span><span class="token function">ToImmutable</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">Now we only pay the immutable cost one per transaction, right? However,&nbsp;the underlying implementation is still an AVL tree, not a proper hash table. This means that not only is it more expensive for publishing the state, but we are now slower for <em>reads</em>&nbsp;as well. That is <em>not</em>&nbsp;something that we want.</p><p style="text-align:left;">The BCL recently introduced a FrozenDictionary, which is meant to be super efficient for a really common case of dictionaries that are accessed a <em>lot</em>&nbsp;but rarely written to. I delved into its implementation and was impressed by the amount of work invested into ensuring that this will be really fast.</p><p style="text-align:left;">Let&rsquo;s see how <em>that </em>would look like for our scenario, shall we?</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'>IEnumerable<span class="token operator">&lt;</span>object<span class="token operator">></span> <span class="token function">FrozenDictionary</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">var</span> dic <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Dictionary</span><span class="token operator">&lt;</span>long<span class="token punctuation">,</span> object<span class="token operator">></span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">var</span> random <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Random</span><span class="token punctuation">(</span><span class="token number">932</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">var</span> v <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">object</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token comment">// number of transactions</span> <span class="token keyword">for</span> <span class="token punctuation">(</span><span class="token keyword">var</span> txCount <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> txCount <span class="token operator">&lt;</span> <span class="token number">1000</span><span class="token punctuation">;</span> txCount<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token comment">// operations in transaction</span> <span class="token keyword">for</span> <span class="token punctuation">(</span>int opCount <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> opCount <span class="token operator">&lt;</span> <span class="token number">10_000</span><span class="token punctuation">;</span> opCount<span class="token operator">++</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> dic<span class="token punctuation">[</span>random<span class="token punctuation">.</span><span class="token function">NextInt64</span><span class="token punctuation">(</span><span class="token number">0</span><span class="token punctuation">,</span> <span class="token number">1024</span> <span class="token operator">*</span> <span class="token number">1024</span> <span class="token operator">*</span> <span class="token number">1024</span><span class="token punctuation">)</span><span class="token punctuation">]</span> <span class="token operator">=</span> v<span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token comment">// publish the dictionary</span> <span class="token keyword">yield</span> <span class="token keyword">return</span> dic<span class="token punctuation">.</span><span class="token function">ToFrozenDictionary</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">The good thing is that we are using a standard dictionary on the write side and publishing it once per transaction. The downside is that we need to pay a cost to create the frozen dictionary that is proportional to the number of items in the dictionary. That can get expensive <em>fast</em>.</p><p style="text-align:left;">After seeing all of those options, let&rsquo;s check the numbers. The full code is in <span style="text-decoration:underline;"><a style="color:inherit;" href="https://gist.github.com/ayende/307d50cac75ab3c5819568f9e5f68644">this gist</a></span>.</p><p style="text-align:left;">I executed all of those using Benchmark.NET, let&rsquo;s see the results. </p><table style="width:100%;" class="table-bordered table-striped" ><tr><strong><td><span style="color:#1f2328;"><strong>Method</strong></span></td><td><span style="color:#1f2328;"><strong>Mean</strong></span></td><td><span style="color:#1f2328;"><strong>Ratio</strong></span></td></strong></tr><tr><td><span style="color:#1f2328;">SingleDictionaryBench</span></td><td><span style="color:#1f2328;">7.768 ms</span></td><td><span style="color:#1f2328;">1.00</span></td></tr><tr><td><span style="color:#1f2328;">BuilderImmutableDictionaryBench</span></td><td><span style="color:#1f2328;">122.508 ms</span></td><td><span style="color:#1f2328;">15.82</span></td></tr><tr><td><span style="color:#1f2328;">ClonedImmutableDictionaryBench</span></td><td><span style="color:#1f2328;">176.041 ms</span></td><td><span style="color:#1f2328;">21.95</span></td></tr><tr><td><span style="color:#1f2328;">ClonedDictionaryBench</span></td><td><span style="color:#1f2328;">1,489.614 ms</span></td><td><span style="color:#1f2328;">195.04</span></td></tr><tr><td><span style="color:#1f2328;">FrozenDictionaryBench</span></td><td><span style="color:#1f2328;">6,279.542 ms</span></td><td><span style="color:#1f2328;">807.36</span></td></tr><tr><td><span style="color:#1f2328;">ImmutableDictionaryFromDicBench</span></td><td><span style="color:#1f2328;">46,906.047 ms</span></td><td><span style="color:#1f2328;">6,029.69</span></td></tr></table><p style="text-align:left;">Note that the difference in speed is absolutely staggering. The SingleDictionaryBench&nbsp;is a bad example. It is just filling a dictionary directly, with no additional cost. The cost for the <span style="color:#1f2328;">BuilderImmutableDictionaryBench </span>is more reasonable, given what it has to do. </p><p style="text-align:left;">Just looking at the benchmark result isn&rsquo;t sufficient. I implemented every one of those options in RavenDB and ran them under a profiler. The results are quite interesting.</p><p style="text-align:left;">Here is the version I started with, using a frozen dictionary. That is the <em>right</em>&nbsp;data structure for what I want. I have one thread that is mutating data, then publish the frozen results for others to use.</p><p style="text-align:left;">However, take a look at the profiler results! Don&rsquo;t focus on the duration values, look at the percentage of time spent creating the frozen dictionary. That is 60%(!) of the <em>total transaction time</em>. That is&hellip; an absolutely insane number.</p><p style="text-align:left;"><img 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"/></p><p style="text-align:left;">Note that it is clear that the frozen dictionary isn&rsquo;t suitable for our needs here. The ratio between reading and writing isn&rsquo;t sufficient to justify the cost. One of the benefits of FrozenDictionary is that it is <em>more</em>&nbsp;expensive to create than normal since it is trying hard to optimize for reading performance.</p><p style="text-align:left;">What about the ImmutableDictionary? Well, that is a <em>complete</em>&nbsp;non-starter. It is taking close to 90%(!!) of the total transaction runtime. I know that I called the frozen numbers insane, I should have chosen something else, because now I have no words to describe this. </p><p style="text-align:left;"><img 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"/></p><p style="text-align:left;">Remember that one problem here is that we cannot just use the regular dictionary or a concurrent dictionary. We need to have a <em>fixed</em>&nbsp;state of the dictionary when we publish it. What if we use a normal dictionary, cloned?</p><p style="text-align:left;">This is far better, at about 40%, instead of 60% or 90%.</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">You have to understand, better doesn&rsquo;t mean good. Spending those numbers on just publishing the state of the transaction is beyond ridiculous. </p><p style="text-align:left;">We need to find another way to do this. Remember where we started? The PageTable in RavenDB that currently handles this is really complex. </p><p style="text-align:left;">I looked into my records and found <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/164739/immutable-collections-performance">this blog post from over a decade ago</a></span>, discussing this exact problem. It certainly looks like this complexity is at least semi-justified. </p><p style="text-align:left;">I still want to be able to fix this&hellip; but it won&rsquo;t be as easy as reaching out to a built-in type in the BCL, it seems. </p> <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" />https://www.ayende.com/blog/201314-B/cloned-dictionary-vs-immutable-dictionary-vs-frozen-dictionary-in-high-traffic-systems?Key=5b127528-fc8b-4749-9442-eedcd34afb9bhttps://www.ayende.com/blog/201314-B/cloned-dictionary-vs-immutable-dictionary-vs-frozen-dictionary-in-high-traffic-systems?Key=5b127528-fc8b-4749-9442-eedcd34afb9bWed, 03 Jul 2024 12:00:00 GMTChallenge: Efficient snapshotable state<p style="text-align:left;">At the heart of RavenDB, there is a data structure that we call the Page Translation Table. It is one of <em>the</em>&nbsp;most important pieces inside RavenDB.</p><p style="text-align:left;">The page translation table is basically a Dictionary&lt;long, Page&gt;, mapping between a page number and the actual page. The critical aspect of this data structure is that it is both concurrent and multi-version. That is, at a single point, there may be multiple versions of the table, representing different versions of the table at given points in time.</p><p style="text-align:left;">The way it works, a transaction in RavenDB generates a page translation table as part of its execution and publishes the table on commit. However, each subsequent table builds upon the previous one, so things become more complex. Here is a usage example (in Python pseudo-code):</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>table <span class="token operator">=</span> <span class="token punctuation">{</span><span class="token punctuation">}</span> with wtx1 <span class="token operator">=</span> write_tx<span class="token punctuation">(</span>table<span class="token punctuation">)</span>: wtx1.put<span class="token punctuation">(</span><span class="token number">2</span>, <span class="token string">'v1'</span><span class="token punctuation">)</span> wtx1.put<span class="token punctuation">(</span><span class="token number">3</span>, <span class="token string">'v1'</span><span class="token punctuation">)</span> wtx1.publish<span class="token punctuation">(</span>table<span class="token punctuation">)</span> <span class="token comment"># table has (2 => v1, 3 => v1)</span> with wtx2 <span class="token operator">=</span> write_tx<span class="token punctuation">(</span>table<span class="token punctuation">)</span>: wtx2.put<span class="token punctuation">(</span><span class="token number">2</span>, <span class="token string">'v2'</span><span class="token punctuation">)</span> wtx2.put<span class="token punctuation">(</span><span class="token number">4</span>, <span class="token string">'v2'</span><span class="token punctuation">)</span> wtx2.publish<span class="token punctuation">(</span>table<span class="token punctuation">)</span> <span class="token comment"># table has (2 => v2, 3 => v1, 4 => v2)</span></code></pre><hr/></p><p style="text-align:left;">This is pretty easy to follow, I think. The table is a simple hash table at this point in time.</p><p style="text-align:left;">The catch is when we mix read transactions as well, like so:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'><span class="token comment"># table has (2 => v2, 3 => v1, 4 => v2)</span> with rtx1 <span class="token operator">=</span> read_tx<span class="token punctuation">(</span>table<span class="token punctuation">)</span>: with wtx3 <span class="token operator">=</span> write_tx<span class="token punctuation">(</span>table<span class="token punctuation">)</span>: wtx3.put<span class="token punctuation">(</span><span class="token number">2</span>, <span class="token string">'v3'</span><span class="token punctuation">)</span> wtx3.put<span class="token punctuation">(</span><span class="token number">3</span>, <span class="token string">'v3'</span><span class="token punctuation">)</span> wtx3.put<span class="token punctuation">(</span><span class="token number">5</span>, <span class="token string">'v3'</span><span class="token punctuation">)</span> with rtx2 <span class="token operator">=</span> read_tx<span class="token punctuation">(</span>table<span class="token punctuation">)</span>: rtx2.read<span class="token punctuation">(</span><span class="token number">2</span><span class="token punctuation">)</span> <span class="token comment"># => gives, v2</span> rtx2.read<span class="token punctuation">(</span><span class="token number">3</span><span class="token punctuation">)</span> <span class="token comment"># => gives, v1</span> rtx2.read<span class="token punctuation">(</span><span class="token number">5</span><span class="token punctuation">)</span> <span class="token comment"># => gives, None</span> wtx3.publish<span class="token punctuation">(</span>table<span class="token punctuation">)</span> <span class="token comment"># table has (2 => v3, 3 => v3, 4 => v2, 5 => v3)</span> <span class="token comment"># but rtx2 still observe the value as they were when</span> <span class="token comment"># rtx2 was created</span> rtx2.read<span class="token punctuation">(</span><span class="token number">2</span><span class="token punctuation">)</span> <span class="token comment"># => gives, v2</span> rtx2.read<span class="token punctuation">(</span><span class="token number">3</span><span class="token punctuation">)</span> <span class="token comment"># => gives, v1</span> rtx2.read<span class="token punctuation">(</span><span class="token number">5</span><span class="token punctuation">)</span> <span class="token comment"># => gives, None</span></code></pre><hr/></p><p style="text-align:left;">In other words, until we publish a transaction, its changes don&rsquo;t take effect. And any <em>read</em>&nbsp;translation that was already started isn&rsquo;t impacted. We also need this to be concurrent, so we can use the table in multiple threads (a single write transaction at a time, but potentially <em>many</em>&nbsp;read transactions). Each transaction may modify hundreds or thousands of pages, and we&rsquo;ll only clear the table of old values once in a while (so it isn&rsquo;t <em>infinite</em>&nbsp;growth, but may certainly reach respectable numbers of items).</p><p style="text-align:left;">The implementation we have inside of RavenDB for this is <em>complex</em>! I tried drawing that on the whiteboard to explain what was going on, and I needed both the third and fourth dimensions to illustrate the concept. </p><p style="text-align:left;">Given these requirements, how would you implement this sort of data structure? </p> <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" />https://www.ayende.com/blog/201281-B/challenge-efficient-snapshotable-state?Key=352251b0-97cd-4fbd-a04a-3e274ffdc2f0https://www.ayende.com/blog/201281-B/challenge-efficient-snapshotable-state?Key=352251b0-97cd-4fbd-a04a-3e274ffdc2f0Mon, 01 Jul 2024 12:00:00 GMTRavenDB News: June, 2024<p style="text-align:left;">We recently published an article on <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/articles/getting-started-with-graphql-and-ravendb">Getting started with GraphQL and RavenDB</a></span>, it will walk you through setting up <span style="text-decoration:underline;"><a style="color:inherit;" href="https://chillicream.com/docs/hotchocolate/v13">Hot Chocolate</a></span>&nbsp;to create a RavenDB-based GraphQL endpoint in your system.</p><p style="text-align:left;">Here is what this looks like:</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><hr/><p style="text-align:left;">Another new feature is the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/ravendb/ravendb/discussions/18710">New Database Wizard</a></span>, which was completely redesigned and made much simpler. We have a great number of features &amp; options, and the idea is that we want to give you better insight into what you can do with your system. </p><p style="text-align:left;">Here is a quick peek, but take a look at <span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/ravendb/ravendb/discussions/18710">the link</a></span>. I&rsquo;m biased, of course, but I think the team did a really great job in exposing a really complex set of options in a very clear manner.</p><p style="text-align:left;"><img 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"/><hr/></p><p style="text-align:left;"><span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/ravendb/ravendb/discussions/18709">The About Page</a></span>&nbsp;of RavenDB Studio has undergone major updates. In particular, we have made it easier to see that new versions are available, what changes are included in each version, and check for updates. Additionally, you can now review your license details and compare features available in different editions. </p><hr/><p style="text-align:left;"><span style="color:#444746;">Furthermore, </span>we pushed an update to the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/about">About Page of RavenDB</a></span>itself. Here we try to tell the story of RavenDB and how it came about. Beyond the narrative, our goal is to explain the design philosophy of RavenDB.<img src="data:image/png;base64,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" style="float: right"/></p><p style="text-align:left;">The idea is quite simple, we aim to be the database that you <em>don&rsquo;t</em>&nbsp;have to think about. The one component in your system that you don&rsquo;t need to worry about, the cog that just keeps on working. If we do our job right, we are a very boring database. Amusingly enough, the actual story behind it is quite interesting, and I would love to get your feedback on it.</p><hr/><p style="text-align:left;">We also published <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/about/roadmap">our new roadmap</a></span>, which has a bunch of new goodies for you. I&rsquo;m quite excited about this, and I hope you&rsquo;ll too (in a boring manner &#128578;). Upcoming features include data governance features, Open Telemetry integration, extremely large clusters, and more.</p><p style="text-align:left;">One of our stated goals in the roadmap is better performance, with a focus on ARM hardware, which is taking the server / cloud world by storm. To that end, we are performing many &ldquo;crimes against code&rdquo; to squeeze every last erg of performance from the system. </p><p style="text-align:left;">Initial results are <em>promising</em>, but we still have some way to go before we can publicly disclose numbers. </p><p style="text-align:left;">As usual, I would appreciate your feedback about the roadmap and the new features in general.</p> <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" />https://www.ayende.com/blog/201250-A/ravendb-news-june-2024?Key=86f9cdba-4fff-4cad-913d-6831eb507a4dhttps://www.ayende.com/blog/201250-A/ravendb-news-june-2024?Key=86f9cdba-4fff-4cad-913d-6831eb507a4dFri, 28 Jun 2024 12:00:00 GMTRecording: Building a Database Engine in C# & .NET<p>Watch Oren Eini, CEO of RavenDB, as he delves into the intricate process of constructing a database engine using C# and .NET. Uncover the unique features that make C# a robust system language for high-end system development. Learn how C# provides direct memory access and fine-grained control, enabling developers to seamlessly blend high-level concepts with intimate control over system operations within a single project. Embark on the journey of leveraging the power of C# and .NET to craft a potent and efficient database engine, unlocking new possibilities in system development.</p><p>I’m going <em>deep</em> into some of the cool stuff that you can do with C# and low level programming.</p><p><iframe width="787" height="443" title="Building a Database Engine in C# &amp; .NET" src="https://www.youtube.com/embed/4TqR8yVVjV4" frameborder="0" allowfullscreen="" referrerpolicy="strict-origin-when-cross-origin" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share"></iframe></p>https://www.ayende.com/blog/201217-A/recording-building-a-database-engine-in-c-net?Key=7886276f-7ae5-4c05-8418-d01e20ab4e3ahttps://www.ayende.com/blog/201217-A/recording-building-a-database-engine-in-c-net?Key=7886276f-7ae5-4c05-8418-d01e20ab4e3aWed, 19 Jun 2024 12:00:00 GMTMy calendar is full 10 years from now<p style="text-align:left;"><img 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JpTzpcvn/WCICx4VDItwOAyVURcCtNijPjwpgR3srij/bEsftasWWPThtBIC5iqYXSOOMQrAtHkfe7cufZRUNoBUw90+DwJhAALBgH0zz//2CDKUHEd4UBQ4r6nTN5///2wXhWu47xVXIfrEXcTqm26ham9zMSlk/IJJxTxKjDVQxvC6+imOSgf6ioar5+rV7wT1Feo8mDhHSVpIeTJD0HBTP0w2KDtjhgx4og6TI/2nlXqX0lfMlWowJQlB2XPPm5UkTmrDsp/3rQPEEiLd4UpoilGpEC+8PGFSozQCTA1Q8cTPNJFTBB8SjAtYsZPOEPD9A6BgTwZ4N+PazEKxJ1Lh51REL+Baxi3dnC6GckSgBj8+GU4MC5Ms3z77bf26Qqe0MFwhIIRb3C58v3dd9+15U6Z+AlXruFg5EwQMWkj6NAJwdNPP93+HSrvLh0EKOJGJ/gWwcNTJxilYIPLVAPTd+SXoEk/nDucgQZiJ5g+IIiXKSpG6cHwOgCmP/BaUScYKtoM6XcCzME1ySvBl7EK32jSGwsunZRP8OPZXAsPClN1oQSggwD0lJ5gCU4vbZrgZB47Z5sfyol4Jff00NFCfohLIc6EQQdP8ODFQHAFE2t7j0Ss9Y94w9Pp2hbtCaHuf6oveB8l/sl0ofLrvAOyektg2gbR4oeYk0XrDkrFYxKk/9W5pVGlXDq9EyOMTBEhBFgGL8xzM+2DgeORQlzRTNXg2uU9Cbx0i0BT3PbuCRT+ZvTCejwkBMsGx51gLPEu8JQAYgWXMeckUBMvBHPzeHBSIlyaEQex4jeQCC/iMeg8STudLm5spk9igc6T+BhEF6IllIsdDwV5p1wJbKQMKF++U96Uu4sFiKZcI0F6ODfHM42AYeNpC4QYj4oTL0S9kg6ECE+Q0Aa6dOlirw94ihAJBH7yrgtXVpyPJ114ZJpHdt1InXzjJSMgF08J1w421A6OobwJuCTmAA8QT78w/cGjr9QtZUK6EH486cL5eeQXuD7lQnpIF3VJndI2mQaLhljSGwvB6SQvlDP1TDqJScH7wbXPPPNMO/3J/UH7ID94HClzfyAppJTe4DbNdbge1+X61CvTr+GI5j5DAJBO2iZPQFHWtHfywJSwXwDE0t6jJZb6d4/WE9DMfQQuwJk2xb0aah8l/kn7d1RHwTu/7reLo8fbPjeKwb/tf+/tk5OrJUje3AnWq+IXKh1eO/w45UgIkOTxvVAwKsMg8MmIiRsfo+XgUVLW89IqByMc3L/33HOPfVwSFzauVz/OIDGa4ZFExApg5HgPBI8ph3NJh0sznRWPLsYC1+LdFwT60bkyunMQGEvHRb5iARc9gZPEpfAZCjpljD3ijHLFfQ2uXBE7jmjKNRrwiFxxxRXW2OD6J23UBekk74zAHVwfAeOCb4EOH4PpHlum/hw8ostv8DCd56BsefQZw4F3CSjf4CdfHDwRhgBmOpHRML+f44eASp4sQcS4N9Ni4DFIPOWEp8CBAWcd+0YbkxJremOBdPIoLe8CwTA6CEwmn9QL6eQlcsRc8K4fpkGBNkFe8Bz4CZde7iMEP/Xkb9Oh6ikUke4z2hLiCM8W13D3CGKK7eQRwcn9A7G091iItv7pX5haYorJxYshnlhH2kl3qH2U+CfBKOYU/Z+4+698I2f/hPkHt+xK9iakB7ghg93omQXCAtc0c83c2IyiUhIU7EtsAx1BuPJhBIOLmqke8sn+mQltmvQwmsQY40mI1sj5wQNAsCKPafI+lmCYLkOgMZLGqGAUmL9H4FCuwW9edURbrqkBVzlTYIx0qYtIeXdlRR3SqUeqO/IIsdQxx5Ae2h1CEsObUtngIcLLtGLFCmsUMVRHU0apSW80RJtOypV9MJqIipTuNUdK6U2rNn00pLa9x0I05cr9w5NOfs8UfQ8CxZVvqH2U+EaFSgRyklBRooMOk3lxYil4uVcob0xwx60o2Rlt70p6kukxKoqS1eAJBmIFcLEHv9xKURRFSVtUqChKjPCCN6YrQj2SrCiKoqQtEad+wj2dkRMgXkCnfhSHmydnnjtcPAXxB8yNEy8QKfZAUbI62t6V9EQ9KooSA3hQECgE84ULEOTpGfbRTlvJCWh7V9ITFSqKoiiKosQtKlQURVEURYlbVKjkUA4eFHl1zFq5682lsmdv1vsBpaQ9B2T91r2ycfs+OZBilFX68e5PG6Xf6MCPtKWWvfsPyoZt+2w+9uyNPhPkufPzi2TeypR/Gfdo2GXKtudrS+X3OTu8NYqiKJmHCpVsCCLk0ZEr5PbXl8o+Ywz9rNuyV06/b45MmB14PXvBfFlrThkj2nfUSqnaeaqcfOcsqXfzdKl14zT57I/NNt8ZxfZd+2WTEQypAWH1zg8bpGbXaXJCjxnSuOdMqXbDVHnmw9VRicYD5gRrNu+V//alT4Y5K+1k93/6C6CKomQ+KlSyITwx27ZJcZkyf6c1aH7+nLdT8uROkOMrF5Bbzz9W+l1fQfLlyRrNACN+22tLZO6KXTJlUANZPLyRrH63sQy9s5o89u5K+XHaNm/P+AUxNWTcOnntq7XyWe9asuKdE2W5WX58qq58MXGzvDJmXYYKLkVRlHgnsVevXn28v4+ARzB5vXNOhkfu0jOSnVc580hfWlO4QC759I/NUuXYfFKrfOA3U/CuvPrVOmlSo5Cc1aiYLFy9R5Zv+E+OKxF4/HrHrv3y+cQtMmr8Btm0fb9ULpNX8hoRs3TdHlm8Zo/ZL68VQVt37pdJc3dIicK5JX/egMiZtjjJConihY78+SjO+97Pm+SDXzYedl7guJ2799t0vPH1OnOt/6RG2XzJ2/2Mm7JVxkzaIoPvqCbljwn8CCDpIY/HFM0ti1bvlqa1CkkusxJjP31Jkj0naS1u0lq6WB67v2ORydObY9fJD1O32euVLxXIn2P1pr3y9vcbZPz0bfb825IOJJfXlAU7ZeO2fUYQFrP7plR2wazc+J8VVQNvqSyNTT2465Uy569VIb+8Yern/GYlpGC+XLJs/X8y/Lv18o3Jtz99THt9+vtmOadxMSlTPFB3TB+NNmVMneNpqVg6r+ROTLB1Qv7zm+MRciPHbzTlI1KpTL7ka/vLaubSXbZsv/9nmzStWUiqHhe4/1NKizt/nkTT3kyaqM/6RgTn4iKKoihpQNYYSisxg4hoZ4zot39vTZ7+wfBOXbjTihT4fupWeccYYlhlDOilT8w3xnazNTQf/7ZJLugzz67fsHWf9B6xUrbsDEx1TJ6/Uy7vt0B+nhHwYGxL2m/jNdgvGAzfqffMlrGTtxjjmU9GG7Hizgtcv9Nzi+SZD1ZZozvixw1yzTMLzbUO/+l6+HXWdrmgWXEpW/LI99pcflpJuf2i4yTRGEhiPx4ZsUKueXqB9R4R/3Hlk/Nl8LiAt4Jl6Dfr5Zxe/1rRlT9vgo3Vefjt5fZYwBt1xgNzZM6yXdbj1G3QEun28uLk8vITruyCmW3OVyh/rmTx6Kd5ncLy9WO1rWhBEJzXe66dfqFcSF9vk6fgqTygjNs+PFdmmXPXLJdfnvt4tXR5fpGdnqJuHnlnhU3fH3N2SAEjLLu9vERe+GxNcllQLpQVonPn7gPSof9C+XfFLu/sEjYt7vwX9JkrPxlBh2Dbm05TUoqi5EziXqjwQ2r82BYvRnM/yqVExxkNi8p0M8J10z//GJFSskhuqVHuSC/Zh79ukhOqFZThd1eTDmeUkhH3VrdGl6DRamUD+y9avcd+IhhaHV9EJphPDB2jbYyW28/BOjwW159dWt67v4Z0P6+MjH6ghvV6vGHWcyyQHq7L9nfvq249BgtXHR4oyjq8Og2rRv4hsZlLdtk0jnuijjx0VTnpfW15ec9cF+/IAnNevBojjSAiLU92rij3X1FOPnm4pjXkE//dYb0EL32xRu68+Dh5+dYq9vPzR2tZr0QowpVdMIvX7jH5zS9FChzppcuTmCAF8uWyHhH2G3hzJXngynK2XEbeU916LhCbflwZ39y+jAy4sZJ0OquUfNSrphEpB2S8NxW205Rdt3PL2LxSHq+YPLENIcN13jPppHzuv6KsXV69rYokGcEC0aSF89/YroydgmM6kTwoiqKkFXHdo/ArvvyceJMmTaRp06b2Z+GV6GEqAc/K1EVMyxy00wLtTyp+hJFEBPw+e4edtmEahCkWPpk6YJReIG+i1KmY37r1GUFjuHoYg4ShwssyY0mSVDciJXjaZ/OOfTJn+S5pc2LR5GkGjPH5J5cw63fb60KLekWS42QKm7ThUdhqrhMJpjJKXjkleWl21yw7BfLnvB3SyAiHiqUC00NQy4gDpmNIO0/LlDTXqFvx0A9uMt3RrE5hI3ICeVy7ZZ+cVp9foQ1sL14oUU434iyYSGUXy9M8jry5E6ywaNmgqM0PC++Ww1sUXC6UMWIU0ffN31vt9RFbeIn+WZhk96ENNKp+6Bd3jy2Rx3qOEGRLTHlQFjXKHvLwUFYnGTEJ0aSlaMFEObVe4eSyUhRFSUviUqgQG8Mv01522WUyfvx4b60SKwiS1g2L2OkfDNKSNXvkzIYp/yQCouKXGduSF+IkWtQNGKB2TYrL3wt2WiNfpEAua8jYzlTGJGMYW/qMuh8MWvDv4ZQskminCHbF8FQJ1yJeAqPsOPOEorLpgyZ2+a5fHSnkG8kHrut9MTCtwbTFig2B6ZjcQdsBIUOMTEoUMQY5JVIqu2CqHpvPenXwZgTD00AIDz6ps4a3zrBPbj301gq5sO+8I7xMDp4Cwlvmvz5TQPUqRffL58Fl4crKESktoepYURQlrYg7obJjxw7p16+f3HbbbbJ+/XpvrZJaWpmRMEZ0zJ+bpZIxxCzBYGgK5s8lV7YsaacH3NLnugpyY9syki9Pgo2pWL15r3w5abM0qFLQiqAmNQvJFxO32Kml+pWPnJLBq4D5wvj6YQoHD4VfWEQDHo4vJ205YvoDb8LPM7fbKQhghL9hG+8mOSSEEAYED1cvm98aYtLkPDrAFMqMJbtsPkOlGw8EcSvBRFN2fhAPxN/ghQrmt9nb5YaBi62Y6v/Ranm1RxU7ZTb4jqoy7vE6NkA2GNJarFBuuaV9YGrHLY92qCBXmDRFgrJgeof8OygrxBRQBtGmRVEUJT2IK6Eyc+ZM6dSpk7z11luyb1/q3lGhHE7tCvnlmCK55VljbNo1LR7yUWSM6cXNS8jAT9fYeBMgyLRD/wXy0a+b7HdG2JyH701rBKYF+CRwFEIFuDId0qZxMftiOc4HnJ/r8GRLrLEMeFAwkP8bvDTZM4KAeOv79fK2WfLlDoiCU+sVMYZ2j52CQcTgoSBeBOHSoEoBKxbweJAXtrEPXgOChFs1KGKnSgjOvW/oMhuHs9YIsddMHhASwURTdn6YYiKO5J4hy+wUDddmQUw+OHy5nH9ycSviCHrdunOf3UYeiYNZ7p3fD2V8himX5z5ZnVzGPKV1bu+58ufcyC9so33w1BXlQ1m4spo0NyDKEGLRpkVRFCU9iCuhwi8VL1myxPsm9rHdnP549NGCQcaQ8WjuybWOnIpwnGsMJEKm+V2z7EvI6tw83RixAnJxixJ2OwYZDwqPKLugWT4rl8lnz891gmE2oPu5ZaRCqbz2fPW7TZdmd86y14lmtB8M1yAQtJTJS5OeM21cSrkO/8jXf22xgaQF8wemZioZMTPgpkrygDH8dW6eJtW6TLXBsy92q2zFFkJgwE2V5f2fN9pt7HP34GXybNdKNtAVOp1dynpEbnlpsbS6b7bs2XfQei1CEans/FAmXc4pbc993bML5Zirptil/SNz5XpzTa6LR6jnhcfKvUOXS6PbZsgJt86QJCMmqniPCvvhfDe1Ky2liuaRBt2n2yma5nfNlmtbHyMnhalvB+VBuVA+dU051DVpn7V0l326CmJJi6IoSnqQkJSUZMZJodm7d6/9pdiMgid8Bg0aZJdrr71WOnfuLPfdd59MnTrVbiewlu8ZCeIpT54jvQVpBU8zlStXzvuW+TAdwgi7kDH6ocRHaknr87rzMXUR6gkawDvgpm/wkuQ6fBbGeggIBt5/QKSYES8E+jo4dr/5x7+ON+KWKZ5bup93rLfmcGLNI94J5wUJvj4QiLstaV/U52PKhkeIixbMfcSUUyRcWRE8G6o8Y02LoihKWhFXPQ4vVkOgDB06VPr27SslS8Y+6laODowQ3pe0NkZpfV53vpRECiBM8BiwBIsUwBuBgOEpI79IQMD0HbXCelN4ZT8wnfLLzO1hH4+ONY9ck2sHX9+B2IjlfJQF+8cqUsCVVUrlGWtaFEVR0oq463XKlCkjrVu3llw8A6komQAC5rYLjrPeibq3TLfTTKfcHZhOaVE37d8irCiKoqSMqgFFCUHpYrll1H015J+XG8i4J2rb3xXq2ra0FTGKoihKxqFCRVFSwE0NpXY6RVEURTl6VKgoiqIoihK3qFBRFEVRFCVuUaGiKIqiKErcokJFURRFUZS4RYWKoiiKoihxiwoVRVEURVHiFhUqiqIoiqLELSpUFEVRFEWJW1SoKIqiKIoSt8TVryfHIznt15MVRVEUJZ5Qj4qiKIqiKHGLChVFURRFUeIWFSqKoqSeg/sCnwc2By3bzLYks+w5tI+iKEoq0BiVCGiMipJjObBJZP9as6z2lhVmWW7Wrzefa8yn+X5wkbdzBHLVFcnfQaRYL2+FoihKdKhQiYAKFSXbcXCXERlbAst+I0bs34iPlWZZahYjPvbPMPut8w5IQ4qNESl4nvdFURQlMipUIqBCRYl/zC1sxcZmIzDc1AsChGWDWYzgOIBnZJX5NELk4HLvuEyg6Psiha70viiKokQmTWNUpkyZkqU+FSVuObhTZN9Kkf9miuyeIJL0uciO4UY5Pyuy5X6RjV1E1rcXWdtAZLW5jdeWNN+ri2xqara3MftdZfbvbo57xBw/yJznAyNUfs1ckaIoipIK1KMSAfWoKLGxT+TAbiMIdpnFfbIY4XFgh/k0i/3cbj7NcpCgU7Mc2Go+8Yrg/Vhi/k6HaZd4wOdROXDggBw8eFASExPt96wGaWfJlUufSVCU9ESFSgRyklBZvXq1TJo0Sc466ywpUqSIt1bZsmWL9O/fX265patUPnaV0SKLzDLfLP96QsMTGQc3mGWTd1R8wU1uZJEcMAs1G0oa7DWLkVB2G/skmMUPx5rcWugVUmWefUJl/PjxMnbsWOnTp48ULFjQroNdu3bJ7t27JSEhwfY/8SAEXJry588vBQoUsOt+//13+fzzz+XRRx89LP2KoqQtOhTIpnz//ffy9ddfe98C/PvvvzJ8+HBZsWKFt8YYph075L333rPb9u/fbztjRolZhVdffVWefvrpw9KM2DrjjDNkwYIF3pqA4OzcubPdFiuce+3ap4xwr2GUZStj8Tsby9XPWPaPZfO+7+Sy7n/K9ffNk20hRMp4o2Wqnyby4a/eijQAwfDFXyLXP2CSE1gVlo1muf1JkdbniZx/hUibDiKTVwa2wX6zjP5ZpJnZfum1Is3PErl3gBFogc0W/Ds3PCjS7pLA0ulekeUhnjqmFt75TuSy28KnDVE8ZMgQuf7665ONPG2P+mzSpImcd9550qJFC2nVqpX8+OOPyfWLsL/sssvscdRpMIif6tWry4cffmjrn+P5Hryw3t8+UoJ7YtiwYdKsWTO59NJL7SffWd+0aVM7iPnqq6+8vRVFSQ9UqGRTKlSoIFu3brVCxIFAwUu2du1ab02g48cIlC5d2luTtcCoIbK2b8dfEIAYpGXLlsn8+fO9NWLzTN6rVKnirUlb/vlHZMFq74vHf2b55pvA32kFtfn4myLPP2/OzwWi4JMxIqVKiUw09nTChyK33iry8suHvCO/GDFltKqMHm0M/btGxPwQ2P+5VwJ5QMgMGS5y+ukiv38q8ptZGjUSGTEisM3Pwp1m3yHelzD88MMPUr9+falTp479/p/JzBNPPCGLFi2yYgNvxcyZM+WFF16QgQMHyp9//mn3c/xjCjxYaHCOb3wFXrVqVfniiy9k8uTJVrgjfD766CP7nfVsj8Ts2bNl3LhxVvSTro8//tguM2bMkLx588o111xj84LXTVGU9CHbCJXly5fb0bLfMOdkEB4IENeBJiUl2b8rVaokq1atsiNCWLdunXVn+6d6GNliGL799luZO3eujSVw8DcGgo7/l19+kQ0bNnhbAtdgG6KB49kHwZCeIDzIC/mAnTt3yrx584wxvtWmweWTdJUtW1aKFy9uy4XvQ4cOtQt/uxE7kMe//vrLGPOXrWufc4bDnFLOOUfkjz8CHgXHmr1iykekTRtvhQeehk8nGrHwsTH6iwJiwDHP6C08FVNWiQwbe6RX4t+VIuXL40kSiWa2gemcYsVErrhCJK/5m+kcRAa3ycbdIrvMd2OzpWdPkVpeE+C0Xa4XWbJEZNHWwDHXm++XtQt0GEwNtWwpsn794Wnn77ffFjn//ECZpATlyb3arl275PiUiRMnWpFy//33y7HHHmvXMeWD1+L222+3deTqkjo8xxT4H6bA/fW2Zs0a2x7beAXOudm3RIkS9hNhQTt336OJjdmzZ48VI+UpdAMDgFq1asnixYvt92rVqlmP0PTp0+13RVHSngwVKoxOGCHNmjXLfqfjYWTDdIQzBnQ2uH9//TU2Xzkd3b333muPV0QKFy4s+fLlk02bAtMRGHIMMB0rZe0E3XpjbUqWLGk7ccDrgKsdT0vu3LmtMXCjWeoL8UFZc37m7b/88svk+uRajIRZx/nd/tOmTbPb0wNiGEqZ4T9CFZYuXWqFVuvWre06vEowZ84cadCggc3nZ599Jj169LAGhjiIbt262VEyRo80v/TSS3Y6iXLBIN1zzz1G5NnTpMiZZ4oZqQemSBxGxwkOA//Afb4p9k43B0SA0YwyeLDIwwMDggFM0uTuuwMeD1O8knRII1oaG3vZ9TwjOgLVFRGiq640oqJeicB3wLab6pOi+Y2QMqKIJlK7trfRo5RZatak3AKdRHnzj4tWQy5MmBA4xpwimd/+RYSItG/vrUgB2iKitnLlyt4aym6yFR+hPHsIjw4dOhwmLM40Bc4xTqACwhkPTTSekmAQ8f369TvCM4JQuuSSS2w7AddGnJgiXqVhw4Y2LYqipA8ZKlQwEp988on8/PPP9jtG5J133pHXXnvNGhjAoAwYMCBNA+gwuldeeWWqlqwKIuWYY46x3hPgk9EkHhXqAYGCscD7wSjRsW/fPqlbt660bdvWGgOmVvCKsO/KlSutGDn33HOlefPmdp/GjRtbocJ2QAzRuXMs2zEcHE/nnh5gKE444QQ7FQCkpUaNGjYPCA2ujTBDcDRq1MgaNsTxoEGD7Ej5hhtukBdffNEKFbYhpjkXYvnaa6+VO++803pnfDNLIWFGqWxZkbnebBOl8ddfAQHj2TgLAuWWW0TuvFrkwpNEXngKIymy2Oc6Ibb6lSdFelwaEAh++Boc5BorU6eK1KolgtNjzx4xgtQIF7P4QRIQM+o5DixmV+k3TOSsa0QWLhS57qJDaWEyceRII6K6Bo4LB+VcqFCh5KBUBC+iEk9FtOBJw0OGxw9of3jBaHdOVMQCAgRvjN9DEwruI+4Z4lwciJaNGzdaka8oStqToUKFjgUDQuwAndMS02vjpucm//vvv+0+GAkMTcWKFQ+bZmA9I2UHHQqGk20YF/YNBSIltWDMUtPpxQs8TYRngwXjgPuaaR4MOPEqdLgICFzhDrb7R7pso2wRMBzDqJbOGkHAggjAPe5iRDj+uOOOs38D1yJ2gOPTCzwlCBKE71RjhRFXeEvq1atnvyOuMGS0P9ocbY+8/Pbbb3bBSBKYSYAn8S600TJlynhnFztijhTagoeD6ZDx4wMeh3nGctMkaxvx4qdNA5H2TYxIN3/TMjH+2Gu/EDrllMD0S3qAR4d4lIuMyIg88UF9en8Y0DIXXijy6KN43kSGfxTIK8sH5u+TjPCqV5I9I0M7CndvMTXkD34lgNZ/LyO2W5oCJ26ENkw/QjutHewaigBtgfPiSaGd8sl31gdDG3r99ddtoLa/fdDG2ZaebVxRcjIZKlQYRdGRID4wDEwhMIo6//zzbQAkBgVDwj7MIeOCv9D0jIx4u3fvLjfeeKMVNUDsAC7hW8zw9IILLrBemWCORqRwbSL6s7JQwaPiBAYiz7mr8aBQ1hhmhIX/EXTyG86bhShBIHJOJ3YQAOn5CHckELWkA5HB1B9CF/CgIGIZdSOeMCiAMUIYMwJn4TjakisH8u+vd4xiNLHGjRsRK2UWoz6M/pFmzUyb97Y5FuwUufhmkfv7iLwyVOTmbiLjxnkbPaIInUgVxL4gMjp2PCQo8uXDiyayI8jGIj6w1XiJHCTr+FIiZ9QR6d0bMSGyyhz37yaRsWPxLIj8vigQWMxtOmWWOW/g0CNAXDjvBZ4V6hCx4eDpmoULF9qFqcRQj//izUNksiA4OYY+JhYQOl27drVxMJyDT76z3g/3j+sTLr/88sPaB/cS6WOqVFGUtCdDhQqceOKJdpqHTonYheOPP94aCQwK0z4YFaYL6KBGjx5tRzB0VJ9++qntEIiX4HPkyJHSvn17ew4WRtF+0kKksMTDOxxSC4YXI8C0B5/OUBMHgIBBMPJ3tCKD6aRixYrJ2Wefbad1WKg73O3u3JkB10YsTZgwwX46jw7TXHiTmOqhnZFP8lCzZk0rfJnWYcE49ezZ08bvuNgb/1QVIiiamGDiOswp5KefiMcSad48sN7BxMDw4SKdOom8YYTKw11F3n1dpHXrwPb0ZPr6QMDstdcaoWTS5cxsKWNbqbrgMCIiP9ANdesG4md45HipL3K2kGkyNBumjpi1xfPCU0ADBgTyuMgIFgJrN/qjbaFAO+uNwBPn91owXUjwNlOSfhAzxH+4qUU/xCZRZz+ZAqf/YDoyVpjGZDqaKWg8JXzynfUOhO3DDz9sPS6PPPLIEaKJJ8rwVkZ7HymKEhsZboUZ7WJMeOSPqYOTTz7ZChM6re+++856VBgJMz1Ep9WlSxfr+j3ttNOsiMHwIFSYysATg2Fh4W9HWogURtGR3NPxDvlwgaZ+QUJ5IVzogJ2XJRqYEmJ6BUEJuNoJnh0zZkymzs+TL6Z/8KoRr+Lyiagifxgy9xgsbQkRwrsvSD+GEIETiEPZbh+ZRfgyumYbxmnUqFHWGEcCj0O7doEncnjSplLQ4J6bjSki04Ttu1DwJ/w2I/C00NHy5WSRvm8GRIUfrjFmishttwViY1oYPU+4KAtSjCiRSy4RU3Yi/wbijm18DSKDmNRqJh/kC9Hy8ceBJ3tI+w8TAgG55Uwezz1R5JNXDi3mFrLTQC/1N20mOOj3wAYrVDD2Li4NTjIH4Ol75plnkh+fp54IfGbAwv0YDPcnTw4RT0RdI0zTGp5EIo6J+wjvLR5F/9QQnzzxQ/tTFCV9yHChwuiXQDg6H6YdMAx0XETqjzBDMrbhBsaNiqjBoDCiwkWPNwVBQgfF4n801v0d6iVQ0ZKdRIoDQ01Z+t9+S974TvmHesoiJeisEZbUxVtvvWWf1kIEISKdOMgsECKMamlPDvJJepledEaMgGKe4mHUjCeIUfRTTz1lnxhzwcYPPfSQfVuqCygmby1a2MMjUqNswAvRpo0RJd46Bwa/QweR9983guZ6kfZdeOeLmPILbE8tmMwff+SdMgHh4Yeorh9+EFm5MiBWTjLXamqWC68SWew9dX1azYCI6dzZCJnLRJq3ZapD5J4egTyw9DR/E1hb1xxb0yym+OSuu2KMpSn4lEjuanZ6hmkaBivOc4Vw7t27t+0fqBMEJTFGiEzWh5r6ARc4jWcvlJiJFoRO37597acfpqQRroMHD7bvYcHzw4I4B4QM3h7imBRFSR8y5RX6jIB4sof4kyeffNIaTL4zIuaNlDwaSsAmIxlcsHzSYfDiJ0ZcxLBgbIhH4BOee+4562VBbIR6PJHRUDgyS6QwOstqv/WDcaFzZlos1piAeAFvihO1tPHgKT7yiIeFqaICBfKJrE67wBFMM7GzSLu0KD1iTx5/3Cx9jTD11qUGfGLElGDuQ6WLjoJ041GJ+RX6Be4XKf609yXwZlruXUShX1wCXgpiQrgX47l94W177LHHrBfvCl5UoyhKupDhHhVgage4wRlJIQpcjAkjY0ZPjKh4+ROu31NOOUX+97//ydVXX21HLmy/++67rbHs2LGj/ftoXK/Z0ZOSnlBGeB+yqkgBhAkB2yyh4pDII9tonyHJVd0ojQtE8t8pUvg189nT2xAZJA+PBqdV6REPgsfn0HMoqQPhxPNfKaWLuwKBQtqj7jgSqpmDRh4mUoDpX4Lj33777SPiTyhznjaL9/bFk4gIWgZXiqKkH3H/o4SHj2wPNxpuGyObSFMPKXlUMlukZEWPSs7Ef5uEaCObbxfZPcj7crTwTHAoD86hAN+jI5rzpDLmKKGYSO6WZjEDhzyNRQpebNaFvjddjBD3XVaEtLNk5YB7RckKZPlfT442cDaUUIkHT4oKlWzC6ijaTkJ5s5QxGqSaWaoYY17JfJp1iab+E48z24qI5CpoPmOK/EgnDhhLvNt87Ap8sliBw3rv0y4eCWYQkWAEFnlSFEVJQyIKFVz88ToVEq1IgWChEi/TPSpUsgkH8UBwK2G8g24pjLhdryNvRVGUWInYc/I4XjwSi0gJRmNSlDSH6Y2EvAGvgvUu+BaLihRFUZTUELb3xIDzYibmkuMJFSmKoiiKkjOIKFQIFuMdJTwyyN+ZjYoURVEURck5hI1RQZgQp8L0D69cd1HuWQ0ECcIkHkWKxqgoiqIoSsqEFSrAtA8iBcHC48BZFUQKS7x5UlSoKIqiKErKRBQqgBfFvfMgq3pUWHjfQTyJFFChoiiKoigpE5VQUdIPFSqKoiiKkjL6zKSiKIqiKHGLChVFURRFUeIWFSqKoiiKosQtKlSUZPjpfX6tmh96VKJj5cqVcvvtt8v06dO9NdmfLVu2yEMPPSRLly711qQ/X3/9tbz55pvet0MQ3D969Gh5+umn7Y+TZjakkbSmFWl9vnhj6tSp0q9fP/sKjMxoV0rWQIVKNuX7778/ooP7999/Zfjw4bJixQpvjciOHTvkvffes9t4/Hz37t1Z6skuXkR41113Sdu2bWX58uXe2kPMnj1bTj75ZOnfv7+3Ju3JnTu3XWJl0qRJNu3kIStB+1i7dq19ZUFGwRuyMWQpUbBgPPyQY0DEkda0ItT5eALz999/l+7du0vjxo2lefPmcuutt9p18fYW8UggUHihqHuqNCPbFf3djBkzZNOmTd6aQ3z44Yd2UeIDFSrZlAoVKsjWrVutEHEgUOgE6AwcPHVEB1G6dGlvTdZkwYIFMm3aNO9bAPI1fvx42bhxo7cm7Slfvrw8//zzUq9ePW+NkpHwuoGrr77aerV4mWN2JykpSR5++GH59ttvpXfv3jJlyhQrUO6//34ZO3as3cY+SmTwwA0bNkzmz5/vrRGZM2eOvPLKK3bQs379ehk8eLAdUCiZS2KvXr36eH8rmQAeDH6hOq2hA8d4H3vssVK0aFHbeTF6QJAgYGrUqGHfK8M+jNiOP/54+7ls2TKpWLGizJo1yy687K9kyZKHvX+Gff766y/rouUlepw/syB9P/zwg/WaLFmyRFq2bGlf6gfk891335UmTZpIgQIF5NRTT7XrEWfjxo2zxyHcjjvuuORj5s2bZ8uKcmGfKlWq2GNZh4eKdXhAypYta70odHZM+7g65O98+fLZzm3MmDG23Ng31Pt7mDaaOXOmnHXWWbYcQxEqrZwLTxEUKlTIftKxUi+lSpWy9Uq6qG/qhnO7ab3ffvvNfi9Tpow9j0t/uDQz2p08ebJ8+umn9jxc46effrJlTdsAf/ls27bNHu+uSz6POeYYez6EM9cjXU5YUOako3DhwtZovP/++3Yf0ujaFvnFu+DqkGswbcAxGBTEN9cIB9emTVNXGHfy6q9/VxaUKZ/kl2u6vDjIKwL4yy+/PCyvQPmWKFFC6tevb7+vW7fO1jHltHjx4ohtK9z58AC88cYbUqtWLetNIZ3kiX3Z54wzzrDp/fXXX22bpx3QLigb2tFHH31ky7RYsWJh2xVeDvZxcA4GOdQ74p8BwSeffGK9sJzPtX1XvuTpm2++kR9//NGex99/uLzi8WUdbYtjuAe4lxFgp512mixatCjF8ndE03ZJ78KFC+25/vnnH9ueKCvy/Pfff9t2TBuibMkf27m/R4wYYfu4008/XZo1ayb58+e351MyB/WoZFO4+biBnVuTDpNOoVq1alaQOE8LnTwdiTMa3MB0MHRkGOI//vhD/vzzT7uNm5mOhO10gnynw2GfzOakk06yRpEOzkEnxpRA3bp1vTViDWGnTp2sqKlUqZIdMTEKddMvGPO7775bXn75ZbvOGZarrrrKdmx0gm+//bbce++9NpaHsmTfNWvW2L/xruCGx4hS/ox0R44caTvMWOG6pBVD7tLKHD7ilk4UwwOcG+PONtzowLFvvfWW3YZR7ty5szVAGPPHH3/cjhqpv0hpZh9+I4sYEGds77nnHmtAHFzr8ssvl59//tmWDwbj5ptvtm2OdvTCCy8kxz1hlDp06GDTD1z/1VdftftR9pQraSSt5B3jEgxt97HHHrMGFEM4ceJEe2wkqCPyfsstt8gvv/xijyXvffr0sXXtygLvDNOhiHqEbo8ePZK9cuSJ77R7xD7G3uU1GNojZUkZ0g5TalsplV0wtF1Ex3nnnWfv265du1pvEm3zyiuvtPcpU6AIQxagbO68806bb+qM66Z0D1Dm1C9GmjQDn3xnPe2BdvPEE0/YtFIm1CXtCyhfvDw9e/a06UdI0O4QA8A68kZe8UTSZmkb/mlTjiFmJaXy9xOp7bJQ5hxP+SNeunXrJh9//LE9lmvgQSHG6Z133rH1wX4s5A9xiAgrXry4d0Uls1Chkk3hpqXDX7Vqlf3OJzcdHROihI6OGxMDwjSRg1ENhp0O78wzz7QjM0bq7EvnhyE8//zz7bazzz7bfjJioZPKTBgNNW3a1I78gQ6WkSXpo+Nx0DljqOi8L7zwQttR0oHTETt4AR8dMh0cI80PPvhArrjiCmvQMAqDBg2yoo+RcjCU03XXXWfPf9NNN8lTTz1lO3LWxwLp57odO3aU++67z6aV62KkGT02atTIdrJ0uNQhdUOHSv4AQcDIm3bAaLhv375y44032vQPHDjQii4nasKlmRE2YgExce2119p9MAxOeLh0YjAHDBiQfH7Sxxw/BglcXBRTFbQtPjEkGHPKkvpDPCCCOAfXIK7IebocpIm8cP5LLrkkeeQcLQgiygGDStkOHTrUpsEJJ85Pm3F5IZiVPDCtAgh1DBhlxH3w7LPPSu3atY+IB8MoIxwx5Keccoq3NnTbSqnsKB8/GGO8Ddy/pJtzf/XVV/Z8Du5x6p170sGghbKkHbEt3D3QsGFDK2Rc2+CT/U844QS7njRwPcqe4x955BFr5GmHgNgh7op2xHb+pl5pJ59//rnNG2XG8c8884y9Z+lzHJQ/MTcplX8w4doudfDFF1/Y++aaa66RG264QV588UUrVBBElAkeE0QcYpz7h4EaZUfdIYa5r8iTkrmoUMnG0Cli2Fi4abnhcWEyMsZwYGzoQHCFOtheuXJl75vYbRgSOhOO4WbGqDjobBECoQLSMhqmBTDidJoIMzocPC1+2rRpI+3bt7fTQhgtOiFc1c7wAobFiRtc8XTQrHNGEWNAZ+03QA7Kp06dOt43sWKRzo+OMRa4LmIDY0XHyxSAc3MjUBCcpJ16pV6oJzpsBADXwz2PyGS0ymibv8kvC/nAI+byHC7NuPcRrrj4HRgzpi0gVPkgLlq3bm3Xc308D3PnzrX1QloxsKSb67MPeaFNYfAxHhgXxPGJJ55or+WgzjAqlAFGLFjERAOi3B9PRN4xVk50Uu8YT5cXRAHTEpQ56aV8mR7AU0Gd8Mm0BPmgzADjhiho0aKFPdYvpiK1LX/ZOS+fgzLh3qUcEVfUAccxvUuaHUwJOaEBBNz66y/cPYAngX7DTS3ySb/BOqYSSTtpI+8sXIdBj7v/mTauWrWq/RuoW0QQeeVclImrN5dXf/lw/latWoUsf1e+fsK1XQQWZUibc+nFC0daKL9QUJcI2Jo1a9qyQPzQ3pTMRYVKNoab1gkMpgvo0IDOmo6FmxVh4uIAgA4CIxYtdCScg5s/s2G0SNoxihjq6tWrHyaqAFf7xRdfbF3EiA1c0bjv/QQbQM7p70wzCgQinTujfbdgBDD8CBM3OsY7giDDAJM/DBr168QEQuecc86xLntG7EwZYGyiJTj/1Lk/+DpU+TCtgkHFaBDLghAgrRiiBg0aWMOIkHSCinNQF3g6yDPTB3henIcMcNFjXJkK83vAYoG0s/hxsR4QajtpZoTuRv6Usb9OaP+IAcdrr71m7z08eggyP9G0LVd2weIW0cfAgk/EsvO4sM4vajjW3+6DrxHuHsBQ4ynFC8L1yQOxLy7deE6pE5d3RBn7B5dZSgTnn7w64QbRlH8sIJK4P1x6Ed4INX+fp8Q/KlSyMdyMGAQ6dT4ZjQFGhpueDou/QwWqhYKRBaMv/8iGDoRO3p07M6FDw2ATQ0MHy0jM3zGSbh7PZn6eoETm5ZkDZ1SXEhxPJ+8XYhgIOuhQI7y0guvSieM5wK3tFqYMEB2kCQPPfD+dLyNAjBNGk7xTr9QJ6cZ9TowJ7nTc2cQc+L1m4WDaACOIMXQw8kYMQajyAcQx6afdIZgYdROrgNcEYYBYISAVQ47wAsoTg//AAw/Y2ALECuLEud7xGOG6J6ZjyJAhR3gcooG0szioS4LCGfkD7Tk4L+QVkU+6aWN4I/x1ctttt8mll16afB8hAChvAtSZ2vGXnZ9oys4PHiam4ViPl4u2jIeA6SjKlvgs2iVCL6Wn0KK5BziW82DYGcxQV0Bb4G/qxeWdvxE6bhCUEuTVCQ4/5BVh5QhX/rTtWKC/4r4g8Nill/gj0kysnpJ1UKGSjaHjxHjRmfkFCR0OnR2jjUgdjB+MG50KHgtgxM+cNZ+4SeMB3MYEOtLBYhT9MLJktIawIs0YKdzB4YKBGbniVh81alTyqBuBR2fnjwNILYxaqQc3LcNCGXNd3OTEIrjrkifiK3DBAwYeTwVeBsqfOsXLgiDBoFDfGAg6eIwz+cVo8kRGtC/VIh4DrwflxPGkl7Jwx5NOytxfPqSTdBPrgbFAMOEBIkbBPQ3DJ0+OAG0UA0V8Ck9ncB0Hx1NvgFAgTwgFroXQCYapGYxRSlOReAQIQnbeCtovHic3deLy5/KCkSSd5JG2g/fAxbUA+/3vf/+T7777zn4HyoR0MsU1YcIEO2UXimjKzg91igih/TGdx5QRQoM8IYgQg8R9EH+S0n0dzT1AfSAuiV2hntzUMPElTEe6tsDxXBfxG0m0Ux5MzfrLjk8Cef1Q/gSrc0+Av/wRdZQljxQHC55Q4FGlvRPH4/JKffhjrID7h/387U6JL1SoZHPosHAVM8fswHjxHQPmd+FHgg6MzhFjwKiMhVEcnQidbjyAwcbTgLua+Ws/5BvjwdMG7dq1swaPvBCgmBJ0jow+MbYIB7wZ119/vZ0+CRZCqQGXO9fHULoFdzzXxXPAdYmhIL1MheCydyNc6oOYAEbXGHHAmBA3xOgbWE/6mVLhaRHOgSeCTjwa8DQQWEggsQuwxuhQFkA6MZqUuysftx+fwP6kmX1c4DafpIH2hMBitH3HHXdYbw/HsfBUBuXM8X5oa9QB9eh/JxCGBvFCvTjjGgzlhbGmzSI6GG3jpXLlgRcSI015kxcCZgk45RFV4DjyRts599xzbZ4RjHjvgiG/BHG+4z1REkw0ZeeHe5X2izAg3xdccIE16l26dLHbEGgEhYar22juAfZhGwMcf/wM6ST2xrUF0ozopfyC6ygULm+u7HgiiE9/38E9S1wS5R6q/BFKiNloYuI4L+IXocN16RMItuXJMrbR7mgDePCoByeOlPgjwdxAKiMzEUbQfhGRFWB04ty1GEI34s0qMHpiREXn6gx8NJBnRnx4pKLpmNOKtLguI15G0YhTOuhYcWXGKD+l4xFAxEKl9hpA23Kuf0RDLG2L45h2QfD4AywdeCIwVM8995xNI2n1lyn3IobtwQcftN7DcOWVFnn1E+35EGNMyfDkEyICLwXCgjgMgl55Oi0aUnsPgDuWusHgOyETLeSV6TyOJe2hONr26idSm3LeFAZ0SnyiQiWTyYpCRVHiEZ4M4TFhpuWCAzLBL1RCeVz8QsXFzcQrGFe8C4gW8oonDXGWkQJaUTIKnfpRFCVbwBQY8SKhREp2A08EUyRMjfE4LYG7KlKU7Ip6VDIZ9agoiqIoSsqoR0VRFEVRlLhFhYqiKIqiKHGLChVFURRFUeIWFSqKoiiKosQtKlQURVEURYlbVKgoiqIoihK3qFBRFEVRFCVuUaGiKIqiKErcokJFURRFUZS4RYWKoiiKoihxiwoVRVEURVHiFhUqiqIoiqLELSpUFEVRFEWJW1SoKIqiKIoSt6hQURRFURQlblGhoiiKoihK3KJCRVEURVGUuEWFiqIoiqIocYsKFUVRFEVR4hYVKtmcgwcPyoEDB7xvSk5g77593l+xo+0lOigjyipWtHyjI7Xlq2RPEpKSkrQ1ZCKbN2+WcuXKed/Sll27dsvWbTtk+46d3holJ5ArVy4pWCC/FC1aWAoVLOCtjYy2l9goUriQFDNlXMCUdTRo+cZGrOWrZF9UqGQy6SVUduxMko0bt0jxYkWkSJFC1ngpmcP8hUulZvXK3rf0h9Ho9u07Zdv2HVKyZPGoxIq2l9hwZbxl63Y55pjiUrhQQW9LaLR8YyPW8lWyN3q3ZFN27EiynWIxs2inmLOgvqn3okUKyzYzgo8GbS+x4cqYMqPsIqHlGxuxlq+SvdE7JhvCaGTPnv/syE3JuVD/Sbt2e99SRttL6qHMKLtwaPmmnmjKV8n+qFDJhjAa+W/v3rgbuc2aPdsuSsZA/WMkIxGv7SUr4MouHFq+qSea8lWyP3rnKBnGBx9+IB9+9JH3TVEURVEio0JFyRDmzZsnv//xh/z2+28yf8ECb62iKIqihEeFipKuMNXT57G+ctsdt3trRHr0vM2se8yKF0VRFEUJhwoVJV3JlSvB++tI9h/Y7/2lKIqiKKFRoaKkK3Xr1JU+vR+VVwa97K0RefXll8263naboiiKooRDhYqSIdSsUUNObdHCLKdKjeo1vLWKoiiKEh4VKkqGcflll8k1V1/tfVMURVGUyKhQUTKMBvUbSO1atbxvinL0DH/7LRkw8HnZs2ePt0ZRcjb79++XwUOGyP0PPiBbt2311mZtVKgoGcITT/aTNu3ahlymTZ9ul6XLlnl7h2bJ0qXSoVNHeeW1V+3N6Pj088/k/IsulImTJnlrlMxi9+7d0uuRR2y9jv1mnLf2EFOnTZPzLrxAbrjpRvs7V0fLtm3bZNOmzfpLu2GgnCnvy6+8UhYtWuStDfDioJdsfVFv2ZmMbpcZycqVK+Wfqf/If/8F3uBL37hu/TrZuHGjWZc9XpanQkVJc2bNmmWXYE5o2FCe6/9s8tLxuuvs+nvuu9cuI0aOsN9Tokrlynb6aOy4cTJrduD8a9eulc8++0xOb3W6NG3SxK5T4oM///wzufMExMRff/112Dol42B0/d77o3N8+We3dvnn5L9k0CuvyM6dgV/lzps3rzz0wIMy+I03pXSpUnZdVkeFipLmjHrvXdsh+qEzKFasuBUrbqlcKfCLwt+N+0ZatWxp9rFfw9LmrLOldq3a8v4HH0rSrl3y1ddfyz4zgrj6qqskd+7ctrOZ8Ouv8urrr8sXY748bHREGhhRvmME0ZBhQ2XuvHl2nZL2UBfTZ8yQJUuWeGtE1q9fb1/6V7x4cW9NgH379snkKZPljcFvyuj335dVq1fbemE9I93getpk6nTixIn200E989Zj6pUXCgbX66pVq5LrfYZJV06s9zp16siUv/82ZT3FW3MklEt2vkdiaZfAQIg2SdukjdImHbQz3hO1fPlyW16z58yx68P1QaEIdw3nLdm6davt69iHOnR1QhrIS1JSkl3vXqa5YOFCmx7neQ5Xr6SXa6xYucIez3auRf/qYF/uG7ZxDvbNyHaR2KtXrz7e30omgEuySJEi3re0Y9PmrXJMySNvvPRk5qyZ8vwLA21HyA0229zExx13nJQpU0Z+mfCL2SNBTm/VKrCzYenSpWb9BOl0XceQ20PBaKFs2ePkfXNjr1u3Tr7/8Qe5xoiUk086WbZs2SJ9H39Mxnz9leTPn1/+mPiHfPLpp9Lw+OOllBlZfPf9d/JIn0dl7969smHjRnnXCKoiRYtY4ZOepKYu7rrrLvnmm29CLu3atfP2iky0106r9kInS52WL1/O/k5Lvnz5pUH9+nbb1GlT5Y9JE+Wkpk1l/YYN0rbNOZKQkCDPPNtfRr37rpQwhmLatOkyYtRIqVy5svWgjRkzRt4bPVpanHKKFCoU+FG/Tz771IqSs844w7a5v//+R74eN1YWms6ZDvjTzz6z91Tt2rXt+b/59lvp07eP6ey3WaPxwUcfyob1G6TxiSdKYmKiPefREE3ZZcb96KCP+fa776zIL1y4iPzyy89ySvNTpECBAjLpz0lmJJ5k7zvKinp46pmnZeWKlbJ48WJb1hjBRieckGm/VZQWZRdru6RsaDe9ej9ijTf92ZdffWX7rJOaniR58uSRkaadEiP19dixRiwstecuU7pM2D4omEjX+GH8j/LSyy/LTz//LH//84+9DuJnx86dcmKjRrYPQ1TsMqKCt35Th82bNbNpYyr8tFNPjVivO3bskMef7Cdffz3WToutMukY/9NPMuffOXJai1OtuBv+1lt2mpD+d8GChbb/rVGjppQvV87LSfqiHhUlTckIlV2vbj0523S63OQVypeXM888096MdMZbzMhj8OtvSL/HH7ef9evXkw8//tjejBN++80cd5YMfG6APP/sc/LQAw9IqWNKHRbvEi8MHDjQ++twUlofb9ApN27cWCb99ad1SVPGv/3+u+0Yq1Sp4u1ljNCmTXbbAFMfj/R62L5j58wzzpRvjahkpIcB3bJ1i/w7d67dn5Hlb6YeES6lS5e263bv2S3/u+tuGfH2O/LeyFFy0YUXWTGCFwUxy2i18/XX23MPHDBA+vZ+VMb//JPM9c6ZU0jMnWg9j1u3bTP3zjdH3KsIvc+++Fy63XyzvDtypF3uuuNOYzzHGEF45FRuViTadunaTXszKBj1zggZaZYnn+gn/0ydKj/bQVUA2ugD990v740aJReef0HYPogBkp9or4GguPCC85PrpEf3W404+lrmzJkjd/S8XW7t3l0qVqwoH7w32n4PJtp6LVuurLw9bLhNB3maZ+6PZcuW2TgwhBz30NP9npSXX3pJunfrbkVLRqFCRUkzeKrnmaeelmYnn2xV/dNPPmXXAULC/G8hcPZ/996b/B382yOBwj+3fXspWrSoXHH5FVKsaDE7asSla3pf2yngdh1mRgHbt2+XZcuX2Q6pQb368v0PP8hzzw+wIx3ShsFLi1F1ehAsSrKKSHG0Oq2lrFgRcCcjGpjG4V06/vIuZ0ZkDz/US/KYOmU6B49IBTMyPbD/gDWkGA+MyPifxlujMG/+fFlrOnjnAYAGDRrY0SXfaRtt27SxTwGtXrPa1j2BhQid1954w7aLX36dYPclODungbC//NJL5eNPPrUjaz+z5syWokWKmrI93bsfE2x94dliSiK7EE27pN1s275N2p3TNtkg4xVpfGJjmTx5SrLooO0xjQ2R+iAEh59or1GubLnD6oRp8tKlSsuCRQvt9khEW6+nntLC9qlQuVIlyZMnr+zYuUMKFy4sdWvXsZ5N8jR9xnSbBpfvjECFipLmMGq7+sqrvG/pg73hzH8FCxbw1gQInkbDPXl6y1bWjXqZ6aB7PfiQ6Ry2y/MvvCBXXnO1jDCji3j0qDicOMlqIgUqVKhgp3AIVGSKpmCBAlK3bj1vawA8Knffc4/cfe898uaQwdL/2f7yjqkTBx04XjAMwELTMU+YMMF25v7Rb2KuRNseHK5tODgHbngHbv82Z7cx6Svvrck5UDbknXohjiz4se6EXAFD5uC+IbYM70N2IZp2CbYVBZVF0aJFrCBxfUZw24NwfVAw0VwjuE74m3WxEE295koMLQcQcD1uvVVuvvEmWbxksfR9/HHbd+LRzihUqChpDp6K+t78r4PRsfM0o8QHPPts8nfwb08N3EwYI2JibrnpJrm1Wze7EL9y1ZVX2jln5nExco/36WvdpDd1vdHOya5Zs8Y7S3ySFUUKFCxYUM484wzbob1rRmPNTm5m41D8EM+Ex2PQCy/KsCFD5e3hb1lB6Yf2dGyZMvL+Bx/I5L+nWOHidztv3rzpMIOLEN23f5/ky5vPLhiT9m3bJbeJG2+4Qa69+mppdEIj74icBSNkBhM8/UIsgqNQwUJ21M80qYNpouUrlkslM8LOLkTTLmk3tCHakgOjzisUjjv2WCN283lrDxGpD+K6fqK9RnCd8DfrqK9oONp6pW/m+NatW8uzTz9j+85z2rSRL8d8ab1FGYEKFSVbwAjh9FYtbfzCF19+YUfqU4wR7H5bD+s1YYTydP/+0rvPo3belWBablQ6i1AjHSVtaNjgeMmbL69s27pVWp522mGjOqBjR2SsWbtWDhw4YJ8+YHrOT7FixazbmliC4uZvN53owIU/7K3hNhCSv3nPTkUzaq5UuZJUrVrVjp5fH/ymfeqBfdje4/aesmLlSu8MOQ+myk47reVhT5gwxVYgfwF57Y3XbWAny9BhQ+3IvmmTpt5e2YNI7bJ69epSs2ZN21ZoU7Sbke+OkoXm79NPPzTt6CdSHxQcExTtNXgfir9O+BtRVLdu4LfScifmtvEuBAu7J4/8HG29bt6yRe69/z4Z+MJA+4QST0kxuCtghJd/uiw9UaGiZBtanNJCLr/scnlzyBC56tpr5KFHHraR/Iwe8ajc1LWrGRnskq433yTXXtdBfjUdSncz4uGpJCV9YHTZtHETqVW7dsjRG+++wWg+9HAvaXtuexk2fLj9Pahg2AdPAIIF4eKnjjk3AX/XdeootxqjgDud4FpilzimZ48ekrQzSW65tbutd2Jh7rn7bitmcirE8nBf+Ns+f//v7rtk5apV0rnrDXaZNm1atiyrSO0S78edPW+3Qpo2RbsZO26cDSI93oiclAjXBwWLm2ivgTexRImS9mV01AnBsf46ad68uVStUkVefvUV+2RjMEdbryVLlLBTP9OnT5frru9kj+dc3W++5QgvUXqRkJSUdBQOd+Vo4XFJAgrTmvkLl0rN6oH3lGQ2BM+6l7l1vK6j/YRp06fZkQbvUeHNtTxezPajDdIiCA03J67T4BuJUQ3bGL3zuCsddnqTmXUR7bUzM43JdXLwgA36CzVaJeCRV+U/+fgT9gmHYCKdIz3rPZqyi6f7MRKUFUGekFJ9ZCRx0TZjbDfh+qBgwl2Dt25/OWaMDOj/rD0X500pHXgmmRJNqb6Otl4zs12oR0VJd3jrrHtNvnsLbeBNtIeCJrkJ3PajBRdsCTMKCNVBcHMR7MaoPCNEihKZ5DopWuywzo+Oe/78+fZ9DrjHTzyhUYqiPqVzOLTeo4eyohxTKsucRGrbTbg+KJhor8G5wu2DkAlXX0dbr0d7/NGgQkVJd/CYhFuAd2j4vysKL+biRW6333mn5DedcMeOHTNsTlxRlPhBhYqiKHELL7BCvA568aVs87slihItl1x0sQwbPMR6Z3IyKlQURVEURYlbVKgoiqIoihK3qFBRFEVRFCVuUaGiKIqiKErcokJFURRFUZS4RYVKNoT3T+TNk8d+KjkX6p9HfCOh7SX1uLILh5Zv6ommfJXsjwqVbAjGKV++vLJ9e/b5xVMldqj/ggUO/WpwSmh7ST2UGWUXDi3f1BNN+SrZHxUq2ZTChQvKlq3bZatZdCSXs6C+qfdt23dI0aKFvbXh0fYSG66MKTPKLhJavrERa/kq2Rv9rZ9MJr1+6wd27dotW7ftkO07dCSXk2AEjycFkVKoYAFvbWS0vcRGkcKFpJgp4wJReK1Ayzc2Yi1fJfuiQiWTSU+hoiiKoihZHZ36URRFURQlblGhoiiKoihK3KJCRVEURVGUuEWFiqIoiqIocYrI/wG8Xq6d7cm1LgAAAABJRU5ErkJggg==" style="float: right"/></p><p style="text-align:left;">Take a look at this wonderful example of foresightedness (or hubris).</p><p style="text-align:left;">In a little over ten years, Let&rsquo;s Encrypt root certificates are going to expire. There are already established procedures for how to handle this from other Certificate Authorities, and I assume that there will be a well-communicated plan for this in advance. </p><p style="text-align:left;">That said, I&rsquo;m writing this blog post primarily because I want to put the URL in the notes for the meeting above. Because in 10 years, I&rsquo;m pretty certain that I won&rsquo;t be able to recall why this is such a concerning event for us.</p><p style="text-align:left;">RavenDB uses certificates for authentication, usually generated via Let&rsquo;s Encrypt. Since those certificates expire every 3 months, they are continuously replaced. When we talk about trust between different RavenDB instances, that can cause a problem. If the certificate changes every 3 months, how can I trust it?</p><p style="text-align:left;">RavenDB trusts a certificate directly, as well as any later version of that certificate <em>assuming</em>&nbsp;that the leaf certificate has the same key and that they have at least one shared signer. That is to handle the scenario where you replace the intermediate certificate (you can go up to the root certificate for trust at that point). </p><p style="text-align:left;">Depending on the exact manner in which the root certificate will be replaced, we need to verify that RavenDB is properly handling this update process. This meeting is set for over a year before the due date, which should give us more than enough time to handle this.</p><p style="text-align:left;">Right now, if they are using the same key on the new root certificate, it will just work as expected. If they opt for cross-singing with another root certificate, we need to ensure that we can verify the signatures on <em>both</em>&nbsp;chains. That is <span style="text-decoration:underline;"><a style="color:inherit;" href="https://letsencrypt.org/docs/dst-root-ca-x3-expiration-september-2021">hard to plan for because things change</a></span>.</p><p style="text-align:left;">In short, future Oren, be sure to double-check this in time.</p> <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" />https://www.ayende.com/blog/201089-A/my-calendar-is-full-10-years-from-now?Key=ada5eadf-92eb-4d81-98eb-d783ebfd1debhttps://www.ayende.com/blog/201089-A/my-calendar-is-full-10-years-from-now?Key=ada5eadf-92eb-4d81-98eb-d783ebfd1debThu, 16 May 2024 12:00:00 GMTCorax Query Plan visualization<p style="text-align:left;">Corax is the new indexing and querying engine in RavenDB, which recently came out with RavenDB 6.0. Our focus when building Corax was on one thing, performance. I did a full talk explaining <span style="text-decoration:underline;"><a style="color:inherit;" href="https://vimeo.com/905237416">how it works from the inside out, available here</a></span>&nbsp;as well as <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/200738-B/recording-technology-friends-oren-eini-on-the-corax-search-engine">a couple of podcasts</a></span>.</p><p style="text-align:left;">Now that RavenDB 6.0 has been out for a while, we&rsquo;ve had the chance to complete a few features that didn&rsquo;t make the cut for the big 6.0 release. There is a host of small features for Corax, mostly completing tasks that were not included in the initial 6.0 release. </p><p style="text-align:left;">All these features are available in the 6.0.102 release, which went live in late April 2024.</p><p style="text-align:left;">The most important new feature for Corax is query plan visualization. </p><p style="text-align:left;">Let&rsquo;s run the following query in the RavenDB Studio on the sample data set:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-unknown><code class='line-numbers language-unknown'>from index <span class="token string">'Orders/ByShipment/Location'</span> where spatial<span class="token punctuation">.</span><span class="token function">within</span><span class="token punctuation">(</span>ShipmentLocation<span class="token punctuation">,</span> spatial<span class="token punctuation">.</span><span class="token function">circle</span><span class="token punctuation">(</span> <span class="token number">10</span><span class="token punctuation">,</span> <span class="token number">49.255</span><span class="token punctuation">,</span> <span class="token number">4.154</span><span class="token punctuation">,</span> <span class="token string">'miles'</span><span class="token punctuation">)</span> <span class="token punctuation">)</span> and <span class="token punctuation">(</span>Employee <span class="token operator">=</span> <span class="token string">'employees/5-A'</span> or Company <span class="token operator">=</span> <span class="token string">'companies/85-A'</span><span class="token punctuation">)</span> order by Company<span class="token punctuation">,</span> <span class="token function">score</span><span class="token punctuation">(</span><span class="token punctuation">)</span> include <span class="token function">timings</span><span class="token punctuation">(</span><span class="token punctuation">)</span></code></pre><hr/></p><p style="text-align:left;">Note that we are using the <em>include</em><em>timings()</em>&nbsp;feature. If you configure this index to use Corax, issuing the above query will also give us the full query plan. In this case, you can see it here:</p><p style="text-align:left;"><img src="data:image/png;base64,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" style="float: right"/></p><p style="text-align:left;">You can see exactly how the query engine has processed your query and the pipeline it has gone through. </p><p style="text-align:left;">We have incorporated many additional features into Corax, including phrase queries, scoring based on spatial results, and more complex sorting pipelines. For the most part, those are small but they fulfill specific needs and enable a wider range of scenarios for Corax.</p><p style="text-align:left;">Over six months since Corax went live with 6.0, I can tell that it has been a successful feature. It performs its primary job well, being a faster and more efficient querying engine. And the best part is that it isn&rsquo;t even something that you need to be aware of.</p><p style="text-align:left;">Corax has been the default indexing engine for the Development and Community editions of RavenDB for over 3 months now, and almost no one has noticed. </p><p style="text-align:left;">It&rsquo;s a strange metric, I know, for a feature to be successful when no one is even aware of its existence, but that is a common theme for RavenDB. The whole point behind RavenDB is to provide a database that works, allowing you to forget about it.</p> <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" />https://www.ayende.com/blog/201025-C/corax-query-plan-visualization?Key=4d05e664-8367-41a4-8411-2029d0071cebhttps://www.ayende.com/blog/201025-C/corax-query-plan-visualization?Key=4d05e664-8367-41a4-8411-2029d0071cebTue, 07 May 2024 12:00:00 GMTRavenDB’s storage engine: Voron–unlocking the secret<p>A couple of months ago I had the joy of giving an internal lecture to our developer group about Voron, RavenDB’s dedicated storage engine. In the lecture, I’m going over the design and implementation of our storage engine.</p><p>If you ever had an interest on how RavenDB’s transactional and high performance storage works, that is the lecture for you. Note that this is aimed at our developers, so we are going <em>deep</em>. </p><p>You can find <a href="https://docs.google.com/presentation/d/1J4d9U4TGO06GVddEIvx-Gc7uogwj1IGL9gQU3XsG428/edit?usp=sharing">the slides here</a> and here is <a href="https://youtu.be/dKZ3FXnCrbE?list=PLyN48dYowfwCwyr-EsObZWEMz0LaC9DK4">the full video</a>.</p><p><iframe width="787" height="443" title="Unlocking the Secrets of Voron" src="https://www.youtube.com/embed/dKZ3FXnCrbE?list=PLyN48dYowfwCwyr-EsObZWEMz0LaC9DK4" frameborder="0" allowfullscreen="" referrerpolicy="strict-origin-when-cross-origin" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share"></iframe></p>https://www.ayende.com/blog/200898-A/ravendbs-storage-engine-voron-unlocking-the-secret?Key=ecd8ae37-c524-4878-bcfc-d8079e868f21https://www.ayende.com/blog/200898-A/ravendbs-storage-engine-voron-unlocking-the-secret?Key=ecd8ae37-c524-4878-bcfc-d8079e868f21Thu, 28 Mar 2024 12:00:00 GMTUsing analyzers in RavenDB indexing<p style="text-align:left;">We got <span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/ravendb/ravendb/discussions/18205">an interesting question </a></span>in the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/ravendb/ravendb/discussions/">RavenDB Discussion</a></span>:</p><p style="text-align:left;"><span style="color:#1f2328;">We have Polo (shirts) products. Some customers search for Polo and others search for Polos. The term Polos exists in only a few of the descriptions and marketing info so the results are different.</span></p><p style="text-align:left;"><span style="color:#1f2328;">Is there a way to automatically generate singular and plural forms of a term or would I have to explicitly add those?</span></p><p style="text-align:left;">What is actually requested here is to perform a process known as stemming. Turning a word into its root. That is a core concept in full-text search, and RavenDB allows you to make use of that. </p><p style="text-align:left;">The idea is that during indexing <em>and</em>&nbsp;queries, RavenDB will transform the search terms into a common stem and search on that. Let&rsquo;s look at how this works, shall we?</p><p style="text-align:left;">The first step is to make an index named Products/Search with the following definition:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-go'><code class='line-numbers language-go'>from p in docs<span class="token punctuation">.</span>Products <span class="token keyword">select</span> <span class="token builtin">new</span> <span class="token punctuation">{</span> p<span class="token punctuation">.</span>Name <span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">That is about as simple an index as you can get, but we still need to configure the indexing of the Name&nbsp;field on the index, like so:</p><p style="text-align:left;"><img 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" style="float: right"/></p><p style="text-align:left;">You can see that I customized the Name&nbsp;field and marked it for full-text search using the SnowballAnalyzer, which is responsible for properly stemming the terms. </p><p style="text-align:left;">However, if you try to create this index, you&rsquo;ll get an error. By default, RavenDB doesn&rsquo;t include the SnowballAnalyzer, but that isn&rsquo;t going to stop us. This is because RavenDB allows users to define custom analyzers.</p><p style="text-align:left;">In the database &ldquo;Settings&rdquo;, go to &ldquo;Custom Analyzers&rdquo;:</p><p style="text-align:left;"><img 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" style="float: right"/></p><p style="text-align:left;">And there you can &nbsp;add a new analyzer. You can find the code for the analyzer in question <span style="text-decoration:underline;"><a style="color:inherit;" href="https://gist.github.com/ayende/ec6c11786638c0542245cfe770d82e23">in this Gist link</a></span>.</p><p style="text-align:left;">You can also register analyzers by compiling them and placing the resulting DLLs in the RavenDB binaries directory. I find that having it as a single source file that we push to RavenDB in this manner is far cleaner.</p><p style="text-align:left;">Registering the analyzer via source means that you don&rsquo;t need to worry about versioning, deploying to all the nodes in the cluster, or any such issues. It&rsquo;s the responsibility of RavenDB to take care of this.</p><p style="text-align:left;">I produced the analyzer file by simply concatenating the relevant classes into a single file, basically creating a consolidated version containing everything required. That is usually done for C or C++ projects, but it is very useful in this case as well. Note that the analyzer in question must have a parameterless constructor. In this case, I just selected an English stemmer as the default one.</p><p style="text-align:left;">With the analyzer properly registered, we can create the index and start querying on it.</p><p style="text-align:left;"><img 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" style="float: right"/></p><p style="text-align:left;">As you can see, we are able to find both plural and singular forms of the term we are searching for.</p><p style="text-align:left;">To make things even more interesting, this functionality is available with both Lucene and Corax indexes, as Corax is capable of consuming Lucene Analyzers. </p><p style="text-align:left;">The idea behind full-text search in RavenDB is that you have a full-blown indexing engine at your fingertips, but none of the complexity involved. At the same time, you can utilize advanced features without needing to move to another solution, everything is in a single box.</p> <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" />https://www.ayende.com/blog/200833-B/using-analyzers-in-ravendb-indexing?Key=49568778-53d2-4b69-ae57-8dbca2afbc09https://www.ayende.com/blog/200833-B/using-analyzers-in-ravendb-indexing?Key=49568778-53d2-4b69-ae57-8dbca2afbc09Fri, 08 Mar 2024 12:00:00 GMTCoding after work: RavenDb, passion, and books with Dejan Milicic<p style="text-align:left;">In this episode we talk to Dejan Milicic about the new version of RavenDb that just dropped. </p><p style="text-align:left;">We also talk about how important passion is as a developer.</p><p style="text-align:left;"><span style="text-decoration:underline;"><a style="color:inherit;" href="https://codingafterwork.com/Episodes/43be0c46-ea55-40f1-bbe0-593f5b5a0ef9">You can listen to this here</a></span>.</p> <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" />https://www.ayende.com/blog/200801-B/coding-after-work-ravendb-passion-and-books-with-dejan-milicic?Key=f39647b8-e4fc-4506-9c67-4828c9488392https://www.ayende.com/blog/200801-B/coding-after-work-ravendb-passion-and-books-with-dejan-milicic?Key=f39647b8-e4fc-4506-9c67-4828c9488392Thu, 07 Mar 2024 12:00:00 GMT