Ayende @ Rahienhttps://www.ayende.com/blog/Ayende @ RahienCopyright (C) Ayende Rahien 2004 - 2021 (c) 202460Debugging the Linux kernel using awesome psychic powers<p style="text-align:left;">I wanted to test low-level file-system behavior in preparation for a new feature for RavenDB. Specifically, I wanted to look into hole punching - where you can give low-level instructions to the file system to indicate that you’re giving up disk space, but without actually reducing the size of the file.</p><p style="text-align:left;">This can be very helpful in space management. If I have a section in the file that is full of zeroes, I can just tell the file system that, and it can skip storing that range of zeros on the disk entirely. This is an advanced feature for file systems. I haven't actually used that in the past, so I needed to gain some expertise with it.</p><p style="text-align:left;">I wrote the following code for Linux:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>int fd <span class="token operator">=</span> open<span class="token punctuation">(</span><span class="token string">"test.file"</span>, O_CREAT <span class="token operator">|</span> O_WRONLY, 0644<span class="token punctuation">)</span><span class="token punctuation">;</span>
lseek<span class="token punctuation">(</span>fd, <span class="token number">128</span> * <span class="token number">1024</span> * <span class="token number">1024</span> - <span class="token number">1</span>, SEEK_SET<span class="token punctuation">)</span><span class="token punctuation">;</span> // 128MB <span class="token function">file</span>
write<span class="token punctuation">(</span>fd, <span class="token string">""</span>, <span class="token number">1</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
fallocate<span class="token punctuation">(</span>fd, // <span class="token number">32</span> MB hole from the 16MB<span class="token punctuation">..</span>48MB range
FALLOC_FL_PUNCH_HOLE <span class="token operator">|</span> FALLOC_FL_KEEP_SIZE,
<span class="token number">16</span> * <span class="token number">1024</span> * <span class="token number">1024</span>, <span class="token number">32</span> * <span class="token number">1024</span> * <span class="token number">1024</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
close<span class="token punctuation">(</span>fd<span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">The code for <span style="text-decoration:underline;"><a style="color:inherit;" href="https://gist.github.com/ayende/68dcb097c0500785b18a14ab9afa69a1">Windows is here</a></span> if you want to see it. I tested the feature on both Windows & Linux, and it worked. I could see that while the file size was 128MB, I was able to give back 16MB to the operating system without any issues. I turned the code above into a test and called it a day. </p><p style="text-align:left;">And then the CI build broke. But that wasn’t possible since I <em>tested</em> that. And there had been CI runs that did work on Linux. So I did the obvious thing and started running the code above in a loop. </p><p style="text-align:left;">I found something <em>really</em> annoying. This code worked, <em>sometimes</em>. And sometimes it just didn’t. </p><p style="text-align:left;">In order to get the size, I need to run this code:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>struct <span class="token function">stat</span> st<span class="token punctuation">;</span>
fstat<span class="token punctuation">(</span>fd, <span class="token operator">&</span>st<span class="token punctuation">)</span><span class="token punctuation">;</span>
printf<span class="token punctuation">(</span><span class="token string">"Total size: %lld bytes<span class="token entity" title="\n">\n</span>"</span>,
<span class="token punctuation">(</span>long long<span class="token punctuation">)</span>st.st_size<span class="token punctuation">)</span><span class="token punctuation">;</span>
printf<span class="token punctuation">(</span><span class="token string">"Actual size on disk: %lld bytes<span class="token entity" title="\n">\n</span>"</span>,
<span class="token punctuation">(</span>long long<span class="token punctuation">)</span>st.st_blocks * <span class="token number">512</span><span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">I’m used to weirdness from file systems at this point, but this is really simple. All the data is 4KB aligned (in fact, all the data is 16MB aligned). There shouldn’t be any weirdness here.</p><p style="text-align:left;">As you can see, I’m already working at the level of Linux syscalls, but I used strace to check if there is something funky going on. Nope, there was a 1:1 mapping between the code and the actual system calls issued.</p><p style="text-align:left;">That means that I have to debug deeper if I want to understand what is going on. This involves debugging the Linux Kernel, which is a <span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/torvalds/linux/blob/master/fs/ext4/inode.c#L3946">Big Task</a></span>. Take a look at the code in the relevant link. I’m fairly certain that <span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/torvalds/linux/blob/master/fs/ext4/inode.c#L4024-L4025">the issue is in those lines</a></span>. The problem is that this cannot be, since both offset & length are aligned to 4KB.</p><p style="text-align:left;">I got out my crystal ball and thinking hat and meditated on this. If you’ll note, the difference between the expected and actual values is exactly 4KB. It almost looks like the file <em>itself</em> is not aligned on a 4KB boundary, but the holes must be. </p><p style="text-align:left;">Given that I just want to release this space to the operating system and 4KB is really small, I can adjust that as a fudge factor for the test. I would <em>love</em> to understand exactly what is going on, but so far the “file itself is not 4KB aligned, but holes are” is a good working hypothesis (even though my gut tells me it might be wrong). </p><blockquote><p style="text-align:left;">If you know the actual reason for this, I would love to hear it. </p></blockquote><p style="text-align:left;">And don't get me started on what happened with sparse files in macOS. There, the OS will <em>randomly</em> decide to mark some parts of your file as holes, making any deterministic testing really hard. </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/201665-A/debugging-the-linux-kernel-using-awesome-psychic-powers?Key=9089428b-0483-4aad-9653-44f96a66cde9https://www.ayende.com/blog/201665-A/debugging-the-linux-kernel-using-awesome-psychic-powers?Key=9089428b-0483-4aad-9653-44f96a66cde9Tue, 17 Sep 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"><</span>Dictionary<span class="token operator"><</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"><</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">&&</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 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> 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’t sending a full response back, just a very small notification to use the cached version.</li></ul><p style="text-align:left;">You’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> instead of just “it makes things work faster for me”.</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() 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"> 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> 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’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’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’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"><</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> is changed? </p><p style="text-align:left;">For that matter, what happens if a <em>new</em> 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> solutions to those problems, but they are <em>super</em> 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> change, we’ll mark the <em>entire</em> 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’t changed. Note that if the specific <em>query</em> results haven’t changed, we’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’ll still use aggressive caching, but you’ll see brief periods where we aren’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’t have to worry about missing updates. The downside is that, as application developers, we <em>know</em> that this particular document and query are independent, so we want to cache them until we get notice about <em>that</em> particular document being changed.</p><p style="text-align:left;">The default aggressive caching in RavenDB will not be of major help here, I’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> when those documents are updated, let’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"><</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"><</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"><</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"><</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"><</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"><</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"><</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… 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, the magic happens in the constructor. We register for two important events. Whenever the connection status of the Changes() 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 = 🤯🤯🤯</h2><p style="text-align:left;">I’m afraid this isn’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>, 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 GMTLegacy code with really good tests is still legacy code<p style="text-align:left;">I got into <span style="text-decoration:underline;"><a style="color:inherit;" href="https://www.linkedin.com/posts/ravendb_code-coderot-softwareengineering-activity-7224035458719129600-dVwG">an interesting discussion on LinkedIn</a></span> about my previous post, talking about <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/201377-A/does-code-rot-over-time?key=b0af4b5991db482f852eb0de3b65c1a8">Code Rot</a></span>. I was asked about Legacy Code defined as code without tests and how I reconcile code rot with having tests.</p><p style="text-align:left;">I started to reply there, but it really got out of hand and became its own post.</p><blockquote><p style="text-align:left;">“To me, legacy code is simply code without tests.” Michael Feathers, <span style="text-decoration:underline;"><a style="color:inherit;" href="https://www.amazon.com/Working-Effectively-Legacy-Michael-Feathers/dp/0131177052">Working Effectively with Legacy Code</a></span></p></blockquote><p style="text-align:left;">I read Working Effectively with Legacy Code for the first time in 2005 or thereabout, I think. It left a <em>massive</em> impression on me and on the industry at large. The book is one of the reasons I started rigorously writing tests for my code, it got me interested in mocking and eventually led me to writing Rhino Mocks. </p><p style="text-align:left;">It is ironic that the point of this post is that I disagree with this statement by Michael <em>because</em> of Rhino Mocks. Let’s start with numbers, last commit to the Rhino Mocks repository was about a decade ago. It has just under 1,000 tests and code coverage that ranges between 95% - 100%. </p><p style="text-align:left;">I can modify this codebase with confidence, knowing that I will not break stuff unintentionally. The design of the code is very explicitly meant to <em>aid</em> in testing and the entire project was developed with a Test First mindset. </p><p style="text-align:left;">I haven’t touched the codebase in a decade (and it has been close to 15 years since I really delved into it). The code itself was written in .NET 1.1 around the 2006 timeframe. It literally predates generics in .NET. </p><p style="text-align:left;">It compiles and runs all tests when I try to run it, which is great. But it is still very much a legacy codebase. </p><p style="text-align:left;">It is a legacy codebase because changing this code is a big undertaking. This code will <em>not</em> run on modern systems. We need to address issues related to dynamic code generation between .NET Framework and .NET. </p><p style="text-align:left;">That in turn requires a high level of expertise and knowledge. I’m fairly certain that given enough time and effort, it is <em>possible</em> to do so. The problem is that this will now require me to reconstitute my understanding of the code. </p><p style="text-align:left;">The tests are going to be invaluable for actually making those changes, but the core issue is that a lot of knowledge has been lost. It will be a Project just to get it back to a normative state. </p><p style="text-align:left;">This scenario is pretty interesting because I am actually looking back at my own project. Thinking about having to do the same to a similar project from someone else’s code is an even bigger challenge.</p><p style="text-align:left;">Legacy code, in this context, means that there is a huge amount of effort required to start moving the project along. Note that if we had kept the knowledge and information within the same codebase, the same process would be far cheaper and easier.</p><p style="text-align:left;">Legacy code isn’t about the state of the codebase in my eyes, it is about the state of the <em>team</em> maintaining it. The team, their knowledge, and expertise, are far more important than the code itself.</p><p style="text-align:left;">An orphaned codebase, one that has no one to take care of, is a legacy project even if it has tests. Conversely, a project with no tests but with an actively knowledgeable team operating on it is not. </p><p style="text-align:left;">Note that I absolutely agree that tests are crucial regardless. The distinction that I make between legacy projects and non-legacy projects is whether we can deliver a change to the system. </p><blockquote><p style="text-align:left;">Reminder: A codebase that isn’t being actively maintained <em>and</em> has no tests is the worst thing of all. If you are in that situation, go read Working Effectively with Legacy Code, it will be a lifesaver.</p></blockquote><p style="text-align:left;">I need a feature with an ideal cost of X (time, materials, effort, cost, etc). A project with no tests but people familiar with it will be able to deliver it at a cost of 2-3X. A legacy project will need 10X or more. The <em>second</em> feature may still require 2X from the maintained project, but only 5X from the legacy system. However, that initial cost to get things started is the killer.</p><p style="text-align:left;">In other words, what matters here is the inertia, the ability to actually deliver updates to 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/201537-A/legacy-code-with-really-good-tests-is-still-legacy-code?Key=c5421c95-afd6-40ae-8855-99f32edd78d6https://www.ayende.com/blog/201537-A/legacy-code-with-really-good-tests-is-still-legacy-code?Key=c5421c95-afd6-40ae-8855-99f32edd78d6Mon, 05 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 src="data:image/png;base64,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"/></p><p style="text-align:left;">You’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’s zoom out a bit. What are we <em>actually</em> looking at here? We are looking at the state of a particular <em>index</em> 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’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’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’m still looking at these screenshots with a big sense of accomplishment. </p><p style="text-align:left;">This stuff isn’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> 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 GMTTemporal cattle and other important jargon<p style="text-align:left;"><img 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+0McpAKk3IQ8JwC4cD9ODgGEzjCR0m/TSRPmMgAmQE0cTQnG1tYb16P1NQSpKfkI04PmZJAZoBJL2PA1LgePmPA/gYyyhgugwQylcSLW7EIiGa1q+M+FGCESyALovMGGEAiQH4+BKYFnlb5eAVp8gwiEIF0aEq1XKYUPITI0z1IyesD8nALVOs83IPhoQcugx++0OhsjodwOYKKhDdb75aW8m7te3pHEBwuEzwDRP+ZFHRsc3JLkZRdD2//RBYXGmD/Vfcy1ruQaS4mTmTrEMSq0g9b7AMxbbEF5i5Zhc1Wbti23Q0xMSx+QtJYXfopyGwJo61UoJQxcAo6upmjowaXyJ77baNjTiYKI1ihwZGqjWQxEMmxUFaeNuab4OnsjrycCiQnZNPRMhBPKWdT1zqTEceTb1AsIVLzatJSMm8WzQoziqEyktWlJi1HC6czhYfSnUJilcL1rRIBM8yZBbNii47JQCxzsxAe4BCGtiDfCATRTQJ5sgPoNP6ewfAjMH4EyZcA+VG+BMPHLUCTewC83fxb5WosrqM8ub0HW3cX/78vrhfgBM60rFKERGYQsmAu0+E8QinN9ZS4LK2XZxhbrpeWLuiplziiN8ETeRFCkbc33U4vL7qhJ1t/fpgKiyQ0l8PHV6ZHJPE3uJ+0rTK+JvohyWUod7ms5BHR6mIEw84hkOEyEMu3eGLinBVYu96KVaU7PD29EB2bAUc3HezsvbHdzge2tj6wZytysPOFvT3hc/KHnZO0AloggdNkRyDb6OgIUXSGcAIVSrjC2EYGRCDSP4J5Gk8mT5blxrV0pgTkZZcigXDFMd+Ki6aTRaUglo4VH5GsFCdgsVIUxTCfimY+FcV+NKWjc8kF8wi9BLDIMEKmgIppUWhwNMESSZ9iG0z3CguPR2JiNvMyOhtzpECGQwUYT6o/T7KfGwETESZfD38lH1dfeLv4wMtVk6eLt5Jadmb7ntxdfOHq5P234jqD3Lg/N2fuy80XaeklCA5Lhacr4VRuRyckgOJ8mksGK+g0+AyScBvGk8c+W29vgU1acbxIwhXJsK214npeBCKUH8T8kgYEhecQLiks4tkyRBol/a2QfdgRFWBs1cV47tOFkDnJtIUk/AxrApk1XWfGcivMW7KaCb8Ttm1zhC6SIT8oDbZ0uO32PpSvAsuRLuZAuJwIkaNyMboaQRM3s5PlFtgIWUxAEKIYcyN9/BDl4w+drx8ifDwRToX6+HCZYcJuK+y3rEVeSjJykjORpIulYpAQGYP48GgkhscoJYRGK8UzpxPFUTEhEVQ4okLCEBkSCp20wWEMy6JwhmmtDWcbFhjCZRnjckCYJlY1If4hDI3BSEsUmAmdVyCCGP4CPQMQ4O4Pfzc/+BEQH0dv+BAEb1cvQuNBwDzg5eTOvhtbN3g4usDT0VX1PZ1cNXFZ5OHgAg+Ou7NvLDc+xtXBmXKFq70sU+x7ubgjKzWfzp9EcAmduwaeF51R5KMgM4RkcTo6nBL7zANFPswVfQiYyJcu5ktH86P8pSVgPvwwibvFRacgv7iBFXASK1k6G4sbNZcnFbBevoY+gZOrEa3SX+aR/XG/nnRTD8Lu5h4KF5nrcmZYEyeiNtr4Y8lKC2xYtxEWGy3g4+TAaETnY87lbOsGJzsXONq6wIWti50rXLY7U05wFtk4Kzmx72jrCCfKRdpt9mizYaUZNqxcgQ1mlOqbYeOq1WxXKknffM1qLJ4zA+ZrV/EAcsc21rAz34DtmyiGU+tN5rDeaA6rDRawXG+OLZTF+k2wWLcJm9dugvnqDdi4ej02rRFtwKa1bNe2thvXadq0fiPM161X2rR2HbWWj1sDizVruY/VsNuyDs5bN7MgWYVNq5bxtS2F+col2ERtNFuKDSsosyVYv3Ix1pktwroVS7B2+RL2teU1yxZgzdL5SqupVXqtXLKA7UKsWrKQfWrpIi4vUu3KxQthtmgBNU+vuVixeA5WL5kDV+s12LZ+Ffclz7Ncad1yMz4vj6OZdiw3mPE46rV+xQpsXLmK72UNX7/WWqyW90atWafXeljwuFjwGGxhu5lj7na2dO8AWFtY8thynLJcvw5WlOU6gzjG472FUi2Puzr2PN6ijTwHG6g1ZuuwesVarFq+GiuWLsfSRUuwbME8bNi4DYtW2WDalEmYMnkSZs+aAws+38aNlpg/fxnmzFmEWbMXYMas+ZgxUzQPM2fOwYzpMzF9+ixMnzEb06bNwpSpMzBlygxMmzoLU6dwmWqz2TEGW5ziYOEQhc2OOraUfZSSuZKMae16m1BYOkbCyjVOrdtkG4lNdjpstNVhw/YISlputy0Ca7eGK62T1jpMtZqkH8qxEKyh1lmHqnb11hCs3RaK1ZbsU6ssA9RljRUWPjDb7I0Vm30oL5hZemLJJkcsXG+LBeu3Y9E6WyxcJ62N0uJ127B4rTUWUQtXWWHhararrbBotSUWrbHG/NVbMW8lW5GZFeaaWWPOyq2Yu4pauY3St1xW49RsbjdruSVmr5B2C2Yut8DMZeYYM30uxs5agGlLrRlmtmPGiu2YucIWs8zsMNOMfRGXZ66w45i9amevtKcc1LL056yyw5zV9pi3ygHzVlOr7Pnc9nyd+mWuk/e9wSEEi8zduU8Hbu/M7Ry5nYOS9OevcaKcMX+tCxasc1HtPLaiBRvcsHCjOxZv8sCyLYFYahmEBZt8MWedB2asdKacsNLcC5PmmGHMrBWYtGQ7j60X1vCcLue5mW/ui3kbvDF/nScWrPXksfXkcbDBTBYIc5ZsxtylWzCPx2XOUi7zuMxZuonj5hzfrMbapMSlIjk+BcmxyUiKSURStJZfKUUmMs9ibsXcKTo8VlWeAX7B6kJtfGI+oqMzWDXKNUyZeGViz2ReZvh1+stJBsn6KFaj6rKTmrxN43gqt0unMhAZwZaK5L4iwlNYcaaoylMVBywY5LqlXB4K9GWi7OoBD3snuNvawJVys7XnJ92B9m2r5Gpvx9BmBxe2LmrcnlZvRwuntttS7/btWUHbUfbbtrNvo2mbaBvslLbCltq2VS9rymortlptw4L58zB34TJsdwxnlRYDJ48YOHrGwMU7nkqEs08SXChX32S4qdtkUuDqkwxnX45zTFpD38WP8m+Vqz+3D+D2bF39U+HEbZz4eEffNDj5pfFxKZTsQ1qtr/Yhz0O5+6WqVnvuVHhwX/4hqazSixCVVKVuD3LxSYC9WyTsXML5YXbFtAXLYL7VG3au0RwPYb4WzPcVwgIhFK4Mra7MPd1cgxhavWG2agPMGAHWL1+sooeKIowc6xlR1psto5tTdPX1y1egTayApNNgig2LV4qRKQMm5kpMtKNCYqALZXHAytPf24/5BPO36HTExWUhilAoiBRorTJM2moTs7LMN2iYyNX3Y+Q2FgKnk4lbuS7KZe0COyWAGkBjERHG/M7VxhIbFk/D+oWTsWD6WMyfNBoLpozBwqnjsHjqV1g8ZTQWTfmS7TgsoRZzfOn0CVgyYwIWU4umj8eiaRyfMR6L2ZdWlhdOG6vaRdMmcl8TKGknqeUF3I9oPvc1Z9IYzJz4BWZMGI1p48Zh3KgRmD1zFmyYz7h5SDUoUwhMvpmU+6iphiT4BSTDj7mUf2AyAoJ4ooO4HJwCX7a+HFOSMa6TcYN8uWyQT2AKPLkvb4LiQ3n7Sz+JfU3eAYkt8qLUc+ufX6RtJzcjJCM1KZcFSzGCI7MIfRxhCsZWxxDMoBstWbmRHxhWmi7M01QS78eWSb4Tq0jmu/b2HrDb7or15tuwcPlGzGYIXbBgCRYuXMp2EdvFWLRoKRbxg7dw4RK2sm4J2sQTACVVHSbpJRWiQEfxBMeIk1FRrHJkPs3PywcBAaFIopvJ/VlxMr1AV4uLyfygPrROxgzjsXx8jFrOZMUqVxeM4COw6iI7X5OlxRbMmjUOUximpq/1xxqXNGxwTsB6pwSGkxhscojGRscoKgKbGNYt7MNgbkc5hHOd1loYRPeRZbXOntvbcUzSA4b/TfZMA2SM7UbuZwP76zm+gVpvF4F1NkwN7BIxYb4Nxk+eraoumXOSu1Ol6pMpBj+eVH/CFcDCQBQYTMgoaQNDUlT/fcm4sWQsKDRVgegtoBI4ATWQEMo6fxH3/TdSUCe+J7nzOAEphCwptQQB4Zl01Sg4uDM1sfLGlDkrsMnKQUFm4+DDatITdvZeCixbJv3btjrB2toe5hbbsH6LA1ZutMWyZeuxbPlarFixHmYr1yqtWLEGy0TM+ZYvW81tVqFNoi4FBsVHJLVIQDO04mwCm5qSkOkHVoO+nj4Ip/ulpharmwkT5SZAKiFObv77x4qPzVISwFra9+ATGa4uGC5Rubj4YfFKcyxd5wRdSg0OnryFnYevov7gZewQHbhCXcKO/RdRt++Cpr3nlXawL2rYdx711I69+nXs1+09x5ZiW7v7LGr3UHu1tmY3x/acR/Wec6iRx+n3sf/oLbgF5WDqzCWqVFf3bvnEqJl3ucvCVyAzOvHGML0vAUpgeh8yGQum/Bjm/IO4Xg+XsYyfw1h+BMtYGmTx6lp0QmIp/MIy4Oqlg61rJPNDayxYxiLGwR/b6MrbbD1gY+dGuWM7nUumMqytHbBlsx02WmyHlZMfbOjQm5yZj9sH84Mayg9oMDZuD8QGhtv11p5YZ+lOGF2w3sIZbZKiUhVMCZGSh7VCZpBAZlAMnSw6LIb5WRxC/UJZLgciJi4T6fxkGINmrA9BZpAxbMYyhkwkkAlsMnG7dbsXbJ3DEBvij925cdiRnYTazARUZiWhIjsZVVRNVjKqM5NRmZPCsRSu47iMKSWhKiMRVZlJqJRtKFlXlcVtqcrsVG7PVr++IjMF5WwNKstIQnlWImrzmPe4MKleslbdfaABJmFSg0ydWJ7s96H4kIyhMu6LQpi3+oem0bU+DNn7eh82gwKCmHKEJvKcZPOcFcKHIdrZk868PQRTF6zGps2O2O4UpiCzsfOiO3so2RI0GxtnWG91hvkWR1jaevJ5opDD45CWnIy0hGSkxMudOjIPqkOQv1yiC4GXe4CaV3Rx8tKcTABLiKKiCVuUBpwxdAbIJHwKaOJsUSFMxH2CuNNQpKWVII2OliS3N1Mfgu19fQi294FrAY35n4TQGILm7h7ExDQUTo7u8GdyH+HlhQhvb0T6+iLSzw86KsrfD9EBAYgJDGEbzOUgrgvUKwgRVCQLGJ1/MCIp1UpBo8ZC1DaRMnfoz+25nwj/AISzH+brhyBvXwR4+8PP3QcWm7Zh5RordWlGLudIqNTuK5MvlMjtzAyTPJkfUhCBeUd6qAwKltulw9hGZDFhT0MQFSygfWBf70ue1yDJAQOCJVwnIozFVnRsDkKjcuDB1ypFyvy1Tpi3bC22s3qVi9/2MoHqHMykP4TvKxTO7nKnRSi22fnCmvC5+8olyDDE+Tnz+PogLigQccE8xoxukRw3zGuGkosQ/zAeq2DNyUSJ0YQt5sOQGcOmgcbCgIpkMi75WVhYLDIzSpGWUqgczQDbfwW4/yvYCJp83c3eJUh9tcvNLRAhgQkMpQypsj42A/H8pMYncN9JdFa+ljg+Rwz3HSOfYNWnmEcaSw58VEwWorlOFBOXR+VTBYhlNRbLNopjIl1MDiKishQAlrYMDRb2TPojCJlc6iFcDEuivwfY38Bl0PuQyX35rLiDBDI6WVAwIWPIlG0/tN+/J3G3wBA+r9z0ScgiojIZKlltsjCwcorCtMUbsWGLE1w841hFyu3ZEvbjWcQk0JG1wkFuqJRrkt4B8dCp7y5ImpPLY12M+KQyJKbIl4vkS0VUajkS08uRkllF1agvH7VJiUlHcnQakqJTNTfTJav8zACago2Se/xj5B5/Kpq5WJRSHMICw+Hj5cuTkYWszHKkJhcwuZQve8iXPlqB+xBg70sDTVMcT3prX2CTL12wKCBMXl60Y/8oePrHIL5wLzJ2nETujnMoqD+Pwp0XUEQV7jyvb1uX8+vPoZDbyHLRzoso3nWJYivrG7THFujbop2XNDVeRhG3K2zQ9iOPk/U51afg4peKzTZu8GRuoyX7BsgStGRff5INUqFQINGHROOw+C5gBIoK0WURskwEhhI2EZ3MAJnxfj8kVWAY+gKZ3hmDKCkiZGplmYU7Fq6yZNgkXL5J8PQTsBIIFitU5pTeEvZ5jF3cAuDJ/WTVnUTZ4Zuobr6HuuNfo/70N2g49xQ7LzzFrgtP0HjxGfZdfoYDV57j4DXq6lMcuvJEg6wFNDpasnK2FCQZFwQEL0ZHyPSK1snPGcgXf1kMUIG0Rz/G4nSGzKz0EgWaMWytzqZ9s+hDgIkEMuN+PPUueFqBEBzM/Mc/GqmZJXj08xt8+xp4+ttbPKeeGet3UNr4t79B3xr6UK22zH2wlfXf/cExPu5bPu7bP6hX3PYVx9XYGzyXMUq2y6w6BVsXee/ynU66V5CIxyOY+juQCUTGkBnUCpgGmXwbKTQ6F4FsgwlYIMNlIAuAICOH+r+RgCatN+ERmLa7RGHeKhtYMscVp1LfD1B3dkTRlXXw8o5Ql7Xc3UL4HgNRdeoyfgDw01vgJdufpa9vfzHSb3irxMOlxM1lMjYTyQwzSbFpbAlYbDoSY9IorU2gw8UzlMbGUNGS4LW28gVg+aZ5eLjcUcq4TCBzcioJW5GCLC2l6B1X077OZgDP2OU0yXRIYjzDHMOSfBWtVTkETr6WRtAYSuV5Anky87KK8PMPz/k2gNfqvzfq/6/YvnprWNbrrV4t/xmt4yO0kbdKr0VvtbZ1TNtS/q8dOqB6/wWeNJ68IEnypZoUB2MupiTjcmIlWX8fKgHtXQVJSKSCw9KVwuhiYdF5CGAVKC6mQSa5Gbf/0P5anie15TkFKjUvp+bjZK4ske4fz3wsATZOkdi41Ud9wVe+zSTfflK3A6nbheK08E9Xk3wsIasAP76R9w284QeanzH8wUXV8jhJ+ztbET+n+FUv6fMzijapyflIUcpTQCgREMlnktkmJWl9+b2MBCoxoYAtFZ/PE88xQhHPUBlDJ5SfI0hILkZBfj1yMquRlVGBTDpbZnoxMlgciNL1RYISIVTiY9KSOU6lJBLQpOIWybLMx8nzG1p5PZG6VDpbOi6f3M+3oZ16vn/VGvrGah0XaFq3eXfcWNq44R+PF6WNG/7V7T2F4MhchiABhCe6xaWk1aDQJODQkT6gkPDMFoUy/xKFRWYjgi4WFpXPxD+b61q3+5t9hHLsHygoJIMAZsAvOF3Jh7mdN8OuDyH04esUBfL5/HU58OPrFAXwMSFh2XxcFkOnDneuN/HdyhEQZAweJaKdt/QZFlpk8LVfldrk5VQhN7sSOVmVyCYU2ZmVzK1EFUqZTOLS08oIRZnWEhKZG0tJJgwERL51rqkEcVFpkDtNc3OrUVxQqwDLYkGQlaEB9iHIUpMLCZMRWC2Q0QXZTybQatLXAFoCnVCBz4Q9Jhul2Sn49tZR/PzNJfz09QX89Ogifnp4BT9TPz26hJdcbtUl/PhQrwcXqPPURf3YRfxwX5Yv4AeO//DgHJfP4oe7Z1T7/f3T+P7eabxg++LeKTy51IQdtfsRnVxOKAhGBMMbJVMOIgMEKpfSyxgODRxDn0DoW4FM2pj4QibRlRpkzMtaINO3Lct6kJRCtTaQMAlYoiBpOeYv8PA1BEjL9QECF/O0sKgM5JTWIzKpnIClcRs+JoyvIzybrykXkRGxuNiYiQfn6vHg7C7cP92g6UwD7p3aibsnd1E7ce9kA1tRPe6eqMftY3W4cayGqkWbksIdKCnagSJCUZhfjYI8UQ3yCUoeQ5/crJibLfCVU2UKGJEAlJFWpEKj5GLpacVqLDAglG80BsUlOwgtx9V6/TYGsPQOJoClEJiUJGk1pUqbWEC4DKFVkwqvethkOYWPTRO4+fjqklrsrqpDQ3EFdpdWorGcKqvArtJy7CwtQ0NJGepLStHA5fqSCtQVlWFHUQlVjB0FxajPL8WOfC7naapjvy6/WLW1XK7JLUJlThEqqLLsIhSm5SEnMQulZXuQmFGJiMhMOms2wgmDKEzyKQWGMXRM5PV9YxnCowEyDTzmx+kVSMlpQJA62a1wvi8FFhVMMLRlPdSESRxUE+F5x1k1+QcnIYPntLjyAELkJxI4FqT2m07IGLL5vnTRrLajs3g+MpEu3/5PylFf/s5KyaNy2c9GZkpO67K0qfmqTeW2qYnZaFNaXK8gKy6sU4AV5teoNi+3iqBpEshEOVnlShpspQoqDTYJh0z6M+h0KQXw8Q5RX0QV0DIJpEAm6w2QpRtBJq1MfWjSxgzwvQ+ZgkvGlbgd95dC0HJya1FW1sgcrQJFfL1F+ZUozKtQKsit4HuoQF5eOcU+PzgieR+G95Ur74sfopysMq3PViTvU73XdLpxGt8vnyuNr019AKhCgYxOr+NJ0EXlKNBEEXS2cMmpeJLE3f5r0kKlQCYnODOvDnHpNUz8cziuAaSB9J6T6WEzOKBhOVgBLq5kgE5Cur5PBTD/0+nSUFG9H/Hp9fDnmBQY2j4IWQTTH126em9RsYwazI3lt+xkSkjlzZJDS26tpoqYS0sao6SPOiKmXvHMuduUl9SjtLiOoNUxxNUoFRUIbFWErZInSdys8h3IDNJC4buwZaaXsQJMh69PEE8+TzJd0QBhqwQ8DTpjvQ/Z+zJApvqUOKJAlppaiqKSBuTm8QNBOPKzSilpywheqVIulaOgkffR6szZ/GBk8TUrSd9oWb2n9EJkimPL8xjBL7/RkV+yW/tRGH7aBTKDDKC9r3BCFyZOZyQDZAKkCruUuEdW4S5EJZTyhGdzvUgg1LbXHPJd0IxbQ18kQBn6mlK5XkJoGo9XOQorDiIwokDlldp+RXQxKpzPJb+1ERmViSimJvKbcWqeMTYHcQKd/NYHl0Vq2SA1LnOQeQrONpVlDahgTC4tqkVJoeRSmooIWaGCTPv0G0DT8rd3ITOAZoBITlR4WAwVS4B58vk44/X/CDIDaAaY/pEUkAIa29yCHTxoNQoICdPGykovapHxB8Igg9Ma+sYSh20BXwoifloTpApmm1vYiPgUOpl8y/2/AJnIEFJVWH0PsnCdBlo889Cs4j0Ijy7kyZZtsjkuoEnfEGpbIfuQ3gXLWNoUSQxPfmXdIcSm1BI4A1waYBpkfE3cT3gkYaMENOXYIvlxGEL3j8XjwG0j2W9TWlSDqvIGlImbFda0qAU0cSO6Wb5SlT5P04BrCSfvgZbJ8JKeWqi+ECq/vFNGl5HtWk/wu/oQbIYT23KCPwCZSHOzQmSwcMkrqKPzGIASuPha0rgutaBVfH2G8PwuSHpoVfuutGkYLWRr0ykCWb6CLC5Fc7IoVoOi/wpoohbQlINpUiGWjpXCAiujoBGhujye4Byuy+E6aVuhbA2vrWC9v2zQu5BxjJAV8HznlTUxrBboc0gtVBsgC2XIlPFwQi1hUyCL4IdAFBlFeP5TcVu92mSlFxAwAa0e5UygS4qq9a6mgSYSRzOWuJsUBOJmBtjedzMBLTEhi6BF0mEIbKFWbbaC1uokxjKcdGP957AxjDKc5eY3KBdN52OMAfqQ3oXIaD8KKMO8npYHClyJccwx9EqIleUCI8jyWiB7HzRjCSj/qQheem4NkrIbeJK5HJlLuDQnM5YBsr+nD8EmCmaYlDnHyrom6JLrVKKvOaQ8zhhiTS0fAv2H4j9Ty/Z6yQenTUGu5CWFBK2WYbNOAfe+q4mjGcKnATJxNuM87UOgSRUaqUuA/OqihM38nCq1jWE7Ta2AydUC1dcDIm6ogaIH5h+AlsSKNCunjq+lgtvJRPCHgVLSw9QKlUGEquXqxLsTxe8ARiXFE7KCXSpcCmTRMa0yBs1YEVG5SpHc/oOAURE8KdmFDYhOrlbTCALZ+9u0wqbNqX1ICprwd8ETiYsV0UiyS/cjiLlYOEOx5pbyOG7DHMwYMAN4Cpj3gHpXmju/D5iCrIJwFWSXIC+zGNKvpJuVE6wy5mclRk4mYBkczCADZO+HTQM0AlEqQ1RIaBySebIlOc9kMq4l1txOoJI5NANoCjJtLk0LnVqbRsBSBRbDVAdBk/2JZFzCZZLMq6UzZObXKhCVFJx8fLKWtykRSFWdyjSJSuCNJI6lz7dkPk5CouRfSvqJ5zi2KrmNz0c2IYv9R5BJQWBUFESKCEkk178PTrg4HU9ydGwBMosaER5XQveQcdlWO1myXqZLpB9GGMJUDidAaCc1VC8t19NLQqEKhwyDBCyOLlZcuRcRyVUMnRKe5Xm155Z9RxAoFSIFrHC5vCXTGXxO/Tq1Xp5Dnl8ky+p16F+LXuqKBd+TgNumKKccBVJ5ydxPeh77xSjMLlPKo3JF+upMlKUHqsXBDNKPiyRUilTORYjkrojwyFRky/RIIRP0nFpkZ1cjM5shlMoSZbGfVYN0tunZdUjPrEUalZ5ZjQy9UtOrkJIhbTXS0rTlVLniT2jT0ioUZNkF9dy2EimsOFPSuC61HKmyjm0yQ1tySimSkktb+slG/cSkErVO2sSkYtXGE964RIqt1i9GdHwhW7pw/i7EpVawgpIx7adGo6RV/aIW6WILmQAXqFZ+mlT9DKn6iVHtZ0ZFEYQrPCafz1OKNMIbEV/GMRkv1q/XtguLKUF4bAlCOC4Kiy3lcilCOR5Mhah+MUKjjcTHqZ8nZSGRnsPjnr+P29YgJKZU2577C5X9cDlcPZ9eHI+gZP9hXJafRTWW7FN+IlV7XTKm/WSq2oe8Nv14m+LcEgJVhPxMJrJpOchITEdKXDLbDOQxjObS4QQ0BRwh01xMcrFy5BEuUW6miOCxlZxIQSaA0UXEncTR5BYcnS4VBQW1KC7ehfz8HcjPk7m5OtXPy69j7sZkNI/9XIptLiVzYFlyYAhlTm4d4WQFmcVluWzFNiuzimBXK3CzBF7uI7ewnq22nEFoMwivAKxEoEUZmQSawKZlEFSlStUmpxFQwprCNpkAyXIyl5MJtPyGbqp6TA0fz9dCGFL5gRDwk/VKSq/htjVI5IcgMU1aSr+ckCq3wsgtMTWIF6WKqpXUb+xS6Tn1SM2t53puzw9TfFoV11dxnbZdfAqX6UKxht/lTRbJNrIPGa9EbHIZYglrq8r4GOaqcoyYRyZyv1EJJQr4KFEMw7hUkeGJ6ktC8uuY8iPU6kelw+OVwuWL2OGiWISHxmgKiVaKCGVLGdrQEPkRnwgqnP1ItEmN0UGUEqVDUqR8ETcIgV7uCPT0RGyIL5LDAgldEnIycpEtvwObwTCRwXxEAEwvpAMWEU6CSGUxh8pQKkB6cr5SapLM/OYyZOXwSSOhC09AMYsAgTU7s1QvOqF+jkr6mhMacjYJq5ozqjBqJLk0JSFRUwnDIUMj3SudMKYw1KZxTMZTOW58qcrQpiQwzFLxDJ0JIobRBIbj+EQqgc71nuLEwfRK4HIWCw3JyWKZq8UylIrUehYFMfFFdLjCDyqKn26DdHQDJbpYFJVZwH0SlggJq5K/qRzuPenHZZsIletJLqe1KvQxVEUwVIkkDEu+JdMsBfLHLfhBkstUoWHJCA5MUL+35uzii/UbrWG2ciNWrtyAFWbrsWLlGu2+/VXrsJIyWyX38Eu7juu0/kqzNdRqJTO9VpitwvIVK2G2Yg1Wcb2VxUa0idPFIzYiXn3lTSc0BpPCAPlppCA4bLWGg8VKuNttRniAP1JikpAan4L0xDSkJ2VQcqkhExnJ2Wyz6H5ZSE/IRFpiJk9iJnOeDCbI6UyY05hQZyA+JoVvKlzlPnIZqzWP0wDT4NKHWSMZQ/UuWJq0fIstAUnmJzedTpAqoZJwJRuAUlAVIZkJe7LAxVaUQMUx93pHMmYElAEcuXlRbmSMiSVUbDPz6pVTqJyM4S6a4yonowSav6fIqHwCkKeXwCIVZI5ylSy6Y2RcGfMgQ572AalxeQzztXfW5TL3IlR6aZO4ohy6MFOi4kaEROcjUO74CEmCfMFEfkJqg7Ub1mzYrn6LbLNoix22WNqqL45Yb3WAFVtLK/ZVa6eW1Zi1I6y2Oql2i8jKgY+1V/ux2GwP88223M4WbTLio+hkEUjShSIhIhhxYUGIDw1EfJA3/F35wA3msFxrhu2bVsHLyQERgSGIjYxDfJR8RzMJSTHJSI6V722mqjZJvr+pWr2itTtv5Xah+JhU9fsXQYFRDGVSobLKUaBpsLU4lxFgxjLMoxn0zuStHqQkKpUhNZV5WVIK8yrCZwBN4DJInEsczOBaGlgGvQcYJVApyKRPl4pJ4PPnNahQJOC0uBRBiyJw74NlrHcgE0eiBLIYApuW34gI+Zl3LkvVp6R3JGMJmFpRIOvFyfSwGkEmEnfTMRzmFO9ALEN+YFgm5HZsX3/5HY0o2DmHwWKbFzZbOWLr1u3YvtUWtjb2sNvuQNnDQS97+Y6q+p6qYZnb2NrD1tYOtvr+dhtb7sMG1lZbYbVlKyw3b4OF+Ta0SYiJR1xULGIIjnxBJFLN1Ecg2NsDvg6W8LSzgZW5NSzWrMSWdYvgsGUTfN1cEezrj4igEOhCIhAVHI1oxujYiDjE6CX9uEjuOyxBKZpxXUfFRCbAzzeMn9QkFEoell35t5BJ+wHIJMd7BzQ9ZGpqQ+BSIBE0ubiczRzqPcgkPCrI2H8fsniCE0+ARB+CrMXJ2Fe3ZDPxT2H+FJdcTgd7LxwKZITtfbXAx/AogEW+B5n8TYTknAauY0It4ERyvUgPkGFbBZZysQ8oQkDjerbaWA6PAeGl6wZyX/6BKeoLL+5e8kcggrDdNQwOnjpY2/nCytYPWx0Csc0xEDZOAUryK9gO8uMpLoEEMkDJwTkQTvKbZC5BsHUN1MRxG/kWkz33sd0HVjZesGYry23y82QWn8qtYPLM5D1bKkhWZjx5QQFh8HayhbezI2yst8Ny00aYr1pOd9sAW+utcHVwhJebF3w9AuHrGQQ/72CGw1D1m2GawhHsr1MK8IuEv/z4cUAEfHxC4OZBx0xk2GTSn5OhFQya2GfFmMlWroOKMkRygZqtFjYpaSn57bQUApfC3CuZQCUlMByyskxlkpvENknGWSUmMyeTNonVobhdAhUv+RcBjFd/jUWrHKUfR5eKE3dTMvSLNQfTS0HGpF8gi2EFGW2QAPd3FCUVpkifh0UydEUw1EawDae7JbNIiWeREB7FSlM/Fm4EogIsKo9iq1xM5tveE9eH6ddJK/tPzd6BKBYHviGZ6iZLDz/5hnsU4QiFO5fDoljxRpfw9ZXydYrozrGV/FBU8T1V8/1WIzaBRUoiX19SHR23FtFUbLK8f205KqGOYb6G1WQlgqJK4R2aD0/5vmhoBtrUVDSipnI3tQs1FTtRLSrficqyXSgq3InYqDSGTXfCRpu0dYa9naf6JRg3+XVBvxjIt2BCQlMQLD+DHi5fftC+AKFNxrVOyMm8SagSk062coNfiC4DmTk1KCxghakuWckF7hpWqgyjWVUEXlp9BUlnkjGRTFGkZ1YopemVKtMYLBrkx5RVnycsjaClszJU0xt6JaupDIo5W1JqWYvkZ+UTOZ5ASWuQLCewMhPFM5ypPts4tik5deqLEnEJXNYrNr7k7yomrlgpOlZgLOZJlL+uQsVzPLEUyYRWKkP1l1c4Jn91Rf31FUIdQUXSJWXqI5LAypSHoY0guO9IxtnK+jh5/Vl1CI2rQHCM/HWUXAREZMHFJxHe8WXIb7qK+vOP0XjxKfZcfYZ9N5/hwM1v0XTzBQ5e+xaHrn+Lwze/Q/OtF2i+renIvR+o73H0/g/UjzjK5ZMPfsQJ6tQD9h/+hLS6u/CLzEcQXbfNoeO3cfDYLRw4eoPtTRw6flO1B47cwJ4j17Gr+RqKak6wVE2Eq6013JzdERySoC6wxjNJTmTIUeGIkkpOuQwdRG5ybBWX5cQzjMmPHafJtTmCIt8oimLOlptbydBZq0JnDqHKUdMSrVBpN1FW0sn0N1FSaXQ6UYZAJvtmP1XG2BcnS2EVlcbcTM2TUYZ5MmnVXJj8WZ3kEtUaQBOIErmNseLVXFmpamVuTPWlFcgIRYJMGSQYw6SBZGhbJWDRBQUggqKcjVJzZwoGvg/mePIbtAKHEkHR5tbkT/zox/QyQCStuF6YOJy4n5Gi6b7puXL1oEK5ojhhSGSWchg7vwTsv/245f7V1vtYtXtb5Z5XY8k9sYZWZHzHsXFf/r1kJ6fqgrqdSP5ySZvnv+u/bCFfnFBfpoD+SxYy9gbfvXqL7/mgW49/UbP39tudEBgYrb7kIZdh5PZtuVQjl30MNzHKZSHDjL9BqookAOreLC4bEn75g2CxsZkoKtqBPL1bZQlcGXKnrqYswiXKpPtkCrSEVLkVlcFlkfRTGFKTlQiSKLNG71zahKvAZZBMtCYwNIriGUoNkpCpJl/1imUOZ6yWcCknkGFIEn8tVBIcycf0bWtupsm4GHi/L5eZ5G9YpTDpj6TbSK4mxYGMK0lfQaLBE6aHqKVtAUwfemWMoTKZH9T0vF3q70mpnI45mlyAd/HSoay2Vo/E//9/cmO24f9vfnuFxt0nCXOu+s5oUHgW2sgq4/vW3/+nPVT798PLX1BRtAvpPEFZmQLKuzP92nSEJuNx7eqAdh+X8WWoHDpXZmYxk9QkZBC44gLmZwyRAplys/dAU5BRGXQyg2vJchalQUb42JfJ1ERxrAxWmXxsCiGUEJlE99Fm9zUliXMppyJwdDVRXAtodCPmYkoCmyT8RpCJq6Ux8Y9mmNPAagUthi4my+JUApEmg3PJdzi1fssY4UjP2YFE7k/+MJiWs3FcnEwcS+VvDIP6XE1zLy00SivfBZBWbg3SRHj5GjOLdiM6pUoVFYZqVr4B5R+cgPN7y/Hr0wv4/vEl/PDoMn54eBnfq/YqXjy4jBf3L+G7exfx3f2L+Fbfav3zeHbnLJ7dPounoltn2D+Dp3cu48G1S9hTtw/RAjnfk7yOUMLd5s2v3+H1z8+pp9Q3Sq9+fqzpJ+rlY/z+8hF+/+Ee3r64iZtHD6trnEUFlSiQi+aU3ElruA1Irmca9wWkXCksJN+Svl7qxkGBjtsl0QljYrORn1/DAqSG41xPyAxhsyVc6iEzhMtUwiyXlSTnSkuvRV7hHuSX7ER+UYP6ZcJ8HuSC4t3IL2jQriDk1iGHhUZufr26upCbS6iZV2XLhXX2M3PrmSNqysrWWnEr1TKvyRBxOSNLGysuP4yMnF1IzayjmP9xfXoWt83YwdcmgIu0y2OyPo35ZirdVfYjl83SuV6uHsiltNKqI8jk65crA/KYFI6nyNUDLidzWV01oLQrCixqpOW4tPIYaZO4z0RKHpuUsxdx2Y3KxcJlkpZuJ1CqHI5KlZsuaRQFWWUopFkUMu0QFfEDXsTjX0gTKGABmM9jLK1aphHkMxIV0BgKMrQJ+BwulxXuIAf1/NCWqA+R9tf7tHwxjG7d5ubpY7h56hiunTiCy8ebceloEy4cOYxzhw/i7KEDOHNwH07t24MTjY1oqtuJhvIGlJfyABdod87K7L3cwi33jEkrt3EbbueWCdcCJvUiSe4L8+TWbk3qOwR6ZRPAhCSGXb7oIr5gGctnQZCfTXCYV4m7qSJAXI2OlpGhJf0ZBDCVbWZeo7p/PzlgG3wtl8J983K4Wa2G69Y1cN22Fh7W6+BtvRaeVmvgbbkGXpS31UqOi1Zw3XL4bDVjuxo+lPfWVfDeRrH1MWgbH7eV6/g4Xysz+HHMb5tsv4L7WwHPLcvgwed132IGD8uVqnW1WA5nymWzmZKzBaXaFXAyXw5H82Wq77KZ2/M1uW1eBVf2XWS7TdyGcjY3g+NG6a/ktqv4mJV6LYf9xqVw2LRM9R3Nl3Kfizg2n+9zOXIS4xGXuYcux+KBLmwoIkQxLFCikyqYqzGflMtRhFQk/Vi5hMW+dilLu6Qll7bkcliiXurPT4qYj2bkNiI7fw+reD4msVxLH5hXSuGiYzQQtTm07wiaDxzH4f3HcGCfpn17jmPv7qPY03gEjbuasKu+CfV1h1FbdwDVNXtRUy3V6G5UlDUQthoFVwWrUVGZup1bkwbbDoIjwFFM7gsoASyfoCnI1PQJQyQdLT4+l1VkJfOzeo6zypSwKfmZSB8+c/SQyU2KmXTCjOyd2FlZAsuFw9DPtAv69B+GPkO/RO/h49B3xET0GTYRvYeNQS8u9xvyFXoP+RJ9qN7Dxqq2z6Av0HvQCPSlBg7iPgbq1X8k+vbnONt+/YZz/XA+diR6DB6GXkOGoNfQYewPR8+hI9Bz0FD04XjvIcPRg/voMXgoenJdj8EjuEzxcd0H8bGDRqHX4FEcZ3/oFxwfhe6UtN1km6HSikazTw0bjR7DvmrV0DF8LFvRkLHoPniMUq+hY9Fr2Dg+hsvDxqNr3xGYOMwU8VExiEmub4HLUDRIJSs/KSAX9+UuEpmGkb9TmsACQaT68vMDbEXST5Bt5Hqp9AmoLGewUMksaCSIfAzHpbqWfSvA5PkYskVt9u5uwiEC1nTwJA4TNumLDuw9QtiasWf3Yezd04TdjQcJ3EHs3HEA9bX7sIOw1dXsgdy+XVwooNWhslwDrbx0p3I2kcHVFGziZnrQlPSOJveZCXTyxZCY2Czkc3txPgml8lU9mdLIYbWoSfI4DTK5M6Oi4jDiA+3Qq3tH9BkzGSOmLcKYWcvxxazFGDZlPsaznTxvGUZPn4PJs7TlUTNlbAHGz16Icdz+q2nLMXrmCnw50wyjZ6/ClzOW4qvpy9maUcsxZvpSjJswA5MnTsOkyTMwcfJUTJg0BRMmU1OmYKL0J03GhImTMZ6aMHkil8di4hRNE6jxE7/C+PFfcT9f4atJY/AFl0cpjVMaOWkcRvAxI6SdOJ6SVusPYztswjgMl+2UxrM/geMTVDtiAvvjx1JfUWPQ78uv8NHnHbGNTpdRsE/9YViZFjFAJhDJH8o1OE6sfuolTqSfijFMxxgvGxSfIBfb69T3EGKZ+wpIBohVSH5PbQSmvY2H9aCdUO3BfUf1kDUZQXYIuxr209UOoKFufwtotVV6R5N70AhVdcVuVFGtzqaFUc3Z6lU4FIAEMgFOQqixs0nYTGZ1Km4mY7k5dDuGzFz91IYoSwBTqkVd7SF4O1iiX89++GqVN8ZsT8KAxd4Ya5OCxVlHMGJLMMbMWIi5wanot2Ajppl7YbRjLl1nCBZu98Ny9zi4ZdTBjrnUNjqkMxNwJ+Z/XsxVPOLL4ZBYBY+ifZgydzF6tf8rBnU3waAeHTGgWwf07fop+pt+igGmn6Bf57+if1eu7/IxBnb5CAO7/gn9O/87enf53+je+V9gavJ/YNLhX9C5y7/BlOu6dOGyyb+hY6f/0GTyH+jQ6U+UtH9Ge0q1Hf+Mdmzbclza9h3/gnZq7COl9p0+5tgnmjp9gnYd/oKuPTqga5+h2GA2C1nFBxESo3cWQhBFcAQwcSQBTEAzTL9IwaJNvxhPyRhLJqal4KlV30GI5X6UWxk55QchO9p0WgEloEmruZlA1kTIDmPf7kPYs+sQGnceJmR0MkJWT8h21B5QqqvZj5qqvcq9xLEq2FYxlFZWNKJcICujq1GlhK2Y4IgENGPY8vNEcpuP3J5TxTeTx7YaBUzgczkmt/tkM3xmZVch00jpBK225jAC3OzRq0cPhIVHo6qOOWHtDjTsPoD7T57DLTgJsxcux4WrV2BmYYmQpEzsO3ycgJhitfVWmPsHwMXfEjvy16Cu0AoVqetRk7MWdRkbsC9nGw4UbEWs90bkhgUjw8UROS4uyLLdjkxnL+R4+CLLzg152z1RaheAgKXrkOzdE/uSh2JPSj9kBPSFn/1wVCRMRBGVl74ZE2dNQNsO/xMmXQlWF4LUxdD+BR06i/6q1N5Ev8zxdp0/QlsTqvPHaNf1M7Tt8in7n6Ndl7ZcR5m05fbt0L5Le3zeuR16mpqgc4dPsX7VEmSUHEVQbDkimJeFs6qVP50otwZFynwdoZFbfqQSlTm1aFbSrX0NwNa+bF+k/nS4FCixqTXqxkq5303d98Z9i+TPchskgMmf525z4ug5CGjiYALa/j1H2BdHO4GDe49zWcaPMD9rxm7JzxoOEbSDaNhxSGlH7cEW2CrKG1V4rCBg1dV7USkux34loSsva0RZKaGjSlkBlrD6MwBXWFhP2KgCVn0FO1hxVUB+clIgU6DlM3QStmw6W7ZUn3pl0fl21DUjyNMe/fsPxhdTVmKF2RZYb9kO683W2LrRCmvWyK8zW8DafBOWr1qHhSvNsWX5Igwd0gvrNszHdpfNWLNyEtIdTZHjNRjFPv1R7tEDxfZdUe3SE3WeHeA39z9QYTEO+2wmY6/1GOzcMAz1m8ZinxWXzaeiccNsagES542BbuMnqPdoi0aPj5C79SMkW3REg0tb1Dtw3L0bZo3rQBj+N7qY/hkmBKhTV4M+Qic6YEe9pN+Jzijq0JVu1YVORbgEMiUBTEFGuAzqqleXTvj44z9j05qVyCo7htCEGib5DI9M9OU+tZikSkQn0smSWAAkS1tOVejbVskkrsiwLN8DlQv4CRn1iEysVH8hRRdfqlcZXU2WyyhpBewygleKNqeOX8DJY+chsImL7WOOtm83HW3/STQfPM2xkzhI4A7sZUHA8b3UHsImzrZ7p9buqmcopRpYGFQRKkn+q6v20GX2U/vY34vqyr1ct0cfSulyeuDKCJxAZwCviFAJeOlppSoklpTvRaHc5EgA8wmguJ24m4CXTdXvaEag23b06jsEa7eGorimEVbOQZg0Zz1mL9uE+Ss2YMEKc8xcuomwrcfURSuZU32FFe5WGL19M5YHOGFZ3DbYlMzCorThcNs9Batd+qDvJ/8vBpv8Lwzt8L8xrMu/YkjHNhhJfdGhDYZ3+m8Y3vG/c/mfMKzj/4OhbdtgaLs2GNbhnzC8w3/H4Hb/xOV/xvD2/53b/Q+O/zMGt/0f6P/xf0Of9v+M7gyLXTr+C0za/ztM2v0bOrX9d3Rq9yd0ak9Xa6dJ+jKmltv+FR0/J2yfMUSy/3nbv9ANP1XO1a5ze7YClrQd0NG0Izp1M2FO9jE2rl2B7KqTiErewSS/BgnpdawS5cbHSnWFIYZJv6YqTQRREyFU69lKn0pgSpGatxsJmfWt2yQSQlaUoqgEwqhXtLRcpyPMUcnVaCOAiY41n1GO1qQHTcvTjhIyKQKO0tGOapCJoxGsRjpaIx1NcjQpBnbu2N+Sq1WxACgjMAKUhFJpRZV0OrkmKqFVKw4IF7czVKLykwnFDKEiKQbk3q6cfEJXvFvNY8ndr7kMmzl6J8tgv66W4dLZBn0HjsScZetgbueKOZvcMHuDI2assMCU+SswdeFSzFi4AmOnTcfA0V+yiuyNOUtGYciG6RjruQij3VgwhH6BQQHDMcx3APpa90eHOd3QZZ4pOs/riS7ze8B0TneYzjVFj/m9YDqrB7rP7kx1Q89Z3dF7dnd0m9sVXbjeZFYndFzAxy3gYxZ0RS+qq+xnUTd0Xsh2Tk+0n98Xnyzph08W9seni/vjo6VD8NfFI/DRwuH4bNFIfLZkJD6lPl4+Cp8tH4PPzcbhk5Vs10zE51ZT8fnaOWg/firadvyMLtceHUzpjlSHrp2UTJg3ftT2E2xctwoZ5cfpJqwQ1V26ciHbEAIZJiUEJkq4pBPRcXQMf1FM6qMpnYROrtMxF4sjgOm5uxBPSMNlO7V9CUOuseRaq1wSM4RP9ul08em1rU52/MhZHCNkR5pOqQJA8jPJxfazwtSqzWPYT9j2NLIYoJPt3kXQCJuEzl2UgCaQSbuDoAlEAo8CrXofYdtDNzM4maECNYAm+Zx+uoOASUEgoGVklCMppQyFRY3II2wC2Achc92Obn1GwN7KCZWl5QhO3YHEyqNw9QzBqAnTMW72AkybtwKjxk9Cr0FD0Y0nwd3DDF+4r8VXJXGYXOyJ3rXzMbFxGcbuXo5+9cvQ+/B0jDo1H0PPLcYIauTRBRh0eD6Gn1iJoU1L8OXRhRh+dBkG75uBMccWY/ihBZhwailGHpyPUUeXYMSRReh7aAYG83EDDs3FwCMLMPjUMgw5vhgDjvFxZ1djzOlFmHCG259dhC9P8fEnFmLKiXmYemwGpp2eg/EXZmHsifGYfGoqJh+ZjFnHJmHO+Rkwq52N2eun4OOPJJf7mLnbZwyXn7PfjmG2PTqzKPn4849gvmE90stPMbSxmsyoVbdmqxyMFaKSAKbEkKnA0gNEsHQEUJL6GFaiAliiABZbSngkLLJVYk4mIlDyXQCBTMFF6fic8XS9+PQdaHP2zBWcPnUJJ09cwPFj53Ds6FkcPXIGzYRNqkxxtQNsDx08joN0tf37j2D/Pqk8RUdVnmZwN8nXDGogbJXlBKiUjsb8rL7uoMrbahVwEj73cL24G6GjDCFTnE2qUJWzEbq09FJkEqiiUoIm4ZL5myFHy8pluKxvYri0Q/8BQ+lOW7DaIQqr7KOw0iEOC7aHYJFNOBabB2LSgpUEbrI2l9WnJ3r2/HdMs16IaQ4WGG01B/Pj5mNJ6irMiVyO5YnrsSHfAkPW9seAcX/GwKmsGCf+hf2/oB81cMJfMIht/wn/gQFj/6TUb8yfMHAstx3zZwz46s/oO/bf0GfMv6LXWGrc/0Gv0f8LvUf/b7asNr/4X+gx8p/Ra8T/RC+2PYb/T/Qc/j/Qc9j/RA+q+/D/DtNh/4RuQ/8Z3Qb+M0wHsD/gv6F7v/8G0z7/hJ6d/1/0YEX7ef/R+LjvcHzaazA+7TeEy1/iswHUwLH49w7dYb5xFdIqT0Hu/09Il7BHsFhVxqgwx5Y5mUhyM4NUgi+TqIRRvkeQklePhOx66Bj2wpOq9KpABMOlKFxaLuskPOpDZIxMzGY2IC6rETp+4NucP3cNBtBOnbyIE8fpanrYJISKi+3f24wDDJ2HDh3H4UMsCgjcAeVuLAwMuZq+MBB3M6hhx0FWmntQwcR/B/M1Ac1QldZUMVfT52mV5XvUD6ZIjqZyNcJWoocun44m1ymlACjmunxCJvlZHpXNYqGhgTmZuz1M+w6Glb03IpjLhcTnIDAqE46hBfCILIKtdxpGz1qKYeMmovfQ4czfeqFrp79igs1qTAn2x9htG7ExYgssU7ywJNARS4KcYRbtim6Tx6JTpw7oavo5undti+6mbWFq+im6MRHvxsS8M6s9086foBudpHvXzzn+CZf/jM4d/8xq7z+0ypD6vJNUilId/lkTHy/VYns+VkJdW+ZVnzBx/6yLCT5l0v4J3ejjLh2Z4HeEaU+GQNNu+KxDFz7GFJ+a9sRfTTqh0/DxmLrSCtNZQc7auBZTNmzArE0rMM9iPmZsWYPu4ybAfM1ypFWfQXRGA3R0FFE0HSmaIUzaGCbw0elM4tPqEMl1qk2lUhhWmXclZNGJqIjEak1JBtAImR40gSySkhxMXUFg7hbHx0TLvpLruA3D5bmzVxVkZwQyhs4Tkp8xdB7V52giKQgENAmdBwmbSMKpVKL7djcTMAmhUggcohg+1VQHK1CCVcfEv4KOJpJ+ncytVe9BTaWWn1VRFTLNwWKhrHiHCrGl+isFKnxyOS1L7v+SsNnASlSSf+Zs/IRJnraj4SiCvezRs29/TJm3HmvtA7F2ewDWO4Vgo5MOZvYhWOEZjjVOkRgzfSF6DB6MHr27w8p6HSY6eGBO6SFMKNiJ7roctAtKwNKQYqyKa8SixAbMTt2PNdkHMWq9P4ZMGI4VW1fCR2eBiGxf+Ce5IjR2G/MZG4aKzUhOMYeb63QE23RHUdQgJPiNhMfG7iiIHIcE38HIDxuFOP8xSAiZjtzYuQj3GA4vxy8QETSXod+JJ9QZselOSM93Q1qmM5KLQxDsPws5AQORlbaNHygfNZ5Z6IPciiDoYrajznsU7haNxZXc8TibNAKnonrgRk4/3Mgcg3WzejMnW4eCndcRV3IMCaXNSCw9iqTyIxT7Zc1IKmOfSiw9gniuSyhtQnzJIehydyOM1WMIK8QQhsfg2DK+1zLmY6wWWTGGMVSGMbxGMOeKkCpS8jjmbXEEN5YOFp5Sg+AEPp5QBlNtzpy+jDNnLuOstCcuKtBOHtXnaARN8rSjKk+je8kELcOnwCYyFAhqHq3hACWTtfvQULuX0iZrqwmTTNbKLwXJzx9oP/Ai82m1KC/Zob65LhO58pNVkovlyy3ZDIUCkvYVOZn5r0ESbT4zm9uU7NZ+XIUOl5VbizpCFuRpxzAyAAtXbEVQZD7Cw3Ogi8yCX1gaHDzi4BmWzVBQgNkLl8B04ECGy26YOHYQ5m+2wUJHXyxztld/ccOSCnD0h6dTGFwcQuFpyxO9LQxrZ1rAYf4SBC01Q9SauXCznQtbh+XYbjkHdltnwWbbJGzeOhXzV8+E2ZqpBHgm1rBdv3oGrDZPw5aNk2CxZjTWr5+MLVtnY/PGiVi2ahgLlRHYtKIfHJaYYPvCTtg6rz22zqfYWi4wwZIxn2Le0H/B6vEfw3J+J2ye+xk2z24H8xntsH5SW5gN+hesHfC/sLrfv2DDoH/D4v5/woqB/47F/T5F9/Z/gdUWS6QX7ScUBczLmCclCwys/Jhn6WQyVt+PSCohVMUEqhDBcUUIYOLupSuAb0wxAlg0BMoNj4RGwAtjOAyny4UzfEZS4nA6ulUM4RKFsZINSawlYBRhC6UrqpxMwqRAdv7sNZw+SUdTsMm0hrgaQ2fzWTQfOoVDB06oS02NdCuROJdysF3iXkz861ld1mmXm2qqJN+ig5VJ5SiXkOQuigKkpRZCvg8p36GU367IpYvk5O/kJ3UX1YhMKqtgN7I5Ll/UzSloUJK7HuQOhhyOF5buUz/bJL9F0bDzOII87NGt3wgstXCGfUQiNnrHYJVvAtb5xzBcJsPONxSzFyzGqInT0Gf4KLpeN3Ts8DEWrd4CcxtHeLsEoMorHjXemdgRmIpCx0g0OifijKMOx2z8UU44r7p444azDxrX2SHNbTOKs/yQG+mK+MBtSI1x5HsL5IciBhl5UUhNj0RiYgDS0sKYU0YiPTkI8XHcNtUPKdnBDP8BiMvwRmJ+ENIzHDBqWFt88sm/on37/0A7qm17htR2MsMvs/qfoh2ryM/bf8KQ+RHbv7Kq5FgHhlqTz9GJCX9nk7boZCJhvSs6m5qgi6kpOjIEW26zQ8LuKwgqPoqYipOIqT6FuNqzSNhxAUn1F5HUcIH9c0ioYVtzDlEVp+GTug/eUZUISKALpRAYAhScVIOwFIY+5leqTatHuIRVLkelMQRn7EQUFcnQG5FGJ0ttUNvoJBRzvM2lizchIVPcTPKyM3roThKyY4Ss+fBZHD54Ws2V7ZPqck8Tdu6UWf5GBVIdXau2ZrdSFccqKnahlG5VQpcqLpY7MOROi0pkZ5cgISFDfUE0SpeIZPkqXXqxmukvKGQYlPmx4l0oLqGY5BdKos+xvMKdSrncJpNwpqRXIJ/VZn7RHsK5i5CdQLC3M7r0G4X1m+1Z2cTBIyQeLhGpcA2TW8Nj4OUdhEVLWE1OnIk+w0YzJ+uBzoRs+QZ7bPWOxGKnUGwsvwvr2ntYV3YZ26svwLn8DDbYZ2BQexOMoitM6PAfmNzpX/FVp08wpu/HmDLgY0zr/xEmDv4Ikwb/GTOG/gUzh/8VM4b9if1/x6xh/4aZg/8dM4f+CdOG/CumD/l36t+47k9aS80ezuKDj+/T/VN0Yj5nwkqxo0j6VMcuMi4iTMwJO3X5nGP6vml7mDCf62TaESbdTFhRijqja3dTdOvRkwCawNnVFY/+AO78Dtyl7r9q1cPXwNdvND1m/xnbO2zTGx/RyaroRFUIontJuAtJrmmVhEI6WDD7oVwXySQ/gm4VRujEtZRSKXE5ATBvP9pcu3oXVy7fxsULN1Ru1pKj0dlOnbhEN7vAavMcjjSdQRPdTCpMuZ4p82H1dQyJhExdWmLVWMVkvpKJvMzul5c0qqkJgaeA4U0uE8m9X7G0bv/geDi6+sHd0w9BwTGIislAgtxhKz8TmlmG3JxKdXuQSFWS8kPHcg8YHU1uQkzPqkZhMSEr2EXgBTIXdWfD0K8mY/yMxZg4eynGzViESXPN4BSYCM/wZCxcvh5fTKCTyZ0NfbrD1OQzrFi7FevtPZjD+cDaLQ827oWw9CplwVCPhd61GBpYiw6rbWGydAO6zVmB9tOWoO30uWg7diY+GT8Pf2Xy3aVbd3Tu0g4mnT+FCZP5jqJOH7Ng+JjLn9BhPlL9TnSkTiwUOqjrjXQojrdj8dGug4xzO0LVifvo0OUztKekFafqSKfqyKJA1EEmXLvKpKuoozYvRufqZNoFnbp1gQkB69KjO7r27IPPO3eFu5eX/nZT+Se3nxrfgmr4J2Ny8/Rb3HvyM+IKD6tcLCyhiiJkiVUKNGPYDP1wAhVBmMIowzqBTIDTZe5EfOF+ROcfRJsbNx7gqoB25Q4u09UunL/eAptUntJqlSeLArqbTG+oqQxWlTJ3pl1uOo5dO48yXDYr1e9oQl3dIdTWHkJ19SFWmAeZ+O+juzHE5e1AXHIxPHyjYSt/dtgjSv3xggDmUOFx+VA/yMvcIV0uhsuNhhIyjSDL5lgyQcstYqVZxNyv8RRCCVmvIaMwatIMTFm0ClMWr8akBasxd9lGBOmy+YnMZb62DqPGT0FvQtazXw907dwW68wdYO0ZANutzqhe74Fdax1xeIsXmhxD4euRgjF1FzDlwF3Mp5Y13sTIkpOYdew2Zh2+iRnn72BY6X507TVQAduVDtOF++wiLZ3HhC7UmaB0phN11ruUSRdpxaU+oyt9RnBEbQmmuJSA1JZVaFtWnZoUVIbLRTKr31UuSXWkOqEjQ2NHCYtUp27d0Kl7d3Ts3gMmvXqhc9+++LxLFzi6u+Lqja+ZBl3ChXOXcUHa81epa1zW2osXtHN87OQV5FUfRUTWLkRRusxWyXJ09m4FThhDZDhDYUR6gwqFIuO+bC/bxucfQFzBQURl70WbW7ce4ubNh7h+7Z7SVcImriaACXDSV8t8QQaHE9gOH5IL6WzPPMSRy0+Umi89RvNF0ddovvBIqencI27zAPu53Z5T99B47C7qD15DKpN2D79EBIUXqpnoZLm7NHsH0lgxpucJTPUqTOYXS2jcpYVMucOVbTZzOLl3Pa+c1ezes4TMGb0Gj8DISdMwaeFygrYS4+auwMwVWxAQnwf/lGzMXLoCo8ZNYU4mkPWECZ3FbMM2mLt6w8nFDyXmYdi1LRrHHMKweNg4fNpzCEwHT0W3QePRa8B49B82FX2HT8aAsQsxeMJSDJ2yDP3HzkWPznTFzp0IrQlBYz5ECLp27ci2A92NIY2wmNCNOtGVOvA5O4oIl4S+Tl00uIxlDNnfXpNsdbBWwEzpYN3QmSGyY/feMOnZl5D1R7uu3bHN0RGFDReRkL0fqTzhaXSptMKDyBAVHUYWK8vs8mNILjiEuDxCQdeJLTiAmPz9iMnbh6jcvYhlm8Cx+AKO5ewhNI2E7j3px6JzBK79iOXjYnL2KsB0WXvQpr5uN67QwW7feoybdLVrAhqd7bI+hAps0l66QJc7x+WzdLrTJL/pLJqOXcWjX7Rvurz/1yl+pgvLX68wlqw3bPP8+x9RUSVfcshTBUAJw2sxna6IOVmhhFmBq1DmxbScTAGncjHmakz403KZoxXvx54DlxDq44reAwdj1LT5WGjhj0VW/lhgGQAzJu0hsZkISc2FtbMLRo6bjF7DvkAvQtaFJ8/Mwhbr7P1hZumEQF0uVofVYGpkA0ZHVWFoRBEGhxahb0Q+Opr7o+3nfdDxYzrGxz3Q8S/d0O6vndH+4w5MxLvi0/bsM3fr8GkHtGvbER3bmtCtulLMlwhGJz6Xgoitci6B7j3AOrYApgeLy+2Ye2kXwbUQ2a6zANaZYng07U7ARHw9dLBO3XuhU89+hKw/IRuEtl16wsrWHnk7LyM6V0DZjwTClUjYktmmE7CMqmNILDqEGAXFbsQQlmhxMjpWlHKkRsQzp4onfFGERZdBZ8vQoNJlay6nOdguPnavcq947l+XJa63G5GZexCevhttUlhR7GSIO3b0jHK0m7cetYAm+drlS7cI13VcOncLl87fwsWzN3H+zHU6moTRK/j67mO8/vVHvH31Enj1E1vi9poovSFKoteyLJK+fuytfPHqJb65eRWl5btQUrEX1TUHUV65D2Xsl5TtRknpHnXNUi4pFRA4UWHJXmqfum8/l0ov3Itd+y8izNedkA3DV1MXYo1lEFZb+mLlFh9Y2PgiIDAagaGxsHMiZMzJeg8bqUHG3GYtw+Rmz1Cs3+qCxOgKbAlrwJfRR7Gh4BZW51/Dwuzb2Fr8HM6+D+ExoQxeY/JhNzALvmw9x+TC86tMOH6VDueJeVg8PxajIwsxJLYC/f0L8Vn/IQx32qUeAasFJqO+sf7GvWRM72DtOmthUgDr2NWU/a5oR8g6KMAIVw9xMH4IevSFSe8BhGwwPuvcA5Z2DsjfdVU5U2LhAQWYtEnFh5BW1ozk4sPKecSp4uhYyoEUcHsQS+gEzES6XGzOAUJHZyI0UYRHAZZDGAVKhsY4QpyYf5jbHuay5l5R2fvobAeU2hyj5dx48AN27T2NffuO4CLD4vUbj3CVoN24fl+BduXyHQWYONlFAe3cTYbO64zldLdT13GdYfXOteu4e/2a0p1rV3H76lXcunIFty5fxc1Ll3Hj4lXcuHAV1y5cweXzl3Dp1FmcbD6Nxt2nUF17GDV1h1FH2KuZx1VWHyBwVMUBQrcfpVQRoSsuk/5BlJTvRyH7uaUH0bD3PEJ83dBn0CiMnDidSf9CTJwxD+PkL/nPXIKIhGJ179PsRavVdczew0YRsh7oYtJO+6OfNu5wcQpEtW0WKizCkbRUhybLIzi07RgSJuWjcko1Gqm9M/Zh94w9yPuihmO1qJi0A7WTG1E3YTdq2NqsyMU8VsoLS3Zioi4THfvRVSRpfwcmcTGBzFgEj6+lA8HqwO0VaBzrQPfqyJDbnlVkRzpiR8nD6GAqTDJEdlROpoXITj36ELJ+6Eh17j1QD1l3bLFzRO7Oq8rJ4iXs0WmS6VwpJYeQVHRQASaACFxKCq493HYvkgRGKi5nH12KytpLlxPR0QQuQhjL7QRaDVY6IsNyNLfXJP2DFCG78pv8JSKWsS//wOETt7FrRzOOM7m/ep1udu2+crSrV+8xfN7FhQu3cI6gic6fv6nas2dv4MyZGzh58iol0x9sT1yhM15mkXAJR45SRy6iiTrUfBEHDp/H3gNn0Lj3FHUSjXuOY0dDM6oIVy0hE1UTuMqaQ6hg0VBG2EQlLBwMkJVVN6GQoBUQsp0CmZ+bukd/1NRFmLHGHrPW2WHmegcssvTGGnNHrFprjdmLV+HLSTPRezjDZX86WafPYLbOBuYEzHozP/H2vohZZYVCc0+EjLHA7M8mYXz74Rj5WR+M+LwbhrbrhsGfd8XAzzuj7ycd0f8zE/T9rAv6tO2KHh93QpfPOqDD50zKGS7bt2+HzoRG8rEOnQhOJ+2uVakqRR3Y78hioZNIqs5OhI0y4bYCXluT9vjcpCOrTwLXkeMErXM3hl6pIvWJvsHBOtHBOvUS9UUnAibq3GcoPqWTbbZzRvbOa8qBBB5xstTSJgWPuFU03UkAipLwpvIrCXuNan0i3S2aY7pMGaeLCVwGcX8CUmJxE0X3IqgR3Fdk1j4CuF8T4RJF5x0iZC/f4PWbN+ove/3ISvbCrW+xk5Vh484DOEeQrl6li126TcikvaMHiy5mBJssn2b4PHmSRYFMe5y4jOPHCdnRi2huPk/ILqBZIGs6jwOHzmL/wTPYu/8U9uzTINu5+zjhOoIqqUgJWR2hq65rInhNCrTyKoZSSgATVdQ0o6ymCQVlB7FbwqW/B/oNGYbR0xdjiaU/VmwLoAKx1jECCyzcMXm5JWYuIGSTZ2g5Wf9e6MoTvHLjdmxyDMIWSy8E2ybDck0IvGwiMHP+JnQePB79Bo9Ffyb+fXoNwYDuphjcswcG9uyFwb37Y3C/AehHt+rZtw96DBrC/Y5A18FD0XXICJ7wQejYZzA69R2KDkzEu/brz7He7HdHW+7nU9Me6hrkp117se2NT5lTfcr86rPuA9C+R3+6bTf0GdkDfUb1Q5ehg/EfJt2o7vhzp57MtVg9GgCjg2mQEbBedE4+Z2elYfi0C8OlvRtyWRXH5jIk0rlSmIclUwlM+mMlyafiGA6jGRaj8+loBEsDp0mNx+bRiVgQRNEBoylDG8vHx5fIJaij7B+BjiBF0clE0RIyqZiiZsSWHkV82TG0ufTTK/yK1/iJgEkr2dLDpz+jfgfzn/wyJtZHcPzkeZw8dYkwyRQHczLqzJlrSjKm6QZBu6YAO3aM7kUdpZqaL+DQ4XMKMNFB9jXIThMyhss9JwnZCTQ0CmgCVzN27DxG0I6pvgG0iprDdLRDKBVVHUZF7VGUVB/B3kOX6WReav7ri0mzMZUwzVhohqnzl6ubFuWCeVROFeabWTBcTiUMowlZb3RjnrPa3BkWjr6Yvj0ac+OuYmnWXUxLuoqJaTcwO+Uqpsedx5TkcxhhlYfOHTqhZ88B+GrSEsxfuQ2TF5tjnrkPZpoHYHlAPubH7sDkoCpk5oUgJ9kSedl+yMgIRFLEVpSmWyIxfA0yEjieZY+szABkpHgjK8UD2em+SE9xQ2a6DzLz4xEZ7ojdSZNwsmIWTpdORm2ONYJDHBAU6oTwpAC+j5X4uCPdTABjDtaJiX7HXnQwfhA69RuqwO48YASdrBesHNyRs5uQEZZUnuzk0mOIZ4UZL9WkkWLocHF0pGRukyBXB/KbCFwTW8KiJNtwubAJCdxHYtlxwtWkB4otx2MMy2zjuJ/48hOEjNuVHEeby6TrN8L18vVbgvYWP795q37z4OGdm9qlHD5pJU+0hLjDdKOjdKhTDI9n6F6nmPiLTp8WJ9N06tQ15WJNdC9NrQ5mrH3c3979Z7BbwiZBE8hEAldt/VHU7zqh+jU7jijY5DVImBTASioJXHUzSmuOYt/hawj180bvoV/iy6lzMHXhCkwnYFPmLsXcFeuhi0lETGIS5rM/WsLliK/Qa0BvdGa+s8LCCZaeAdjuHIYMlyzkOacjxz0TxW45yHfLQ55TKsqdM1DjkoT01dZIX++Cqu0hqLD2QzHDaqVjFGod41BpH6V+RManaC9mTO2NBeP+hCUTP8WiCZ9h7thPMfvLf8fsUf+KeWP+iuUTPoXZ9HZYOaMd1sxsj5XTCfuMjlg/qxPWzjXhuk5YMfKvWDX2TzAf8X9g/tVnsF/ZB/Zr+sJ5/WCMHzcAbU3FyfqparITXbUj4e/UeyjzQELWfxhMCNkndL0tDq7I2XNTOVMawUgoaFa5UxzdSKYsYkV0udjCQ0jUX0AXqKJyWU1SEupiqFiBrrDZCLBmOhqBUtI7GCXbxHEfcWVHEV1Mh+Pz6fKb0ebkN68hf0juFwL2koD9zARNfnDj6YM72HmOudizNwx717BzH8FouoQDTRdwsOmicqrjxy4y96KkT7COMxc7fpz5GFtZf5gudlA5mNYKWPsPCmTiZmcJ7lnsEdDE0QjbThYBDY0n9aAdI2gnVVtdJ6AdoXsdQbkKlQIY27pjfD03EBrgg75Dv2JOthCTl1pi2nJrTFq8BdNWboVHkFSXMZi7jIn/FIFsjHKyrqYmWLjWButcAuBi542jm3xwdL09Lm/1x9411tDNWoqUmUuRuWARchbMR8qcmUiaPxdZCxcia8E8pczFc5A7byZSZkyA3ZrZWLVtNV2FOZjcs9/tE70+YpL+McU8jJKZ/I5dP0YH9tt3/ZQVo9xwKLdSf4p2Jhzvwu26azcemnRjAcAPQ9tOHZjId8QnJiYq6e/SkoMxDLOalDDZiSGyU7/hBGwkOg8cxXDZBxa2rijYd1fBEy/hi04TSzBiBQgF2yGGzmYklRPAkiN0KrqWuBLdSTmZhD1xL4bFpIoTSKRiCU9McbNStL6VsJhA+OLLThCw44iSEEpFFR9TapPLJ7ny6CV+JFjaPNZbFTK/uX8P+288VmPPn/6I0+fv4PDxa3Szy0zeLygXElAEoMPMuw4dPqtCoYAl7mVwsH0HRYTq0AVKkv534dq97xR27SFge06r2XsDZAJVbT2Lgp0EbcdxVp/HFGQiA2QlNUcI702EBfmiF3OhKcvdEZB5FI5xjbCPPwCrsFpEp9QgJacGC5ZvoJPNRu+RY9CbeVS3rp2w2soRax08WIV5oESXi9TARBSE5MNs6Tb8tc+X6ku7vXu2Re/uH6FPj4/Qt8df0bf7n9C327+hD9W7+7+hp+n/4b7+BV27/h9Wjv+K7r0/R/debdG112cw7f0ZuvZuSyjaUW3RTY1T3Kem9urra12k5TYyZtqrA7frwLYjH2tCdWKO1RmdexGu3t1ZPbJo6c1qso9oADr2HqRCZKd+zAX7jULn/l/AZOAXzPf6YbO9J4r2P2AoO0I4CISARreJpcMIRAmEI5lhLYFhLY7wGBRP4OJEAg8BTKo6yfB3HDElxwgVXYrj0XS1GIbFOHl85WnEVZzi2HFEMzzGlJ5EbBnFsbiq02ijy9iLXMblQ8fu4NGPrxRsAtmTBw+w79rXXH6LH178iDt3n+PKjW9w9sJ9nDx9C3sJT704j4Q75le7FTyn6VanVc51UKBjWFRAKZhOq74AJ4BJHla/i27F/Eu0o6E1VGohkmGaIFUx9xLYqnccVS6m3IwAlnF9MSHbf+gaIQtAHzrU2BkLsGqdOZav3kBtwdoN27B6w1YsMNuMaQvM8MXkuRpk/ZmME7I1zMk224dgrhdzMobe6bWnMJkHdHTDBUwrPYNuM9egax8TmHb/DD27f44e3aT9FD27fYzuph+hW/e/wrTbn2HS4y/o0O0/0N70P/B5lz+jHZ2sfZe/4vPOf8FnJn9hfvQRneUjutFfufxXfNqJYx3ZdvwIn7PSFH3W4VN81vEzfMYK8zOTduqrbZ91bo/PunSiOnIfnbiPzviksyk+6dKTRURPdO7LXKwvc7G+wwgXHWzAaHShTAZ9gc+69oeVo3cLZBo8dDRpuZxE10mqJAQERcKfQKXWU8qVKk8ioYoAlcs2JwmX5FcER68YKq6McFExJSdUeIwmhLHcb2LFGSRWn0Us9x/N5Tb7ngGnbn2HIh7gkpoTOHv9MVgL4NtHT7GX/Zdv3+L7Zz/g3v1vcefB97hx51vcuPG1mq6o3X0aVXSeKgJS3XACtY1M2JlX7RB4Gk/QnU5i114m9ntP0K2kimSr8i4m81X7UFa+B+UVe5WkX0oVVVDlu1FYtht5xTuRIzP9ZY0oqtyPYib9RZUHUVh1CIVSXRK6PQeZkwX6o9+ICRg1cSbGz1qAMTPmYfEqJtm5BcjOzsEC5mMT565gzjaXVds49B7QH527dsCqjXZYZxOMdU7+mBlviXn5zlhe44tFO3ww52AQvsxbiqFR0zHcfzJGhc/GyOj5GBk+B1+Fz8U43XyMjZqrloeEzMKY2IUYqZuHURwbFTUfX8UtwwjdYoyJWYxR0QsxNm4pvohegtEc+zJe+kvxZRTHY5bhq+gV3G4FxrGdHLcO42JWYXQ0q+Ek5pFxqzEuZS0mZGzCl5kWGJ27GZNStmHAso2Eui9M+g8nYHQwwtVpwJcMl9TgMaxaBxMyP+Ttv0cIWAWWEwBKqr0kuk8y3SdewcNxOpPAJnAllp1CYtUZJBASXdExhDKnCsk/gtACKv8o26OIKDyGiIJjCONycF4zgqgA5m0heU3QcX9xBDOW0hGwSLpbm2uv5e9qM9H/5RX2nbyL/PLD2LX/BE43n8Puq89VuPzxu59w//53CrJbd7/D3btPceHcTTTsP4caglbCZLxA5q0qD1AGCA6jmAl7GXOqckJYQQgr2C+SxJ2hr2zPWZTvu4yyvZdRuucSSndfRIlexbvOo2jnGRQ2nEZe/UkkFrG0ztmF/IrDKGRFWSDzZNx/vkB26AbCCVlPOtQX88wxgxXf9E1+lD/mbNVhrk0EFm72wuzFG/DllDktkJmatsNmW0eYu8gVgi2YEj8a80oXYW31MiwpmYNJhRMxu2YG5pfPxNriWVhbthCrSxZibdFcrCuajZXZU7E6axqWZs7CgvRJMMubhGVZk7GG4wsTxmB55mQsSxqP9VxemTwOa5PHY0PqdKyNnQjzjBlYEzsJG+PHYVPKFGxImgbzlOnYkjgVG2ImYWXMOJhxzCx5OlbFc7vkyVgbNxFLqOVJE7AuagpGLZyHz7vTyRRgX+gh+wqdB41B5yFj8Fn3IbB29kfu/rt0F4bDCnEnugydOqWWEFUwBBKyuFJxK+ZkXJ/M0JZSex4JtWcRxfWZh++h9OILlF36AWWXv0cJVX7tR1Ree6lUQZVf/RFlbDOOPEdY+XlE8rmiGSbl8dKK2lwkXH+81SrMXwjUrSe/om7veaQkFSOn4Rx++J1V5/ff4/69Zypk3rzL9t43OH/xNnYeuoyavWcJzgHkluxDbsUB5NNt8glZfjWBYEVYxLBWwnBXSsjKd55gewr7zz3BfdL7nI75nKXsM/khPrZP2Yr4ElT7jOuf8RNw6fEfKG68QrgYJpmfldWfQFnDSRQTwL3NkpP5o9vQMdjsFMUqah8SC+qpHYjPrYMujTlZ4S5ssHLFSLmfbORY9B3UHyamzMm22GKrdxC2OXnDzyMAQR6h8Ld0QpiTGzw2LkGQuRk2L5rJfInhsV9b9OjTFt0p0z6fM1f6HJ17fIIuop4fs/9XmDB8Stjs0O0vTN6pbn9FO1OGTobWtgyh7RhCO3T9K3M3Sm7lYdLfQW7vMZFWu6zUTmb7+QGQe//l+5NyKam9aReG3874vGtXFgI9uK8e6NCbiT8T/M4Ey0TBNZYap+b3Og+ZgM96DMdWVz8UHHqAeDpTYvUZJNedQxIBSqo5q5bFsURJVDLHUndcRHL9RcRyXRL7+2/8iCs/vMFVplHXXr7BjZ+A6y/f4sr3r3HlxRu2r3CV/bNP36LizAvE1V1BLPcTX3sO8TWtUjP+v719g59YVf4ifxEfb/Aj+6dPXoZ8e7ii8RzOnbmKS5fv4MrV++rWkWs37rMQuIndR25ix0G6UF0THZBgVdLR6DASyopqm+lkR1AqTka4KlgpVjO5Fyj3nLiBr795gVe/vqR+wGu2b375Ca9+eYlfqd9+/YkytD/i2+9eoOnUDZQT1gqqsvEM93eGwDIHPHoL4aGB6P/FJIybvgiLzNZTm7BoxSYsWWUB18BgOAWGYd4KJv5TF6AvIeszqB+6djfBik32WGHnBnsm/nXb/bDXzhfNrj6It7aE87rl8N+8GWuWLELXAT3RbXBv9KR6DOqN7gP1GtQTXfv3QNd+3dC1b1cm6F1Y5Wnq3JvJOtWpN5ffU8de3diKuiuZ9OnOsR5se8Kkdy/upw8fy1DYpz+69BvIkDiYMImGEiiZopAqkol+X2kJ2UA9XFSXIRPRdehktO01AjYefihseohEnuiUHReQWn+B/bMqFEorUtDVXUBK/SWkNFxWcCWxn8x+/v4bKDt8B6WHbyuVHLrF9g7KmvRjTVw+dBv5e2/zsVeRvEN7fCL3J5J+MvfV5tYf+hl/uUtCQKOj0UDw3ddPuJNLqL3yFLsPXsa+Q1dw5MRNJv23cebcbRw7dQ17j9PNmq4wHB5liGQIYxgrYoiUMCmAlTBZL5NQScCqGFYFsB37z9MBL2E/q9SjzOuOnLyK42q+7TJOnriovsRy7MgZHGk6jebDp9CsfgSmGbt2H1W5XznhraSLVe0+i7LGszhw/CYiQoIwYMRkfDVjORaau1IemLue7QZXBMZkIiQundWlOb6cvBB9RxGygf3Rs3cPrNnmDAu3IDg5+yHDxRuFbiEo9w3D9IlTVELdWU7owOHoMpjJ9UCGpqEj0X7ocLRl227gMJgO7IduA+TWGibhhKazHhglgqQkY3yud9XrXfXpre/35j4IWJ9+6NJX7qYYSMgGw6TvYFaOQ1T+ZTKA7kUHMxkoiT7DpHIwAWwCAZsE02GT0XX4VHze+wts9/RHydFvkEpgUhsITt15BVySksDFlmNJhE9uyY5nqIyj4glIXN1FxNRS1XS22stIJERJop3XkLSL2nlVjSXWE66GKwoyBVr9ZQWrKHXnFaTtuoo2t/94hbdvCBYh+5WQyS07Ul1K4n/4zjNVbT599ivOXH6KUxe+xonT93DyzD3CcRP7Tt1B49GrdLvjdK9mFLEqLGGFWMIKUQAzdjEF2b5zqD9wAbvofrsYancdvowG9nfsPYMaFhDlfGwp87Ui7quUVaVMtpZQsiwA51cfQ27lUWRVHKOOIqfqKN30KiJDQjBw9GQm9osxbakFpiw1x/gF6zFjmTWC4woQnpiPecstCNlc9P1CLhUNQo/u3WFl64NNdt5YZu2AnmY2mJN7FouyT2MxE+Ulpc2YxjJ/ZukFzPDKxXjHaIxh6T+GLjCOB3181RWYzF4FU4LUrR8dhy7UpY/cMEg36tODsBgkAHJcIOql9U1kCqJFhJRQtbR0L5maEMDkQncXgasfYacMFaQJ4VJJ/sCvCD8hU4CJg01Bt+HT0HXkTHzedwy2egai7MRzpBEMOfmJdJbYai0hjyg+hVAqglV0WPFppfCSU2xFJxFORVCRrB4FvpSdlwnMdeoadUUBZJCAZFDG7mvUdaWsvTeVFGRvXr/B78x9ZFJWqkmB7Luvn6Pp5jMF3csff8P9Rz/izv0XuH7rGS5ffYyT5+/i4Jn7dLMbDIOsTAmVAFa2S8u9DHAZu1gdXayBLiaQ7T58BXuar2I33bJq50mU7DqHxkvPceLRLzjx8CfqZ9U/zvbY/Zc4dk8v9o/c+Qk7Tj5Gei2BPXIHuohwDB4zHV9NX4qJC9Zh4qINGDd/HaYt2YxA+btDSYRsBSGbMh/9Ro/DgCGD0bNHN6w1t8UGWy8ssXLCCodoLI/ehZW63ViTcgBLk/dhpm4HpliHYREr1TELzTBqnR2+cIvEGNdojHONRZ8Jc5mf9YJp//7oKu5DR+rSjxARNIFOIFPgGQGmQUbH6iNQGQCTuycGcBvC1UfgEg1SgHUWyPoORReGRw2yL9BlIEEjYCrJNwqRAliPEdPRbdRstOs3FjZegSg/ScgIRgrdJlFg2XMThSefoPjsMxSefYqic89QxLb4/HMUs19y7ilKua7s7HOUnHmGzIMPEVt3TblWCt0rlcC+D1Z6owZW5p4bCqrsfbeQs/+2kvTb3P/jNd4wJ/uNVvaHcrO3asb/xaPnOHrjW/zA/k8//Iqvv36JR09+wsPHP+Hew+9w8epDNJ15iP0n79ChTtO1mJATqErmXZW7TzFvOqXgqt5Dl5IwSQdTgBGuxqar2HOE4fbIdeZU19FIR6vafxGnbv+g3JQvQ6+3DN3a65IK2CD59+zla+xiNbzv5ENERUYoyMbMWoa5a+wxd60DZrGdudoBQbE5CE/KwcIVGzGGOVm/Lyag/+DB6EsXsXLwwmaGyBUuwQgv34etcaVwTKhEbMUR+GeVY72tE0YOGIgRAwegRz+qPx2QEPQgAN1792d+NpDhcjDzMkLWj3meqG9fhro+MGUr6qImTRkOexGsXgyFlLiWCeESwDpzP5oMkAlczL9UeJRZfOZhMpPfXyZbh6Mjq0mTgVJBjoMJAevK8NiFDtZl2HQ62AwCNgumX85nOJ+E7d4hqDz1HOkEQCRw7Lr8Qn2R5AmP6RMe65aW+oZ6rO8/5YG+T9fZe+N3pO6+i7TdN5G+h/shSAKTQcZQ5R64g7yDd98BTNo2D/SQKSej5IRKTvbi8Xc4cuMZXtDZfnn5Gx4Trq+f/oLHT35h0v4Drt38BsfOf4NDdLMdB87SuQgWAati6KsW6eFqcS/mbo3iXIRrz7Eb2HfiFvMpSv52APu7ub5u3yUcp0NevPoAl6jzV+7irLrL4yZOU2fO3cSp09dx4uQ1HD52DeUsSnYdvoW4qGgMGTsDE+atYZ4VitU2oVhlE4YVlgGITCxEVFoBlq02J2Tz6GQT6WRD0LNnL1htdcMmB2+4+vujLNgCVeHW2B21CUvnTkUfntz+zIsGDNJ+yrMX8zP1E51DRkB+prMbx3oOHKKBx+S8Z18BsT+6EbDuhKsb4eraq5cmrusqOZYeMi0sauoi4rouhFeJIVLCpEDWiQm+SC54d5bLRYOYjw2WMMkQScg608G6DJ2kcjDTEYRr1BxCNg/dvlyMjoNnwM43HNWnv0WGgKBO+m1UHXmAQ5e/QRPTnybm202Xn7B9hma9mq4ygl35FocZVfaeo+M1P0T2AYJDZR+8Q2kwifIP3UPB4fuaDmmSMQEtj9urlmrzSCCje/1OekWSm8m/759+h2M3nuJ7Lv/88nc8/uYnPCZkX38joP2Im3ee4PglvshzDwjRBVTu0nKu2gPnUXfwgoJL3Kv+4EUFmIKLrrVP/hAFk/UDBOsgITtMJ2yi9h+9QUgvoGL/VexoZtVKle+7grJDdMqj91HdfBc1R+6jqukuylnZlDXdRtGhuzwQzxEfm4LhE+Zj7OzlmMWwOItJ/vSlGzF3FXOyKEn8s1hpbsZYOln/0ZMwcNhQQtYNK9dbY/12b6y1tIb3uiVw2LAWDmvnYPKCtRgycw0GM+fqNXo6ek83Q79Fm9CDbbcZK9F92nLVN522Ep2nrkDXKUupJeg0cTG6cLzjlOVoP2kJOkqfr8u0P8MdQROgtLCqdy/mXl3oXF3pjJoG0hWHspodrqQl+iMIFRN8hsjOg74kWGPRVeDSh0gBTBzMdORcdPtiAXp+tRjdxy5Hx2GzYe8XiZqzL5B7mCeeIOQRgFyB5cAtZAl0ChwCRDhyDlLSUtnsZxKirAMEise4gI8vaCJEzZqKjjxEsejoI9Uvan6AoiZNhXqp7fmc0m/zzStCJi5GwJSLUcLZy+cvcIqQ/SCQ/ahB9s2zX/DN01/x5NmPuHXvKU5cfo7mCw9YYV5EVeNp1AlUhy/pdRENbA0OpgBjdXpQD1XzqXtoZhGhdOYuDpy8TcjOEzI+jlVrPWGsO3Yf55++wbd8fd/LnJnMqbF9KnNq1BNKvkuQlpqNYROWYPzclZi9YhPmELQZhGzeSmsEReVCl5yHJastMW7qQgz4chIGELJezJfM7d2xxTsM5pZbsXWjOZZud8PC1dswwy4Zc5IOYvO+Oxjmmon5BSwEaq5icvFZTNlzC1OZ18zYcxtTG25hQsMNzGVYmMlwNKbyIqY03sYErhvbeBNzTtzFF3lH0GHYGJgyRJoy5Han85kSrG4Cl4RGupcpw6MBNFPCpfIvqotUknQwk4F0L5V/SZiUHIxwqSSfDiaAiYMRsG5fLkKPsUvRY8IqdBwxn5BFof78DyggDAWEQVREJys+yvYoYaCKjz1iS3GdtLJcxPWyXCTLSgLUQ5Qce4jS41+zmHiMUqqE27ZKtpH98XH6fRQfYUsnbPOESb/ByYwh+/m7H3CaSb6C7OUfKlw+ef4bAfuVoP2I24TsJCE7cvERGo9cRu0+Ohddq4GJfEPTZQWatALYXobH/eJcrEYPUQLWEYZZ0dEzDxh2H+Awxyp2n0Pl/kvYScj2nGZRce4Rztx6gYfP6aLf0UVfaHpMfSPi2E8/v0JGciaGT1rGcLkac8w2Y66ZJWYtM8fcldtYXRYjJr0Miwjc+OlLMOirKRgwVJysN8ytPGFh5wcnZ2/Uedhir5MNDjhtxx5PTxQ6uiLFkevMHemSszBi3EwMm7EIQ+euwtB56zBs7lo63RoMmLMKQ+aYYeCcZRg4k5qxAoO4zWCOD567HH2nLEZPgtONrtWNbtaNoVUgM+0zWBMB69Z/CEz76/sDR6DrwJFM7kei66AvlLoM+gpdBtPBho6jtCrSlEm+JPrdRs1E99HzqIUwHbsE3cctR88Ja9Hli2VwDIhD4+WfUXLyG0LwNQEhGISkFRS2LKDKWAiUn3yK8lNPUXHqiVouPaG15UrfqPGq089Qefop9QQVMiaSPtfJNrLPMrbSV+I+So89RpvnApkk/tQfetE48NuLl7h05zv8KLf/MFw+eUone/6z3sle4u69ZzjJ2N10+Ws1jVBLOOqZezU0X8bO5isKsF0cFwdrAez0XRYL93DsLME697BVFx7h8PmHDI+XkFN3EmWSz7ECrWOBUHeIudrBa9zfTQJ7m0DfwS6G0sbmG2rs2LmvkZiUjpEMTRMZ5mavtCJc1nS0LZi/2gYB4mSpRVi61gYTpi9j7jYNg4aPRC9CttHCDVZOEXBwcEKj6xocdV2Pk+7rELhoBrZNnQ6rCVOw6KvxGMiTP5g52JBBQzFowBAMYLI/gFDIT4j2JTR9GAL7Mh/rp9QPvfsPQF/mWX0ZFnux7UGIujHP6slQ2IO5Vncl9rksrSwLaAq2AUNhytzLdPBoBZipwDVkDCEjYPp5MNPhUxgip+sdbC56fLUQPcYsQY/xy9F74lr0mbwBpmPM4BCcgOoL3zNcPkC+hEsJmwx/ovzDIuZVVEGTPhyqlpKwyNREtUxPikTN9zSnooq4rojrCo9wWxHXFXLfItlfHlMZLazSQZvoZM8+AJlUdL9//xJX7n6v/hjTL3QyA2TiZE+/ZYV5X4PsyJXHBOkaczACxipx1xGGRy6LdlPiYhIKBbDDZ++jmTnccYJ1/PwjnLjwNU5eeIwTF7/GESacZYduwTe5Ds4p++BbegoBlacRXHUOIVUXEFpzCWG1lGovIpwKrr2CrEMPkZiSz8pyLSYsXIs5q6wwf9VWOpolFq2zYz5WgMgUJv7rtmPCjGUYOm46Bg8fhX48+Zsl8bcLgTWT/6SwSCRGhCAhKAAjJi5CZybUvb9g/jZyEr4YMQFDh43CkGFfYPDQUUpDqEFDR6Lv8BHoM2Sk+h3/fkOHqS+qdCKUnehS6j6v3kPQoftgtOs2EG279kPbLv3Y74/2VIeebLm+bc+haNt7KNr1HowO8ri+Q9Gx7zDmZPJ7/+MJ1liYDpmgAOtGwLqPmEoHm0H3EsAWMQ9bil5jV6DXRDP0nbQOfadbwJRu5hyRjoh9j+FUdgUeldfhLqq4yr5eVTIukuUrcK+6yvVX4Jp3Ci5Zh+FWcALuZRfgUXEJXpWX4SVthbRXWlqP8kvc5hK34ePZunLZtfgCnLKPwSmrie0Rgew1XhOs31lFapC9VU72x48vce3ut5DvS/7y0+94+pQuJpA9/4WQ/Yy795/j9LUXOHr1CfYdv8EE/wpDpOZeu49dV9rDcYOLHaaDCWDiWgqui49bdIrVzvEbL1Bx/B6c0g/B+9i3KHv+GuXP/0D501eofPIaFU9eofzJ76hgMlbB5Kz86e8oYlK298VrpGaXM+nfhEmLNhAyayb8VqoAWLLBARGpJdClF2P5OltMZDgbPm4GhowarZxnq60XbNyDsNA5CdbZJ3lwL8Ii4zzMCy/ApeAULNOPYWvJWSxlXjaQQAxiyJsxcT5WLt6CRYvXYyjD16K1dtgSlI2Z690xb3swNvmnIyTcCZmJTggNtoR/kBMiIlzg67MFbpG+sA3whJOnKzyCfWHp5gl/HzOUpK1DSfpaZOb4Y/G6Vfhq5lJ8tcAMw6YxzyJc3YdTIwgX3asbc7AeX8xB9y8XoIc+B+s13gy9J6xBr8lr0HfaRvSbaYnukzfCmR+wyhdvkcljmEvlP3uNXCa1uc9fIY8y9HM5nsfjnf/tKxQ8fQ3vg8+wOfcioq//iGIZ52PzePzzv2H7+A8UsF/AY1/A8QKej3wu58lz8DwVcvvku69hXXoXGxP3I+OkcjKZ7dfgaoWM/Zc/4sb971RiLZA9k6RfQfazguz+g+9w5voLHCNk+5nQNxy6yjCpAaacjK1M1Apk4mIC2FEB7BKhuvSNgus0y2dNz3DixneM9Q/hU3QGRY9ZaBD0r6lH1MP39IC6T92jXlBZpXUYs2ALpi2zxOIt3lhs6cXWE4s3eyE0qRCRTPyXr7PB5JkrVW41dPSX6DNwACy2ecLWOwIuPkkoCipFTWglcoPKkO1TiqLwcuT4lsLfMgJFXvko3BKKDIsgVLunocopBYU2OqRv9kWBXSyK3bLg6R6DoMomVrXmcFg+AiEWI+GxegS2LR0Gl7Uj4bluKCIdZyDOYxYS3WYg0WMOIl2XIsi8P7Js+iDbpjdStw9HkW4DCpLdUJ3rBQ83a3RiFdl9xET0GDUNPb+Q/Gs2nWsheo5Zit7jlhEwhshJqxki16PPNHMMmGmNgXO3oxdbj+QSdZwe8Hzeoe5ScszutbSa7iq95bF9w+2A7Fu/wm/XAxz5jbk4l+WYG4733+rdfX3NfRxj63voOzjlHcdVmhVzsg9BJt/TZQX58AXkwvmvAhkdzBiyh4++V5CduP4M+0/ews7D15grvetie6WapIs1MUweucDci2HxuB4ykQB29soTnLnG0Hvze1SfeYSA0nMoePQr39RbAvYWD/h67r15g/tsDbpH3RWxLBbIcst3YvxSG8wws8EKKz+YWftguRW1xQcRcfIHSfOxbI0dpsxahRHjZ2H4l2PQf+hwrLFwwEaXMNhv80fBtmSk0bHi/QqQ5JePTFsdovgY5/FTETt9BZLnrEXkjOWInL0UYbMWInbpKmRtsUalsw+q7Xzh5+AF79g8jBo7GZ9/2g6ffv4JOrb9HN1MOqBXl47o2a0TenRhv2sHdO/anuqAHqYm6NGzG/r2MEXv7r3Qu0cP5nx96JB9MWL4IAyWL72MnIqeo6ehz1ez0OsrAWw++jDB7024+kxYgb6TV6Hv1HXoT8D6z7JisWGLwQuc0G+eHbzSK9SJF8Bu8tze0uu2vr3B42oYk/X3qOvcNvvOHwjYQ1P4+Tf1gb7LvFx0mwDJYzW91tp3xt4QyNc4zm2Dml/AvegULnz3Pdq8eMUcjCsNkL1ia4Ds7tffqstMvzEne/aMgBEugewZq7oHBPDsje/pQM9w8LRAdkVL9I+3Arb/1O3WMHnpEY4zfztJ5zuj19lrT3HuOnWDoffOT6g5+zUhu4CCh78pyOSTdZ+v6R5f9Duiu2qQvcG3fK15lXswZaWzcrJFa22xcO125mRWDD2OiEhguEwtpJM5YtqsNRg1cS5GSjI/bAgsHf1h6x+P5ZtcEOybjW2hhdgWvQd2qc3YYBGP2WPGYdrwgRhn2gmj2rfHtD7dYDd/CrI9t6IpMwTXqmNxpyEJt2picbUwFMcTvXAwwRcl/o4ItrTAqllzMHLwcJiadoNpz67o1783C4a+bFkgGDRwEPoNYgExdARzutHoN+wr9B46Bj1HTGZYnI5eX85Azy9nE6z5dK4FhIsOJu41mfnXlLXoN30DczBzDJxthYHzthEwewxd4oYBi53hm1WjILnNY2kA6R/pDsG5yW1zCFnwXp6vn39X50Eda0pg/c8kznbi9VsEH/0B7iVncO7bF2jz/au3eMWT1QqZJP4C2Q+484iQ8aT+/tMrfPvtr8rJnn77CyH7FQ+Uk32P44Tk0Jnb2oQrK0mBTADbR3c7cFpzMRUmrzBEXqV7CVh0rrNXBbDnOE/ApD1z+yV2nP8GgWUXUfjod3Vw/hFk6hPKdU/Y5tbsw9S17jDb6qXysPlrbDGDFeaijS6sLosRmVmBpRttMWUuq8sJs/HF+MkYxhNr7xoAC88gzHCLh1XJMSyM2oO5aQcwL/cYxq9xw9iBg/FF/2FYMW0GsoM8cXt3HnCxDrhUg1enivBzcw6+25eKp/UJeFytw72SQNzJD8C1DC9cTXbHyWgPVHo7wWPNGkwdw8qwZz+qD3r07YserEi7q8pzIHqxWpXvKPRmRSl/WKwnc7CeI6eg9+jp6DF6FvOveeg1ZgF6jVuMXhOWM8FfiV5T1qD31A3oPW0T+jAH6zdrK/rPt8VAuthky0iM3RJNJ9uhQp2EwBaYCMEtyhgugwyQ5d4VyB7ixM9/qPMgx1pC6oegel8GyEKPvYR35XlceEEn+4EDMk8mDmYM2eufmHd9/YKQvWG4/IOQ/UYnk6T/Fzx/QRv9+gc60Pc4df1bOtlt5WRyucjYxQ6e0XIxCZMn6GKnCNZpgevG19QjOuFjnL/1AGduPsIpueh97gmCWPEUfi1v7i3ju7iZpgd8XfcJ3T0eCAmfBuCe8bXm7DiImRb+2OwRhdX2Idi6xQ+xjkFYsWIbcnmgw92K4WpZi2WL3OCz3gmzp8/Gl8422BgUhS0eRbAKOw3H2AdYm0knjT6H9LxH2BRxEBvNvZAaHoJnpxt4pPcCl6sJVzF+PpqPl025+GF/Jp7vTsXjung8rNDhbnEorjJ5v0DATkXb4WjoNjT7W+OA7zbUum5F4Ko1GDtmJnqMmY2+ExZg4MTFGDBpCQZMWY7BU1dh0NS1GDh9LQbPXI8hs8wxZM5mhj9rDJpng8HzbTBkIV2KDiUasswNQ5a7Y4SZD0at8seoNYEYvSEcY8x1mLI9CROsE+GT3dACmbiZ6I7BlSjDmEH3JPRx2zxCFrafUeeXV+o8yDEXRzPkXf9IAuUZhsKwYz/Bv/oSrn5PJ/uRkL1VgL0P2S+49+g7Vpdv8NvPmpMJYBpkzJkMkF17zsRenExCpQaYwcUOnb2Ho+cfqjzsJHOvU9eo6wTq5nWG2UusKC/i2I0zOHT5Cppu/4Dai08RVH2VkP2uwJKkU/IygxRkCjQNMNFzbpPXcBjTNwfBO4GJelo1At10OBmUCgs61568MHjMdkaK+V3YzytEc1Q9li1g9ba/GJPDwhDvXIiduiaEjInAlv1PYLOUSb13E549/Q6/PTrPo7YfuFaH386X4/czZfjtZDF+ImQ/Hc7RIGtMaYWsKBTXcwNwKdkDp6PtcSTUBvv9rLDbzRz1jhuw09EcFU52CGAON3mFPcYv244ZqxwwdbUTpq5ywpR17pi63gPTN3irLw3PtAjA9C0hmG4VjhnWEZhprcMs0dYozLKJxmzbGMzZHkclYL5jCpWKlT75sIiqwjQu+xY0KsiMXUj6AsOHnElcSCDLv/cKEQcYdehk8nj1wRbpH/uPJOftHPP48OM/w7/mMiFTTibzZMaQseXGr+hkAtnP4mQk+n3IlJPdfEFonmnhsvkaE/5WFzNAduT8A+ZiTwjZcxy/dhtNl09j1+k9qGyuR0VzHUoP16LiSDN2X/sWNZe/Q3DNVRSwupSq8hu+lq8pA2StrsaWuq+HbOeJy5jrEIn5W9zV3NicNTaYw/xs2vJtmLliE6Yvs8JE5isTF23B5EUbMGnJSnyxygyTVqzAjKVLMH/ecsyVPzdIB5m+aDUqinJYTh0Abu3E26t1eHWxFr+fq8AfAtkJcbICvBTI9mXgGSH7pi5OQXanKAQ3cghZigfOxjriWPh2HAqwxB73TYRsPSpt1qPcegPKbcyh27QV06YuVdMR/ZhvDZm4DIOnrcXQmeYYMccKo/h6R9C9Ri6yx4jFThi51AWj6FwjV3pj1EofjFjjh5FrAzFqXSC+XB+K8eYRmLhZhxnb4hRwM12ykbb/PL7h8VHVI4+X+nAaZBinBC5xNimqBLKC+68QeegbnOF516pLiRyvuA+JJtp24nCau8n+5IOvSc7TeTpZxImfEFBzCdde/MCcjJCpKQuRHjK5r+yPn38mSN8Tstf49QNO9uDxDwx1GmSHz95B49+D7CLzsauPcfzqXRy81IyGk9UoOZCPjPocJNcVILoiH0n1tShoOo2SkzcQVncBRY9/U9MX70NmLAmlApv0H/zyO/zS67DEPhbL7eOxzDYei2wSscg2FQts0rBgezIlfzwiHgup5TbxWMOTsXZbDFZticCSzSFYsCUSTszRrh+pAJ4exNsbO/HmWj3eXNmB14Ts9VlCdqq0BbIfGS5f7E3Hs13J+KY2Do8qoxRkN7MJWaonIXPC8QgbBdluj42od1qPKps1KLZci0Irc1TZbUWRkwest3lhonUkxlhEYvzmeEywTMUEq1RM2pqOqbZZmLqdss+lM+VjhnMR4SnFbNdSzKSmc1n6M1wrMNOzEvP9arAosB6LwhvhWHwMZ178zOOjdxm9878jo3V3yYEcTwmbhYRMd/gbnP31FSF9o86FAk2FTQ0kddype6SnxekoOS8CWeRJhsuai4TsR0LGJ1CQ8QkEMmkFsle//IL7j17gF0L2CyF7TsiesKpUkEniL5Dd/h6nWV0KZLuPMOknZIZQqUF2H0dYVR69zNzs8kUcuLifLlaFSoab9IYMhBWmwSczBaElxdBVVSCxYQ+id51F5dPf/1PIDJJPk7yx27/+jowD1+DLnC752H2knbiH5BMPkHLyoWqTTzxE0vGvkXDiMZKPP0L6iftIP3oXaYfvI77pEQoP38T3t44AXxOwm7vw5vouvL7agNdGkL0iZL8eZ8JPyH6gk7VAxnBpgOwGczIFWZwTncwGhwPpZJ7maCBk1dtXo8RqNQo2r0GB1WYU2tqizNkX8TFFSD19D3HH7yG6+S6ij9xFDF9b7EmOKfE1nnqARFbfiWcfI4lKPvsIoYfuwq7kCqKb7iH74kNkXXyM7MtPUXKH54aAtABGieu/Ix5XNfclLZfvMW2SKCH5W7FARifTINOOs4ogBEzAMhx7zc1krFVyLi4QsqhTPyOQTnbj+5cMl3yCdxN/cTVC9vMveifTEv/vmPg/I2BSWYqTPSRkF26xwrz5reZkhOz9fOzwufto5ps/epkh8+p1HLl6GPWn8lG4Px3hhQnwTImHU0IC/HMLEFlVibCqOoTVn0TFE20y9glf1zdGEuAUdHxND1+/Vq16w3zdsv2Jb9+i+oEkq9ok7Xd6SXFg0FNKKlJpJZTIiXgpkzYvLvBMMLm/vQ9vbu6mkzUSsnq8ulSLV+er8eZsFZ2sHD8dL8TLY3QyQvbtvnQ8aUzGI4bLB4RMEv/rAlmaFyFzxolIWzQFWmGftwXqnTeg2n4NyrauQqHlauRbbkTeVmvk2TmgxCsIJw40qfcgr11OvkjyIZFhUtpY8h6O/QbEn3iBM7+/bXmf8r6klZPdUihRBjD+kWQiVcJfGY+hrumJAlWe52see3Ws/wsSKM8T2NgzPzP1IWSG6vLdxF/vZITsvkDGMUn834dMnOwik/WzhKzp3F3sZrhUNyISMKkqRQLZEUJ2nOHy1K0rOERX2HW6ABkN8fBK0RGwONjFJcAhNRO+RcWIrN6JsB0nkfNAmwR8xtfyIchaYBPJwWErJ6Pp699QfONnNaEoJ0YOtKyXT5gccONP3X06tOR1T17/gVdPLuL13X0Uk/xbe/GagGlORsgu1+KPc1V4faYSf5wsw88nivDySB6+P5iFb/em4cnuFD1kkpNpkF1M9cA5QnZSZ0sns8J+n83Y6bqJkK1lPraakJkhd8sa5FtZINd2O3JdvFDgHYYDew6pHEnyoptvgRtsRdI31i1KYDj442s633M0/6A5fwtU+vdqLGOY/p4EMoG7lJBFNT/FOeZkCjL98TYcc+Pl9/WY+7jI1xd39ieE7riCWz8wXL5fXYoM4fLB4+/wC1+05GTPnzMnI2AC2bffE4LH39PJfqCTPdcg0zvZflaaApjByVROdo3VJSvK5ou7maQXIqFMB+f4KDgmJMM2IQXbkzPgnluMiMp6hDecQ/HjP9RBe8YXK7cHGyB7/AFpb07LG5pYMJRc/1nNAz3mmOHgPWRfpkAMhYNWPIhTvsIfL64w+z1IwA7h7Z0DeHt7P17TyQS0V9d24o9L9fj9fB0ryyr8clKcrBgvm/Px4kA2nu/JoJOl4mtCdrciErfEyXL9cSGN1SXD5YkoOzSH2OCAnyUa3DQnK9+2EsVWZsjbvBo5WzYia+tWZDm4ELIgFAXG4MjRk+oDc4tqBUvmtVp1ixLIDvxAyJqe4cgP2uUf9V55ko3fp0Hi9h+SHD9DX46ZfLjLH74ivN/gwq9/KGf80HF/X9o5esPt3+Ayq8sEQhbecBU3v2fiL5C94crWcGkE2TffqpxMIJPLSgbI1DyZQEYnk3BpDJkhVBogO8qcTCA7c1Nm/Q+g4iBDZW4U3NOyoatoQGhuIRxTs+BbXI3o2ka+sAuofPZas30e4KcCAyVvwhg4g9SnR8Ttm775HWU3flHJ6xOGQPlkGkAzlpxECTm//sDC/eFhvL4ngIkO4s3tA4SMrnZjH15d3Y3fL9bjV0L2K3PJnwjZy6PFTPo1yJ7tTsc3O8XJ4nGnPAI3S0JwPY+QpXviTLwzjhOyplBC5m+FXR4bUONAyGxWMi9bhXyLtcjevAFZVluQtd0eOS4+KCRkZZFpOHHlmsqjDK71/qSpBhlw4Mc3iDn8HEf1kBmc21haqGWf59jgNh+SOJS4kEBWQSeLOfIEFxkuJfS+f8w/JEltnlLP+VxXDJDVX8NN5WRc8Zr5TWu41EMmOdljLfH/EGQP/y8gO3n9G5ymk+09uQN5DWkIzopFQEEtyo9dQU5tPVxTspiPNSBp1wFE1F9k4q99guSSkcozBDR5E/rWIHlzcoAEMsmvmhVkP6s5H/lEGUMmJ0DcTD6xciB/fvkUbx81482DQ3hz7zDeKidj0i+g3aSbXRfI9hCyBkK2g5BVK8h+OlbCpD8P3+7XIPu6gTkZq0uB7FZxCK6Jk6UzJ0twJWT2OBy8TUHW6LkJdc7rUGm7GqXWhIzJf675WrrZJmRvs0G2vQdyvMJRGJqKsuRcXH78jQJJgLqhwDJIu0Skhcs3iG3+Fsd+/EO9fzkOChj9e1bvW5YFsP8EMpFUkuJ6lXSy2KNPcYmQyRSR8fE2Pv7vywDZVYHszEtCdhW3BTJJ/P+QsMEXrkn7tpJAJsn9rxyTeTKBzFBdGsLlxds/4syt75j438Weo62VpSFcyv3/Mtt/ik527NIV7D5xBLVNOxFbxsqyfBd2n7+H8r0H4Z1ZjqS9Z5F98AJ0Oy6hiom/MWTP+MLfVSt8LW+cy03f/ErIfmJew234PlTI5ME1fIofc/w+H/Pt7z/wjJxmVt2Mtw8I2L0m6jATHUJ3pwmvb9HNCNnrK4TsUiN+OU/QTtfgpxMVdLJSfH+4AN8eyGE+loZHDUl4oJxMh1uFYbiWE8hw6Y0zCW44Ee2IJgmXesh2OK8nZGtQKsn/5pXI37QK2f8faW8BHUeabWt61syDvrehuqu6yFVlZmZmtmWQQbZYsphlocXMzMzMzLbMzMzMzGzXNydSdnV1v74zb9ZUrbMiITKdGfH9++z9R2TI3IRcG1tRMw9y3UMoCkmmODqL5ooWrr55rfouyuGz30+aKve72uWvJO17zIEXiuLINvj4SbUtvsCmLJX7X9Tm/63uy/sqA7PhlkC27x6n30rgk/f9st2V7f3v98c/6qG8/oJAlnb0FTGt57iqnIXxVHbAezG/XyD7LV0q7VKMv0rJXn9UHVb6J08mzymQHb0kSiaQKfNknfsvCmBdkKmS5XHlzAtRsrO32X/uJgdO3+XQmVPUdDaQ376Pnadus2nfYVLrdlB35B4Nh24S03SSuvsSMuQzKIlJGRn/vuTL/qZwinJ1QVZz+ZVqB6hCg1JyWykFMGW0K230w6MzfLolcN3c+7n2q+rT9QPSOvfz4cpuPlzayfuzW0XJFMhaeHWojhcC2bM9FV2Qbf0HZNcbFE8W1wVZfvBvkO2Pc2FvlNM/QVbn1JUwywSyos+Q5VhJy7RzJtfVr0vNIjMpjy9i+44uf6aAdlm+i3KWwxfQupRMUpwC2fMuxVGU5F8h+3cwfanf2xClRNtVil9/830XZG/efU6tXdvzy+D+V7B+X4+kFMhSjryUriRt/+XLz/NkCmDy5D9BJkp26+YT3ojKvXn9nkePu45dqiBTebJnnLjyVCB7LJB1zZP9Nn1xpKtd7jrepWQHz9yVtvpANeVx6sIVtu3dImn0AkfPidTLek1ye+eFJ7Qeuylt8wQ1t7rSkqJOitdQtYL/ohRvpayrSpd3BLILz1TpTHmt0haVUtZR2oDSfp6/EuRu7+PT7T1dgN0SwG4dkDrCR6lPNw7x4doBPlzezdtzW3l9ajNvTrTy8lA9z/fX8lgge7yrjEdbirjbkS2QZXCtPonLomQXyiM5UxjCsewuyPYJZLsjHX4HmWL+11Ml5r/MUsy/uZ5AZkCOuRk5NhvIcfQgX9SsODiZ0sQiKrJqOXblluq73ZAAppx1onwHpa7LYNkp7TJ57xMOPu+CQVEalaVQLT8Pvs+PKQD9aylQfFkqpQxeZUA2ipKl7n/AeTH+T5THFcCEjd/WU+7LZ1FKuf37UpTv/EfIEMgiW85w8YWiZGL8fz8Z+2UK4+PrN9y9+ZS3XyD7X5TsGaeuPPsMmeLJRMnEk/1++uILZIfO3OfIhfucEP925tJN9h89zO6jNzl+/jHHzj6U5x/IxnxK2/E7hJTvEZk9S+OJu7SevkeLvLb5zD2aTt+XkqXq/pfH7tF8Sm5LNZx+QNH2K6Q0ilIevUuLrN8oVX9SFPLYHaqP3OHQZXEdD44LcfsEqH38eucQv949yse7J/l07ywf7pzg482jAtkhPl7ex/vzO3hzulOlZApkL/bX8Wh3OQ9FyR50FvwDMlGySwLZubIIThcEcyzLt0vJlHYZ0QXZJl9zWtwV828kkCntUkc8mS65oma5CmRWNuTYu5Dn7E+BXxxF0bmUpFRSV72FK9JVlAGlpGTl8JAyzaBMwyiQpQhkh17I/vkdZP+uvgDyz/UFHGUpwMhtBbKm2x9JE8guCGRP5X1VUCklzyle97f7Ur8HTCkFsnMCWdaxV4TUnaNo39UuyD7Jk783/oqSfXz7lrviu95Iu3wrnuyhCrLPnkxl/P8xT9Y1GdvVLr8Y/652+UXJ7qmODCjrnpQdfeTEGdUp2Kfk9acuPeG01MmrApmAFVa4Hbf8fUQ0XRLYLhMvldwi1XpV6gpJzZdIbLlIYutFklovkdwsYEklNV0mrPQoATl7iKw6TXTjBRKazsv6F4hvukhawxVuXjolW1tUTAXYEdn6AteDM3x8eIFPjy7x8f55Pt4+KZAd5b1A9u78Lt6e6YLsxZEGnu2r5cnuCh5tL+H+5kLutOdwsyVTIEvhUlUs58siOZ0vxj9TjH+yBwfjXdgVuYGtwaJkvmYCmbEKMiVhllhoi5LpkGuqQ7apEdlmFgLaBvFm3uR6RFAQmk5pcjnlGY3s2X/qM2TK7PyX6ZhP7BLIUlWQ/a6t/WvJa74s/xWIf61HUkoHaBbIMg485OLbD6orCCjgKKWArKzz5f4/l6wnzynKd06Yyjn2mrCG82Tuvvh5MlZa5u+nMFTt8q0o2V0lXX4SyD7yUNrlv0L2JV1+OXb5T5AdF8g+nw2rQHbkwkMJCY/kNQ85efYax6SFnros7fPyE1WduP6MVgWyquNkn33GoTdw+NWvHJJSlodfffqtDkkdVOqlPP/yI4eljrz+VVrlC7IPPZBIL/fFpxx8Ic+pXiMjX1LOrw+OiXIp6nWYX++f4tNjgevJZT4+FsCkPj24yIe7p/lw4yjvBLK3F3aJkm3hjfiylwLaE2mXT3YJZNtKud9ZxJ22HDH9GVypVyCL40JZlEAWzMlMP44nu6smZPfHOrMj1JYt0i5b3I0+t0tdyqy0KTTTItdEm2wTQ7LMTMm2sCHXzp1s1yDyAxIpiSmUltlETdkWzt9/rLINqtSomsH/xO5nn0jb95RDz9+qdvT/ApiUYuZVt/9Na/vXUt5D8bYttxTIHqggUy64o4DTVV1HUv5x//clj8t7PJPbF4Wn7KOvie84x+WX0i5lMPBRUskXyD4qS3nBhzevRMn+AdkXT9Z1gPx36fLiQ/FgXUq2+Xcz/r/3ZMp5ZMp6XZA95rS0zlMqVRMVkzap1Inrz2k7eVfM4kWaHnySD/uJF/KBlZH0b7/Qb/WrSHrX4wcef6DtxjvVaFReq4w8ZYQp17399dkFMXGHxMAdFQU7IXBd4OPzq1Libp7f4OOzGxIIBLgH5/hw+xTvr0v6FI/Ghc283FfAk53ZvDlUJZBV8mBrCfdEyW63ZnO9MZ3LddIuK+M4L8b/jLTLk1l+nEnzZE+oKZu8ddkZaMLuUGtavcyoc9SXdKlDubW0S4Esx0SLLGM9skzXk2lhQZa1M5kOfuR7x1EalkdZRj3lBZvZvv1k1zSEfB/F1Cuw7VEg2/+Uw8/fqL6nAsq/Qval/hWofy1FoZRtqBj730P2Qu7/r9v9y/3flzwu7/Fc9ttlac9Ku0zefI7br151TWF8kJb4jxl/uS8v+PBWIFMOkAuAb1+JHCuHlcSPKZApp18rSnZcmfEXhdp59PLnKYyu2f4vnkyZ7VfOJTt87oGqXR659FAg61KuL3D9BtnVV7SJt4pTILuneIyuL/7vNsi/lmo9+cwHHr2j5dpb1cSi8npFvpXHX70VDO+LeomKfbp3TAXYp5fX+PjqltQdKfFqz+/w4fF13t+/IN7sjOyxo1zbFE9ZoCmBNtq4GC0n1dOY+5Iq7wtktzcVcLslSwXZlfpkLlRIuywO50x+AGel4s2XsGLyIJZOGoT6hL44LhwqcC2n1f2zklmLkplrSrvUFMi0yDQ2INPMjEzLDWTYepDjGkZBkLTMlCoqirdQW7WfUzfuqyBQLoqieKd9ki4z9j/h2LO3qp38/7S9/j0YX6oLEKWU7dV2+wPZBx9x6TNkTwWa/7pkkH+uJzIIlMF9TTxZrkCWtPksN55LupTBoDr9+p2A9k5eJHe7/vsoqnX3GW/lxf8K2W8z/gLZYRVkXeny9+1SUbE9J7ogU5RM8WPHRMWO/w6wM1efqeq0BIiT116rIIsXyBoFMsWE/n+G7OE7Wq8LZPLaxzJgFNCe/fqOj0/P8enOQT7cE5P/+AyfXol6vb3Dr+8e8untgy7Qnglwj8VOP7zKr49OszXbg6QQT7Z0dnL+8B5O7+5ke1UeNzoKuLelmFsd+dxqzlRBdqk2kYuVAllJF2Qnsr2pCralKsydxvCNZLlZYa2xFPUxA4jXnkaDs6RLKy2KzAQyky7IsqRlZpiakmluS6a1C9mOAeT5JFEYUypKtomKqn1s2XGaux+V44mKd/pVbIFAtu8Jx8X4//+GTEoBRVG9NkmXWQcf/n+GTCll/asCWd7x1yrIbr1QIBNP9lZKuUzBrx9f8O7eEZ6e2czdQ22cPXQW8fx8eP+OJw9FwWQndkH2hlsC2TFJlocudHkyBbLNqnmyf1Gy03c5fF5UTCA7LpAp0x6KyT8l9Q/IFCV7TeupB8SJmW+926VkSrJRGUq5/e9KWUfZgMrGVVrjgQfvaLv2RlrKR9Xzir94+eZxl3rdOSqe7Lgo1iWxArf59OGR1BM+vn/Mh9f3+fD8Lh+e3JTeepNd1SmU5WTLzet8unKYFyc28+SI+LIjLTzcUckdaZU32wW4VsX0p3H5M2TnBLIT+YEczfDheLovh+M92B3tojp+uSdiI9kulqybNoJkvRlUSMssEiXLM1lHtrECmj6ZJiZkmlqTaeVChr0vWR5x5IXmUZ7ZQlXNIWqbjnPm9kPVd1WUbK94nUxplyfEf6pshWyH/2p7/XtA/rlEGFXbVIEs+8AjLgtkqgtT/2+W8qOjlyJT1wWyfIEsufMct15Ku1T9WkkelGHO0xO5HM6wpyXQmAovA/J9NtJU2szJ43e58+g9D5588WSyIwUyRZUOKpCJJ/uiZNu/KNmxLiXbJwb/0AVJlBfuceziA3nNAwHtvpSiaF2QnZGlAlnb6QfEt1+iTSBTNlaXH1Pq342+ro33BTJl/YMP3tP+GTJlRzwXg/zhyQ1VklSmKn4VRfv1tajYOxmvH592QfZBIHv7iI8vBLSnt3lz6zjHOhp4c/sS78/t4fnxrVKtvDjapEqXD7eWcldM/832XK4LZF882YWKGM4UhXEi15+jqV4cTnDjYJwLB2M2sDfMlq2+VmwNEJXaYErouvkU2whgZmsFsrUC2Doy1+uSvn49GSaWpFk5kGrnSaZrODmB6RQn11FZcYD65rNsO3SFe9J1lLZ5UKjIOtgFmbKTVS3vv9he/w6qfy0FMmU7tku6VEH25oPqYtWKOv1vlQKZdJAbIlhfILupKNkT5QorwuvLC6UcSrejxluPXEd1ki0XELV+HkFai/G38aJhyx3uPHknKfOLkinnkylnxirGX7lGRZeSbZWNsP3odXYcF0U4KelSkuTBC+dleYGDF5ULqFwT4K6Jn3ssxv8Rp692wXby+psuyNq6IFM21v8bZEqpAPu8cQ+J0nb8DrJX71/CvRN8vHNYkuMJPrwQo//2rgQdAeyTWNQPzwWyp3x8o0B2T6Vk7+5d5OO9s7y7cIh3p3fw7mgdD5qiOF/gwf22ZF4IaHc7C1Xt8nqreLKmLk92XiA7rRxSyvbncIoXR2Nt6fRYSYXVAja5reRQlAWdAZYq81/paEiRpRYFphrkGa8VwKSMdEg3MiDdxJxUaZmp1hvJcAom2zeZ/Jgyyot20tgqVmLLZc4/eqZS+SOiZFnSLk+8+L1B/9+HTLmYzpdS7j+X7ai8rwJZjrTLK/8/IUtRlOy5KJmSLvl4g5ubgmkNtaTQeRXJZjOJ0JuMv+YENq6ajrNtHBVbn3JLjLUylaE6QH5bILv4RNUKt4vxb5d02XHgIpsPXWbrsWtsPSHQHT1G55GTbDl+iC2nDrDj3HF2nj3EzpOn2H/+OocuXeHIlTuiYsoUxhtaBTLF+LcIZApgX75814b7/cb758eUdKmMwMMP3rJZvJ3SShQD+va5tEVp/7/ePSJ+6xzvX99UKdfHX18IZK+kXku7FNhePZSEKb7s0TUx/bLejRO8VSA7UkfdhgWsG/QXpvXvjtbYnnRGW/BMUubdzeLLBLJrCmQNAll5NKcEsqOZ3hyJtcF7YT+G//QH+n//Fyb3/JrwlSM5HGtCm58ZtQ4GlEmYKJZ2WSCQZRmtI8NIUyDTlzIh3dRG1MyFtA3+ZHgmkhtRQFFWB7XN52nZfoe94nEVGI4LXOl7ZLC+7Gprvwfovy4FOMWrdvmnf4VE2e4ddz6Se+AhV9+8V13a9cuf9/5f1v/X+h1kBQJZaud57rwQyF69lo/38RIXan2o9NIjxWIWoVpj8F45DJcV4/Ez9qC68QGXn4gpfPRKNeuvzJPduvO8CzIx/ttEyZRLFHTsv0Ln4YtsOXaCVvEwlTvqKN/WTM3eVpoOtVO/v47izkqKNjdRu3cbLUf2svXsafYLaMckXXacvE9M0wWB7J1K/lWQyVKBSVl+marouv0PyJRSvMQxaembBVbFi72V4PLpwSk+CWC/KlMWz69IWxT8Pj77Z8hEzT68fMD7Z7f5IKb//e2zvL8qHu7sPnb46WG0ahE6G2wZOKg7P//8LYsWzuVcfRoP91Zxqy2H6y2ZXK5P4rwyR1YQxqkMDxL1Z7Bo2RIWrFvNt9//gW97/8KwcRNIMVnEvghbGkTJqmx0KDMXNVM8mQLZ+nWkSctMk5aZamJBqoW0TFtP0jdGkR2cTX5yM9V1p2nfdZ+thx9z9+07Tr8UT6YY/5fv/x8h+zJYu+q/hky5PrAyz6VAlnfoMdfEk/3vQ9b1foonuyXrKpAlbzrLbSVdntjZKia/hEMZzuTZqxGmPYaA1RPxWDEWp+WzSXHIYGvHA+49FhVTTlz8YvxvifEXFTt4/p5AdoG2PacEslNsPryPTcfaaNhfSdXuKqr3FJO7KYPMlhxyxMck1GYTWpJFQnUxOZsaKd7RSePhw+w5f5f2E3eJbDorxv+dakQpICkKpSxV0EkpvqNrI32+L1/uC3xHH75lm0Cm+JX3khp/lTT56d5hfn18ll9fiol/L5n1M2AfPsrmkPr47hnvRcneP7nFh/uX+Xj7PB+uneD93jrC1UYTHR1OfFYMA3r+mQGD+tBv3GTygh14dayV65I0Fcgu1SaJ8Y/hVF4wJ5KcMJ07lnXirUwt1/PNt/+D7r26M3j+CtbNmMBuf1OaNxpRZatLqfk6Co3XkCPtMstoLWmG2qSuNyDF2JRUMzuSrd1JdQwl0zeNnPh6yssP07b9PpuOPOPsgxecEbIydivtsgsyxVMp2+mfgfoo2+pT13NSLz6vo9S/A+WJQLJZgezgo/8Ssi/3//HYr/Leyr/xST5HF2R5x16R2PE5XZ68do8rB7axNdaUJKOpeK0YR4ypHlnWukQYyAhzjqa5/jK3H3zikTKFIZ5MNU926wnHLjzggHLBlUMXad1zhPrdW6jboyhXIxW7ZOTtqaF0eyZpTSlktRVQuK1IwCokujqbwMJMoqvKyd2yk7yte6nbd1bAvEZk8yla7ovkvn7P3uMXaVD+lPSBc5y591KlUApMXwDsUrNPKsgkQwpkb9h2443q/qdnl/l0/4gKMtXE66tbKqPfBdlr3n98xa8C28e3z8SriZI9uM77O5I8r58RYT/BazH4QcvGobV8HlNH/MKQnn9k5PBRDOvTnVw/O14f38LNzV8gUzxZNCdzA1QnKxrOGsnA/j/Q+6f/5Jcf/8CPvX7mx7HT0Zo6mm3uxrRvNKZG2mWlhSaFJhrkCmCZKsi0SDHUF8jMSJGWmWLpTKp9IOme8WRFlVFUuIdm8cZbT7zm4NWXKi+WuVdS+4t3Ku/0Zaf/Bplq+3QtlceV7fbv4eoqRcmU7dh59xP5omT/Vbv8cl9Vcl8BXFkqpayvUjL5jIkdZ7j5/IUYf3mQX99xvtmfBINxeKjPJs3WhmonI/LsrMlzDqQgaRNnr7zj8dMv5/krkD1WXWJg/9kHbDt4keYdR6nfKbXrGJV79lN/YDc124pJllgfU5xEXkcp9YerBLJMQgsT8c1JIai4kKzN+6gWH9d2/AaNh25IuzxLyd5rFJfW4uYeiemGMMwFdN+YUrZKUlWdffG+C8J7koq/KJlSxx+8Y9utt7z5KF/14Skx/YekZR4Tv3VZ/JjEAZXhV9qkKNmnF6pW+fG1eLSnEgbuX+P9zQu8v3KSD2cO83b/FsptVjK1558Y3Ocv9BfI+v/4R6YM/JHDMkieHWrh1uY8rjWnc6k6UdUuT+QGcyzVj9j1i+n5w3/nm2/+L3p+/z8Z1PMrevz4V1znj2WPtxUtDuupsdKkwnwtRcYa5BhqkGmgQYahJqmGuqQYGZNsYkWyuSNpdn7SMqPJCC0gL2szta2XxY68Yt/FNxx68JqcfQ849uzdbzAoEHRB1TWtc+XtJ04/fcPFZ++RsSugfZL1Pnap2ufXKOqjQKpSQ6mtDz+Re1gs0hvZlp/X+VJdvkvWlfdStWipq8q/IZ3u4vN3KqiVw19Fp9+TsOkMt14+pdtjZXpfPtCTE2XU+RtKdLamyFUSjtFiovR0SLP3Iid5G8eufBTI3v8LZI8kNQpk+8WQbjtJi3L1w/3naNy3g/L6TMJ9bbCUVqBnoIWNmwPxpXGkNicRkB+Fa3I8AUUFxDduounYLQ5Iwmw98YAU5W8Apebi5byR9aZurBZPuNLCm3VWAfgnVFK39Tj51TtILd6EcvnP0/deqA7+Kl7ixIMP7L37lk+vpS2K4efugS7IlFT5Roy9+DFFxRTIPn4QBXsjgL0U0//4Fh/vime7epaP54/x5sReXuzdzpO6IiJXzmB2r68YLbDM7Pt3yiO9eH1yO/e2l0vCFE+mTMZWJ3CuJFIgC+JIijc7o52xWTCW3n//n/zw1//BoG//gOaoAbQ6m7PDzZImSz1qTddRtn4VxetXk6svkOmtIV1/nUCmTYr4smRjC5LMN5Bi50mKczhpAdlkJzVQVXOK9gNP2H3pHTuvvSRvr/hZ2bldMHT5IuUwmjK9c0qCWvGWs0SW7iCucjedx6+pTmxUfJMCihL6nkqLUya+lb+ftO/WMw7ffUnTpZcUHLjzvyjZl3ql2t5wWkgr23+VwKKtOKfU45hUQ3LdLnZde0KBclipXYHsCd1evv+VNw+ecnVXB7uz42iNiKDO2xLvZWPRmTARR7tidp/5yEMBTPm95f1Hyuk+XZAdFSXbe+b+b5A17z5Px8HTNLZUEC0twVBtAQtmTmfqtEmMnzyZ2eprcI+PIKEuC6+sJPwL84mra6X+4HWOXHtBx4kn5NTuITE8DHsLG1YrvwLXsmOxgSNmDqEkx5cRH1+Bo28mG/wz8IooonrbBe7IF5cmKEr2gaP3ZLM8FWDuHVTN8n96eEJ1jPKTMnXxQVEygUzlxZ5ICxXAnsjjD27wUVTs4/mTfDxxiLcHd/Nyaxuv2up5XlfCrthAqkI8ON1cxrtz+7m/u04163+nLZubjWlcrIrjdFE4x7MCOJTszqF4Fw5GOVNoq0fwOjWyTLQ56OvEfnd7Oi2MaFmvTZ3BWsp0V1Goo06uzioy5Xaa3trPkBmSJC0zycyWFJuNJDoGkuaTSlZ0FcUlB2neeZcdF96zTdQsf+ctVbtUYPjSzhQVuy/icVqUv6x6F27xDWyIqiM0p40jd552tTgFFAFMUbtdN94SVbofj4Q63JNqCchuJ7P9CDclXPwrZKrr1cn7K9f4z2w9jrFPNppOiay0j2apXTRqUrZh+STVHiGt/SzXnj2j281zF9lbf4BNRe3URIVQG+hGmbsprqsXoq8fSnbnA649Vs6MlVSpACajowuyR6rriu2TOL1V1Kt56wka95ylXSCrK8vCW0ap+uypTJo0jpETxzB80mQWLtXFOzCBguYmEiuLCSktIaV5K00Hr3FYlKztxFNyGvcTHRyMntZ65q4wRFfPEVtLP4I8EyhMLCc6IhdbzyRsfdIJjS2hvOEgZ18o1yn7lSuPP3HnqWzixyclVSrHKY/w8eFp8VzXBLL7/CqQ/apMWbx7Kl7sIZ9eCmCPbvDh9mU+XBbAzhzh/ZF9vNm9nedtjTysKORxURav60p5u02A217L/U2l3NtczO2WbK43pHGpKoEzJRGiYoEcSvNib4Kr6vSe3SH2HAq043jABk75OXPI0YYdZsZsMtSjVVeLOq01lK9Vp2DtcnK0lpMpsKXoriZZVD9ZzL8KMpUvcyVlgz8pbrFkhheTl7eF2s5r7Dzzlj0XP1Ky5y7Hn7/9bT5LAUhpeXdkm1w6coW2hh34CDx2UdW4JdWz+cxN1TrKr9CU35uek74ZV3EY++BCbPxyMZUBbOyTiVdyNSdu3vuHQn7qapNKKV3juliT5ootWHsns8ougiUWwcw3C2C2eTALLQLxjC0je9NpbijtcmdVC1VJlaT4xhNlY0aspRGZbmGUprZSue2B6oO/efmWe/eV2X7p658hu3X7MYdFxfacuceWfQpkx2ncfZa2gxdoqSzCUWMB08cNY8K4kUyaMI6pM+bhZbSRtJgymncdp2zTFjKbO6nZfY7tx29z9NIz2k8/I1XkNiY8BidLB9RXGbLB3J1E2cDpIRnkxRcSHJCEpWsUjt6pql9el5VuVV1S9P6T9zyRSP/x1QPxV5IqBbKPd6QeiZF/oRyrvCfpUmKCAKa0yQ8vBbpndyQcXBOzL4ny4nE+HD/Iu/27ebWlnWf1FdwvSOdeWgz3kqO4kxHFlcwgjodaczLchqt5flwvCeFKYSBnM704HufMgRBLdnvrs8VhDbX6c2gwWMxOe0P22pmy29SI7fr6dOrq0LJuLbUaKylftZzCNUvJ1lhKpuZy0kTRkvXWkWigT6KRCYmmliRIy0y2lZbpEkFGkLTM1CaxIqfYevQ5e658Uv0JwFOiZMrvMhQFU/aX0sruPnnLxb3naKneildMFVZh5WxMqGX7xbufDXrXGRe1Rx7gEV2BrbRjU48M1numYOiVilVALlWd+1TtVFGvl+8/dinZ5/e/efkJ2yrasXRPRt0yhIXrfZml78kMAx9mGHpjF5hGXtsRrr8UJavOqybfO5xgax826pvhrmuAl4XE5tgOmrfLKJc3fP3mHfceKJdXf/sbZIqSHT7zkD2n79K55xxNW0TJdkm7PHSd9ooibJZNYcSQfiybPRuH1RqYq2sQbe5MhvTtnSdusvngGfEWFzh46h7HlMtJXXlKy4lHkjglabbu4EhDI+l+oUS6BZPgGU1CYBwpkWn4yGCwdIwkMDiXtPhSKiq2cuLUDe7ceMxLMaAop+8oZ7wqrfLzJKxyOs+nN/dU6vXx7SPev5E0+fwunx5Lm7xzmY/XzvHh7BHeHtnDW0nIL1vreSYD5YGEk/sp0dxJjOB2Zgw3CuM4FW1L8tTeBE/oRYPJInY4rWaz9VIaBKqyVeNInTsA5wF/I27ucPZ4mLHPXcCzNWankR7b9bTo1FxHs8YaqlatoHSFGvnqi8letYQMAS1NS51k3XUkGeiQJL4s0diURGmZSdZuJDsoLTNZ9ksVRaX76Nhzn92Xf2XT6TecUaVLRWm6SlGyu+LTzsmgL5cO5RpWhnlgkbTMCglY13kisLyV9S+9h4TqozgFZGDmkch6l0T0nRPRc01gvVcasXkNkg5fdiVXRclkqUCs+PibZ27QWdaAq3sSK4z9mavnznQtZybruDFZe6MAG0tWy25uvRLIytMqibP1wlvMtZOhM47aVpiutcPRNJjo+GauPPvIm7cfBLB33H8okD38B2SHTj9gz6kuyOo7T9C8/zKnzkkgaG/DS2ceo4YNQGPOPHxk1PrICI63sCMpvJx9x+5x5PRNDp0VqT93jxMXHnDi6jMaj94nY9dtSZFyv3MrbUmppPlGEuIcQJBbCEE+UVhsCMLINgxPUbK4yHxKSzo5cuQyV67e5dlrMf0C1ac7h/n19gE+qs66EJVSzhl7fY8Prx9IKLjPe+UQ0tNbfHok3u2WQCit8sPJ/bw5uJPX29p40VjNo9J8gSyVO6Jkt1KjuZEXz42KJO40ZbM3xgXN779hcbdu2P3tbzh+8zUWX/8Z3b/8gTnymOGg3hxM9eeMJM0DvrbstjNhl4k+26QVdmito3HNaipXLqNk+RLyli8kU30RaWvUSNUUyHTWkqivQ6K0zAQFMlNbEiw3kmDvR5pHHBnSMvNzt1LXcYUdZ9+z4/x7Vap78zk1KhAoie+OmPJdW0+SJIPaPVQg8y/AIriAwraD3Pl8uOjA3Y8EpLSwwSsFU9c41jtGo7chGl1ZGmxMwiuugFM37nS1TCnlvZW6L5J29dBZztTWsimpCC2TAKasc2LSGjsmrLFnnMYG1lgHklLTzH2xJ92yksqI84ggxCUE7w2heJr44mCwEXfLYFxEBn1TD3DotqQV1cFxMf6fIbtx86GokIymk3fZvO88W8X0H9lzict7LnK0rJ1UW0v0F88TFVuGwZxJ6CxaSJCJK6lJW9lzVNTr/F2OnZNkdP6OpNS7HL70mPojd0jfcYXs3TfIKmohPyKWaN9gvDf64eToj71TKCYSAHTtQ7GSWB8Tmy8epZVOadWnzt3lvgSYXx+cVKmYAply9oUCmaJkH17elroj/kzqudx+fE0gFABvnJJWeYx3x/bwZu82Xnc287yxSgXZ/fw0buckcDNXACtJ5GZNqqTJNO605nAmO5TgOVOx+vor3L7+C85/+ws2P3xN0LyJHMkK5HxxBAfjNrIvQCBzEsgsDdhqpE279joa1qykQl2NkhWLyV2xiCyBLH3NEoFsBYlaq0kUz6a0zARpmQkm1tIynUmw9SXZNZIMUfCc1BYq607ReeQ5O8694+pTpV0qKVHMvkTG7RefsuvIdbZvOkR5cQcRiTXYBJdgFihBq6iDG8+7jooUbr2Mi18WNqJcxo5R6NuFoWMTIts3TBQtDvuQNHafOqeCTGmZyvSFCuKPcEYG9qGSKlqSsrC08me2jiszDTyZLoo2XtOJqes24iCvv/z4Pt1qK7ZREppElIUjzhae2Bt4sEFzA3bSX+2MfdhglU5641Ux1L/y8MlLVbtUDpJfu/GIA+LJjkq7PHb8BldP3ebKlqNsTasna2MiwQYbCDdaT6D2YuaN6kffgVMxsC2kffdDjgoQClwnzt/j+MX7HDh/nw7xZVkSt/1Lt+OQ04FLfDmxIUmkxmWSnpqPt388Tn4pRIl/DBcv5h+eR3amtPrcRppb93NCFPHBnZvwQFrl7b18Esh+vXdclE1AeiLG//lNgU3av9I6n1zn/QMx+3fOih87zvsLR3h9dA+v93TyYksjz5ureFxdyIPyTO6WpnO7LJ0bVSncrEvjelMqV+oSuVGXzK3qJHYF2VNlok6tyXI63fU4EG6n+pXSftWlo5zYHWDFTjdjttnrstlci1Z9DRo0BbLVahSuXEyOtMvMlQLZ6sWkrFtGkvYqknQ1Rc10iZeWGW9sQYKZAwnWHiQ6S8KWVJ0RVy0KvofWnRK6TrzhknQYpf2dFbkp2H6b2NID5Fbtpr75AIWSLkMyO7CNqhPICvFMqOTo9UdclHQYnrcdu43xmIpyGSqAWQex1jwALasg9B2ka3gn0rTr0Oeg0GX6lVJU8PjFxzRklFMbkUiKXzQ+0Xm4pTZjIgFjnU8eizckM9s0lI2RmXQry2oi1TsKL31zbE08sBcFc9R1Fsh8sDMNx038mYdrDdsuSMJ8+VHSpTKV8ZrrAtm5c4+4Iwnz3qUHXD18nuMte2lMryZYRoLDWnscNM3xcw9ERxJVn4kaeKUc5vj5J1KiYIqKiYIduPyYbWL6lQnYgPIdGEcXs8InDXW3JNz9MsnLrSU3p5LkrGqKyzdRUNRMisAVGl9CRGwhCclVZBdvon3XRe5fuyJafphPtwQy5beUdyUAPDrPe2mLHwUspRTgPjxUpjgu8vGWQHb1KG/OSaI8vpOX+zdJgmzgSXsFj5qKeFifw73aHG7XZXOzXkBrTOdqYyrX6pO5rDqnP4xzygVWUtzYG2JGh6e0RIFqf4IomKTMvZEO7Ay0ZquXKVuc9Wm31qTZWEKBrjrl2kspWqdGnnixjNVLVEqmgkxrFYk660iQlhlnaEjcegvizewEMlfiHfxJ8kokNaKY3OwO6tqu03bgFWdvv1YpTL0Ep4iSA0QVbyO+fC8JFXuJLt9FRME20ir34pfVgV1oEdn1e9hz7R3RBbswdYqSwS/KZROMtmUga0x9pXzQswvB1CWOxMJGrr148zlldinaKwH6qNinnPRaamPTqUwtI7NqD8m1Bwks3IlregfmUTUsc89jtnE43Qpz28kWuqPdQ/C098bZLhBbfQcstN0xM/DHxsAFE61o+aB3uCbN/pFAphzHVIz2zRMPeXDyIXcv3ObyjqN0ZjeRE5lNnGcslmutWLPIDJ/gJhq3naFAUk5951mOq3yYlHIF7IsP2HHlGS0Ca0LzYSziqlgXkMdStxTmO4uE+2eTk9tAVmY5ReWtlFd3EJNcjJckTY/gdLzDsgmOFdjSqkko2Mrdi8osv7TK6/vhhiiZ4s3uS7pUvJeiZk+u8uHRJd49uMg7UbF30irfXlYgk1Z5fCuvD7TzYlc9T7YIZJvLuN9WxN3mXG435XCzuetU62sNqVxtSOZidRznKqM5XRrO8fxADmf7cTjTjyPpPioV2yNpc1eEPTuCrNniYyoqZ0TrBh0aLTSoNl5JmcFyivSWkqutRrbmYlLXLSFx3VKSdNQFsjXE62kSr29AvKGZtEwx/5YCmfiyBPcYUoJzyEpupLL2JE07n3Ds6jvOSryMbT5DcG4nEUVbiS7bQUyZqJgAll+9m8sX77Dj2H3c4+uxDcwmKL0dr4hyzB0i0DX3Q9fMFx1zf9aa+LBOIDOwCcR6YxyufmlUtO/hwYePqmT58pOSNn/lpoSGlqM3VBPwBc1HyWw8TF7HKYKKd2MeWY2ebxHLXLJQd82i27aO42yt2EK+TzDuIsum692x1nbAWIycyXo/7AydMFrtgrFxGVV7nnHr2SdRMwkA155x+/R9SRl3OL/9BAcLN1MTU0aCTxLR4pcc1str1jphZxRIUvYB1XHOY2L2j5693WX2pfZfeUL7xScU7L6IZ0EHWgEFrPbJR90zmyUSp3WDiwmS9hifVkppeTMZOeUEhGfg7J+ErVcszgEp+ITn4ifqly3e4+WNE+J4Ba7rUp8h+3T3NB8fXBDQLqp+9vbh/kXe3xV1u3ma91dP8ObCYV6fFchObOPVoU282NfE053VPN5Wyf3OUu6253G7Le83yK42pHClPokLAtn58khOl4RxsjCYY3n+HMn04WCyO3sTXNgV48gOaZ1bg6zY7GtKu4cRzaJmDXZaVFlqUCIttnD9CvL0lpGtI0omypastVzS5UoVZAl6ombSAeLFl8UbW5Igdibezot4lzAS/VPIjKmguGgP1c3XaWo7T/mW8/gV7cc7vYmgnDaiSneIqu0ivnArm9r2cPvaTW7ff0tu0wk2SNq08EzF0iUBM9tgAcwbbWNvNI090ZRupmfhi7FtIPYCtINnIp6h2TTvPsFD8WIKaMqPi5SWqfxwepvsvzL5t3NbjpLbfhLf/B3oB5SgsTGb+bbJqkuMdmtvPkFtfjsp3nE4W/liZxOBi4UPlvrOWBl5YLPOEK05Ouis8Mc5cj8HbonxeyrGUdrc7cvPuXr+Nqc3H6Q9sYIUkddY91gCHCPxEAl2Mg/BxdgPF/cqGo5ImxQVOyZQHjlxlV2Hr7L98gvqTzwgtGYv1sl1rPHNYZlbhkDWtVwtZtUwrBL3mELyCuqIisnCzTceZ98ErL1j2eCTgIt/GoW123ly5gS/3hSwbu7h16u7ZQvsFcgO8fHuCQFLzP29M1KSJO8IYLfO8E7xYleO8vr8Pl6f2cGrY508P9TGs/1NPNldzYNt5dzbUsLdTQXcbMvlRlPXqdbKCYqX6xK4UBXLhYpIzghkp/ICOa4oWZoXB5OkdcaKikU5sD3Mji2BlmwSyFo919PgoketgzaVtusoNl9FgbE6OQbLyNRdSrrOMlKkjSpKlqQnkOmvJV7SaMJ6IxJMpWWa2xNnvZE4x0ASpFOkhUroEQ+Uk9iGr3hnGw0LUsSLeaW34pFUJwq2mUSpqtJW9m/q5MaVazx+/pZ9p+9R1nGGnNrDREn7dPLPQc8qBC1jD3SktAw3YmTph4V0NGuHYKwcI0TRYvGIyKVu+zHuf/hVBZgC22HlT+C0HaVYvF9m4wGS6g7imtaBUUglK10zmW0ezRTDYLrF5B2lY9tFWnNbiJb0stE2RLyZI4ZrzTBeY4LenAWsnqyF9kI3NNfGk7vlGS9fvePeqVtcP/aQiztPsU98UnVoHrFO0YQ4huAvfT7QJRoPSx8cJEBYGkcTX3mew+cec+LMTfbsPkLL3stsvvKa4gPXsMloQje8CA3fNBY6xqG2MZVFrumYhxYSkJBBSGwW6TllBASLgrkKvD6xBEWmExyeQmSyqM6TVzzc2sDLMx1wax8ol4FSLqJySzm0dFTAkpQpsH28Lap285QKsHdXDvHu4n7enNnJq5NbeHlE/NjBFh7va+TxLgUyaZcC2Z2OfG5KmvwCmXKq9cWaeM5XxnBOWuUpUbGTOf4cz/TlUIoHB8SP7Y1xUs36bwu1oTPQgg5vY1o8DKkXyKodtKiwXUup5RryTVaQs345WfrLSdddroIsUXsFSfprxPgrvkxb2qVi/kXNzKyJt3AiztabBJcIAS2eOPtwAtZZYzpzAS6icE2HHhGTtwX/iCJSxC/li1fKT86ns6GZu6JkL958ktB1i9pN++ncd55tB65Q23EE/6hidIy80DVyRVNfOpeFF2bWvphYeGMiwmNqH4CNWwyugRk0CGjKGR73PkDltruk5reRXbWL1Lo9RIsvc07pQNevBDXHNGaZRTBB159uDh4VtO28THtBAxEOgdhYeuJqGYS5tjPmZm7YS6ReNGgEi0apoT7PS8jfw7lTV7hx+Bp3Tz3hxo5jbEooIF7UK9ojgfCNUXhvCCfCIwZfM1cMlhiit8we14gdbD/1iGNHT0ka3Ebt/hs0n31C7rbzmCbWssoni1WSdGZLwpm7IQGroATay0PZkmFBaXIQWbmV+EgKtnYPl2SZSnZiNrHBEukLGlWz3U9vXOb+zho+XNwsKqZcpUdAE2/26YYSBI5I2pQQcPOYpMmjomCHeXdpL+/O7uL16W28PNHJy8PtPD/QzOO99TzaKa1yayn3lB/wKj8YaclW/Yj3ar3yo5GuVnmuPJqzxdIqlev2i4odTfdWqZiSLBUVU1rllmArNvmb0S6QNbsb/AZZuY1AZrGGAoEsz0idbP0VZEil6qmTordSlEwSpqTQBAMFMkNVJRibEW9qq7pqdrihFb4rtXFeqI6TtrH41AqalSMAEq6LizrEsyUSG5iCl+wLF7domipreHznDq/FRx0/fYfisnYaWnewacs+Nm/dR2Z+I4am/uisd0LT0FGAc8ZYQDMwccPQZCMGFh4YWgdi6hCKW1ASLXtOsfnEC1JLdlNQ0kBR/U4y6veR2nSEjemb0fTMR21DqkrJxun40k1noRXeMTsordxHVko14e7ReJuHYaHnhpO00NjMKoy11jF/5ESWTDNn1XKB0DmPivxd7GzeQlVKOgnekkDtfPFwDibQVeKsexwhriE4a9mwbvZa1s43x8a9gWbptfu27yC3uImyfTcp2ncbv9Jd6ATns8QtgQU2QUw28kPDOZyt9QlcbPNgU7wGZeFmEtnryKvYTGbZJkqKqsmKjifUP4I0eS8l7Sj/vX54n8dH23l9vFF13ddP13dI7ZOStin14epBAewgby8q17nYJSq2nVenRMWOdagAey6APdldy4PtZaoD4Hc3F6gOgiuAqX4wUpuiOuNCUbGzpeLHlOteiIodExU7nOqpSpW7o8WLieFXVGyzqFj751apQFbnrPsZsnWUiJIVma8k33gFuevVyTRcRYbBStKlUgW0ZAMNUvS1SNTTJkZTg9DVK/FbpobbsqWyXXXx2eBOQmo5JZvO0njwFS0n3rL7+icJSNsJcw/DV7qSi5h6J+kszSWlPH5wj2evf2XfgUsU5NeKx22iPL+Yipw8ctMKsLQLRtPAUZTMgbW69piIwBhL6Ri5YCqdLdrPjYTwEBw2BuPoHU9Eeh35le1s2naA9k2HyKnfT1bTMbyyt2IcXMVyx3RmmccyVtOLblpjlqBtkUOtpLvG/HxiRZLttH2ws0/D2y6IkIT97Lr4msQQB+aMmoz69HVoqkcRLH4pIcwfB+sN2Nu5YbfBE0cbbzZa+uO7MQxHEwd0lhqzas4a1KasQkc/lrr2M7RWNxEQKm0us5bAtBos/JNZKxtikU0Ik/RdmKznSUpaDA8OZ3C8ypmWqFWUhW2gUUZL46bjNLXuoVI+Z3xwFD4+0RS17EH8KB8+KpeNgU8fP/Dy3nVpnXtFpTq7rjN2SWC7vJuPUu8v7OGtAPb67HZen9rKi+PSJg+3qSB7ukdRsRpVq7y7RVRsU77qV+JdKpbKpZpk8WLxKhU7XRzOSfFiqiv4qFRMDL9y0Ttpk9u/qFiAOe0+0ioFsCY3Rcm6IKsQT6a0S5UvM10lbXMV2UZryFq/WkBbQYrOUuI0FhO6YiH+Kxbjq7mSYCsbInwjiU0pJb1yBwWyLQs7L1O86YoY75vUH3jEzpsfKWs9QYhfEpEhYif8kgn1DmNnXRXPnzzj8o2n1NS0k56So5oWKkrLoSguhvKUVIJ9otAWyHT0bNHWtcXE2AkzBTQDW6oT7Xl0IJSTNV4URgVguyEQ98BEWnbuF/tzg/OH7pJff4CE+oOSLvdiGdnAcucMppvFMG6NO93sjdyIjU4nOzqUOE8n3I0ssdTciJ2p+Cr5RxwNgijoeMTRPXvw1NdBd8YKtJduJDQ0VUaLCzbWrljbbsTaxh03mwC8HEJws3VDV92AZfO1WD5nKfMnzGPJHAs83HMJD8nGwysUW5sNGJlYY2frirebLw6OvuiZuojZ9OXE9hJuH8xkZ645dcHLKYsTv7HpCA3tx2ht7CAvIZowvzB8JABsOqJcXVW51MKvKtBkofrvwydRthfPeHP3Cm8uHebt6Z28O71VlpIiBb5XJ6VFHt/MMwFMOQHx6b4Gnuyp5uHOCh5u+0ervPXlV+IqLyaGvyKWsyWiYoVi+HMCVCp2RFGxeFf2fFaxraJiWxQv5muiapUKZI0b9UTJ9KhxFOO/QacLNKuVFJsup8BAjSzthaRoLpR0uYxEMy2SXTeQFRkjMJRTWLOVgoYDZDccIbP2ABkVe0mt2k96nShI80lKtlym4cA9tl/5IMvrxCeUkSp+LCWlkNzkbA5t2cKd28/YvvM4WRnZJCakkJ5VSUFBDQWJCVQkJ5ARk4iZ6UZ0de2krDAUuAwFumg3KwlHcWIv0mXQb6A1yVhg98fTP50tB49x7fpDzh+8SkpRJ7E1e4iSz7YhvlWsTzaTDMOYsHYj3Wqyk0lzs8BNRpGtnhbWBnqYL9dAY/461q/WR3+hgKUfSbBnOtF2rnjqGONh40NYgEinjQOWVhuwkHKw8cLTPhB/11DsDW1YuVALtXkrmTdhqkA2n0VTtVg011KMZAiebt4YrV+PgaEpblZ2ZHh4kevlQ4abByWh/lzdlcXpRi/aY9ZS7KVBUUYeNW2HqWveQ0NZqfiNQAJ9wsTg5nD+rnKk7gtk8F7oev/+oyw/ohwvV/6u+luB7+3LF7x7cJtXN87w/Nxenh/bwpNDzTzcW8PDXQLWjhIe7SjlvnLFHgHsrhj+26pU2aVil+sSOa9cHkpRMQHsZH6I6poXR5Q/1KXM7ivXIotWEqUtncGWdPqbq1KlAlmrpyHNbvqSLnWp3bCWCht1yiyXi5qpU2KvTbmnNdVRIdTnFdJUu4mm9n1Ubz5CUesBcmp2kVDYTmxuK/G57SQWbiapaDtJ5XvIrDvcBVnnJer332PbxXdsFZ9bUtwqLbGBvHxpaQJSY10nnVsOk19cRlKCtLrIWFLEBhWWb5JwkEFxQgzFyam4SXLVXGuBvrY563UlUIjf21rgKqO1nadn8zhe7UJTvCY5Yc4khRawZftxbt+WMNe5n5DwLCLKOkmsO4Bz8iY0vQpUkCl/D6pbkYw2+zVzMFq5iPVr1LHSXi7tUhutNaas1TRFb505xpq2mGqY4qhpgru+FeG+oXi6OGNpboeFuTVm5rZ4OoaK2Y8jQLzZ+mVrWDhtCepqBiyZpcbU0ROZMnYWc6ZpYWvnhZ2lOTq6OjJSjAUya+JEEROcXYiyF+C8nNhftJFtqdrU+iwk08OU/MJ6ypv309C4iaLkGII8AgmS1hGWKgb9zXuUC/h9/KSUKJjyY+V3yiVI3/P61XtZflCdRfJWaHsnieitgPhOIHz3+jWvHz3k2Y1LPD5/iAfHdnNnTzM3t5Zzq72Am02iYHXJXBX1ulIl/rBK0mRFpOpPDp4qCOeEomLKr8RTPDkYL5DFiOGP2MDWIGtJlJZs9rdgk58pbUqrdNGh0VmTJvf1tAY7sSkpnG2lRWxv2cT27QfYuveU6nerNaLW+dVbSS9qJSmngbjMGmLTq4gWaxGd3URsTutvkCWW7Saj9hB5Laco3nyRun136Tz7it2XXrKrpZNtDa3UVzZRVFxPgWy/PAlOqdIe4+ISCAmLJjImWxJoFXlpueRLyyxLSpDBGy2AWWOgbYqZniXOhrpc3pEhQ/gBD06WcbhKIIvVokjCTIx0nDjfZCqzqqiMzsBXApl3Zr1qMlZplxoexUwwiGDEsg10C7LUQHfFDMw1FmG7dom0RDViXZxITSqjKL+autxC6mKSKfLwJc3CjnhLVyL8JNJaWYkhFGVab4a1pTuBG+WDS7QOsXXHz9gIF20DLLVMsRVv5mRohreBEY76tmywtUdbINZYpy8931ESkD+BXiEESHm5hxDk5U9tlDUNgWpk2MzF396WwIgsYjNqyMzIIcjdFScxvS6uQWSXd6iU6p38/0GUTIHs4wdZvhOYXn3k1cv3vHzxjhfP3/Li2RvV8rksnz2V+/L4y1cC4OtPUh948Uruv3jL04dPeXzrJg8vnuXWsX1c29POpbYyzlYmcTwviKOZHhzL8lG1SeWX4gcSJFEqxyhVFyC2ZmuABZ0C1yZPfTa769MZIc/lJbG3tYGDBw5z+MQF9h27zJZ952noPEZFw3YKytvIkISXml1HkoCVKBUvShObVa2qqKwaogS62LxW4go2kVC0TZRsN+k1B8gVyIo2CWR77tB5+iU7L7+T/VbFzpJ0Tmxu5mCHmPPGNqrLGigU0NJScomPSScuKp2kuExy5H52bAL50VESpmKxNd2A7qp1mGho46q3mhv7c8ToXubW4Sz2ltjTELmOQg8tkjY44G9kg4OOBZZ6Rtjbu+ESmo1DaC1WQVWscUxlun4gE1YJZPGh4TjZWOBpYYCb4TJctBbhbriWIDdPcuQfzvBzJ9TengArB4KsXIkUFdkoKqavY4Ce7noBxgBHuwCSA9MI3+AlrzUm1Gw9KfIhEp2cyPLypjEqkopAUTpnD4HShMVLV6OmrouhkSMb7L0krfrh6R6El1cYAf6RpEuKSfOywd98PfaWG3ByDsHdI1ogDMPZ0Vsgk9bsLx7ppnLegYD16dNvSqZA9uGttMk3v6r+XI8C2j/ges3jRy94/PAFjwSmB/ef8kipe095+ECWD5/x9Mkrnjx9w2PlSjnKhUyUS2XKa+7evM/1Uyc4vbmJAzmRbI91ELhsOZrkyOG4DeyPtGJvmAU7Ao3Z5L+e3ZlB4i07OXP6CsdO32D34cts2nGcxrY9VNRvobiylfzSJnKKGsgsqCM1p051fDYxQ0ogSxCw4rK7Kkaei8ltVEEWm99BogJZ2R6B7CBZDcdV7bJGINt04gU7L33At2A7pmYO5IQGs6c8j3MdNZzZ0sr+9jZaquolOFVQkF5EZlIm2UnZZMWlkREeQWZMFEEbfbHV1sdVVxtv/dWcbvLl04NKLnVGsi3HlJrgZZR4GFAqHChTKh7rTHHSMsHVwJxQ8dlx7j7ExleRkl1LZGQmQWHJdEuNicXfzRVnC2Os9dZhprkao7XqGGqqY6Kni5molbmtM/auPniKDwoOisbZyQUzY1PWGxpJyzPCxmIDXo6eYvydcbSwlIRpiZ+tA6FOG4n38iNNAIv2DsDPxR1HaztMxIsZ6RtjISHDTlquk60Tbg4b8XL1xN/TX1QtWHxbAO4ufni5BeLrGU6QXzThgbFEBscR5B1DY+dhFWDKhWLeS70TwhTYPineTOXLlJbZ9XehvqiZAtmTxy9V0Dx6+FwF2f17T7h39zH37jzi9q0HYpAfckeWN2/c+13d59ath9y+94w7955zXR67fe4ce8tyiDRcRJDOHPy1ZrBx+VhSndZz6fhRTl+6q7r0fIeY7eaO3TQ2b6OmYQuV4rlKBbCiskYKShu7IMuvJS2vgeScWhJl58RnKSVqJvcVyGJzpFXmthCX10a8Apm0zOSyHaRXiWdrOEFRx3mq9txm06mntBx9QlLTORY7JDJppQVrdUyI8d5IZ14855tLuLK1gTOdTexsbqa5vJLSnBJyk3JIDIsTQx9CoGx3Z0t7PCxs8DazpD3FllenIjnV5EZHghaVXgsoDvFSnUAZrGeOj7o2Xit18F6li//a1eQ56ZEUEkdaThvZmeXkRAlkVQlhlET5UBjmRZ68OCfATVXZwe4yEuSxCH8KIwNVladURBCZQd4k+boR5+FCjIczUZ6ORIqXivPZKIrmS2pQAOkhsl5YCNkRYbIMJT0sgIwgabm+niR6SaJ1k9e5OREpFeHuTISnm4DoQayfN3F+PsT5+6kqPiCAhKBg0iIiJQHFyGiLJCUuh2uyw5Wrdr8TBVOZe1l+kFL9nSjFlwlkb990gfYFMkXNFKVSqZXApoCmQKbUXYFMAUwB7Zao1o3rd7l29TZXLt/kwvmrnD93hfNnL3Pp4nXVFSi3tG/C1NSISdMnMXzkMPoP7EP3n76jR69fMLO0pVjaU3v7XlradlEvgNU2baW6vpOqus2UV7dTWtFCUXkzeSVNZItnSi9oIDWvnqTcOhVkCQJbgkCWIPfj8pqlRMXE/CdKu0wu7lRBllEt6VIgK+w4R+WO63ScekXeJkl61fsximti8EI9Ji7WYqmmNevNXEQInCiNkbBSnca1rVVc3dnM0bZGtlRWU5ZVQHJkPJEBEYT5BhLmE0SodzD5wsWFRm+OVtnQGLCYTKu5hHsE4egciZmGDnbLVmK1aClmC9Qwnr8Aj1XzcTcywl/SZ3J6DSnRmXQrcDEkT6J1tqMOmY66ZDpok+6gRZrdWtJs1pFqtVZVyVIJ4t8SLNaSqJSlJsnWOiRJJUjF2WgTb6dNgp2uLPWJk2WMjQ6xSsnzMZ8rykopPaKs9Yiw7KpwCz3CZKlUiKWBqoKt1hNsbSwez0RV4XZmRDlZEmRjRor4xTfvfhVP9UoFmFLKlIXSMj+Ion1RMqVlKleJ/Ic3e/Nb2/w9aIqiddUz1dUlb996JKA9ENDucf3aXa5cusXFize4IQp25fINsiSRTZs0lhGjh7Jw2SImTh3LkJED6du/Fz/+9AO/9PqZ1Zra+IuRLi5rorF1B3WfIVOUrKy6g9Kqdooq2sgrbRE1ayKzsFlAayQ5t14FWLxUnNyOl1JBlt9CfEFbl4oVbyGldLtAJp6s6Tj57Wcp23mdumOv8UyUFCqK55jeytRl+qy3D0bDMoh5mi5MXm7O7KW60qEMSfaVNFwYw/XNBdzYWcmFbfUcbKqmtaiI0vR0ChITyUtIoiAhgS35kewu8iHfW59gcz3c7RzFsojVsbBmg6klG4zNsTeywE7KQTy6s4kRbjLQQn2jiInJpZuT2njsF47GZuEY7BaNwWbxOKwXjsVq/jgs546RGovF/LGYzRuN6eyRGM8egencUZjMHo3xTGU5Ru6Pw0TWM5ozjvVzxkopy3EYzlZqLIZzxrBeuT1rHPqzx6M3ZyIGcyeiP28iunMnSE1EZ+5k9OZPQWf+VFVpL5gmNR3dhdPRWzQLgyVzMFmxBM3FC4hPqZQ8+YlHd+6rpi2UuTGVH5NSAsA/QSYBQLmw8isx9q9+p2hfWucX0JR6+OClqNrz30BT6uYNaZ3XH/Do0UuOHjsu4ISgrWvGqrX6jJ88jgULZzJtxkSGDB9Ar74/8+PP3Zk8ex6GFrIjNgYQHJ5EWlapgNVGTePWLshqNlNS1SGQtQtkrWQrkBV1QZaitM3cBhJVcDUKaJIy85oEsBYSCtqluiBLLd1GWtVeshqPktt6isr9DwjM3oGBVSgxKTUElexAwzYYU7dkFmgLYGrGTFD+BPVCHUbP02T8PA1WisEPdbGiPT2Qs01p3NtTxt09jZzfIr6ztYYt1eU0CHS1eYVUZ0hIEGuVFBIl3SWSeP8I4gLCifUPITYgVG7Lv+sXTJR/GDGB4bJOmKTVCGIiUulmIQbR3s4TJ3sXzNcsZsnc2SxdoYHeelssbF0xtrDHQAjVMzBGU0uP1StXsHTxIpYsnMuiedNZMGcyc2Ukz5ksNW0y82ZNZ/G8OSwV6Vy6cAGL585Abf5MuT2PNcuXoLVyOYtknRmTxjNd1GDGpNFMHDeSsWNHMWHiRKZPm86cWXOkZjFr+lSmTZnKlEkzmD5jHmpqa1FfbU5p3T5xY79y7exp7t9Rfq+sKJnSLj+DprRLpUTt3kvLVNTsjXJe+ytRtJdKinzHc1G1Z89efwbulfg0BbYXKjW7L0FAqXt3u0pZr33TFklQ7lhab8TJxRdXF3/W6RiqfvI3e+50ho0azM+9uvNLv96oaxthJRHfLzCetMxSMnLKZCnep7CWCqVVKipW2U6hpMp/hSxVUmZyfgNJAluCQKZUfH4zCYUCWWHXPFkXZNtJK99Feu1BCrddITp7KzPmaaNr4kFQVCHJjUcw9M1hsaEPE9VMmLBQlzHz1zJm3mrGzdcQ0FYzdPZKZqrpsEbTBBtpcZn+DuwvjuBOZy6P9lZxfXcDpzvr2d9YTYvAVpGWRXF8GvlRCeSEx5AVKiEtKJy0oDBSQ8LJCIuUZRSJIbEkRCQRF5lCbKRA5hVZSLhIa0p2PUGOhsyZOZ3xc5ao/sSyiVsMVj6JmLtHYeIUhOEGf/TtvdGxcUfXWsrKGW1zW5aJ4Zs8YxKjJk5g1KRJjJ06jQkzZzN13nypBcxYtIQFK5RDS+uxMDNlwYI5jJwwnuHjxjJ0zGgmLVmNprkNC1atZdSMOUyau5jp8xYyauoMZqgbs2b9BhZq22Fo44uHfxr7TyhXSvzEzTMn2FlRwr1bdz8fWvqsYp/rC2xv30kAEMhevX6vKgW05y8ErucCmQLbPwWCZ6pSwoBy/8njF5QUl2NiZofdBh88vCWEiElOkuiflFLA6nXa0jYH039QH77/8VtGyDYws/fE1TuS0Ih00jJKKRaDX6b4r/xqMrPLKZL7CmC5JS2qUiDLKmolPb+JFIEsSWBLUkBTlbRMeVxRssTCDpKKxI8JZMklW0mp2kVG81HyKo9gqe3IqCHj0DZywz0ojWx53Di4jCkrbUS99Bg9dy0jZqszYtYKRs5S76rZK5izXJe5q00YJ8o2eeYyVi9fQbCdJORkX260JPNoTzEP9tdwdUc9h6WddpYU05CdQ3VqOhXSTstE3YojoykQwJTKD48UDx5NSmg0ycGRJAVF0C0qrVpSTAc5+TWEO+kzb9okRsrOn7JYgyXr9Fm13l7ACkDXwp11Js5oGDtKOaFh5Mhaua0lhnKdsQWz1RYycvxoBg6TDT50MP2GDWXAiOEMHDOGIRMmMH7mHFat08HC3AK1JQsYMU4eHzmEIVMX45vVzo79p2lu3YqffKj5S1cxdfYchk2egZ5jIjllWyTS15GQUkyKtMorN8T0v37HjZNHqPF3YVdxoUIYvyr+TEBTZvu/AKfUO4Hszduu+gLbS3n9i1fKfJnU5+Sp+DQFLEXNlMfu339McmIaRoY2ODj54+sfRUR0CpmSyErLG6it30x+cTXzF8ym+y/f8fXfv2LizPk4uIcTHpdNZm4N+QV1lFU0U1HVRqWoWL6oWbqAl5NXS35Jl4qpSpQqs6CZZFGwlMImkn8HmqJiceLZ4gsVT9ZJigCWVLWbBKmomDJiPdMw07Rl6KjprNO1Up0Kldt8CNOISiarWzNqgQ7DZ65ixJwVAtsqhk1fxuBpagydsYhZahosXKO00jWMnrWM4fLcsKlLmDVvKfZ6a6kJs+dcbQyPduby9EAVd/fWc2ZTNVsLs6lPjKMiMoSiID/y/b3I9fUgy8eVLEmzmd7uZHp1Vbdo2XmRmS0i52VCsDZzpk9h5OTpTBODuFRa40xRooVrrViqYyVLExau1pcPpc/iNYYs1liP2jojlq7VY87i5YybPIlBIwbRb3A/+g4aQB+pfkMEOKk+w0YwfvZCDI2MWbpkIcPHjGLwyMGMFH/gGlstUb2OxKxqgkMTWLhiNRNmzWTM5GkywuT5kBKKq7ZTXFxJckoFtx685e3LN1w5uJ/KjSZsTw2Hm8d5+/AObz90Xf/2nYDWdXipS8kU0JSZ/n8CTZmAFVX7PWSKN1OCwrVrNwkODGO9AObiEiBeLI6YuCyBpIra2lZaZEBs23qAqsoali1bIErWm+9//o4Bw0eLkkk6lgFRUdlGlZj8qpoOFWRlUiWKohXUyPcoFCUsJCuvTqVimYqaSVtMK2rpAkwqQVQtUR5LypdUKWqWUCzJUlJlvHLWa3IlAc4hBFtIGt+YgJmhJ8OmLUNd9oezTxyZ9XuwCqtgxpoNjFuynmGzVzFliSbzNExVLXPojCUywOczbckq5gtk4xeuYeQM6R6iZsNmLGPIDOkmAqCZtQcBgbHkRQezrzCI2+3J3NtSyPbMULJczQkz1mTj2uW4rF2Ks4YaTmuW4Lh6CU6r1XBesxQXjWV0cw3PwT4gC+/gRDZa6ki7nMzoabOYLslkhfoKJk4Zy9g5y1QfZsqilUxduIJpi9WZobZKHlspj6mLiq1mtgLZ1CkCzhD6DulDr4G9pPrQd3B/ga0/vQYNpN/oSdL/dViqtojhY0cyTJRv/jprLFwjMNkQgL6FKyt1TKS9Lmbi9FmMnzZbPsscVpoGUFy3n+qKKuKSi7n3XEz8s1dcObCPKuUPlQY6IZmcd6faeK2cTv34keqCyqo5NFG0t+8+qEoB7a08+AUy1Sy/0jo/B4Hnz94KmHDixEnxXB6sN7Bh40aJ8qFJpKRJ6hJAmlq2smXLbrZt28eePceIDI9g/PgR9JPv+1OvH/m+Zw+Wy472DUkit6iWmrrNAply9eo21fxYsbxHQZGAlVNBYkIWMeJZEuQ7pRQ0kFbSTrpUivizZKlE5fBScRtJZdtILNtOTG6bBIls/MQbBhhaEmpsR7itDykeKcyftpx+I6awSscGV5948Wq7sQ4pFdPvysRVombzRUBWiSho2whQ0jpFtQZPXsiEeerMWbme8fNXM3DKHAZMmsv0xUuxcvXCSayUSVAFanaZTF3jw+IV63E3N6AiyIEidxP8ddWxWCJee/Z0VorNWikeWn3GdFZILZ8+jRXymPqsGXRbtd6CJWtNWW1oj7GhFvPnTGG0wDJ90XLmzZ3GCInmQyZIC50myiI7fuwMZcfPYuSUaQyfPFV80ywmz1vCtIWLBbKpAtkwBgzrT8++P9Gj3y/0GtCH3lJ9BvSlz4hxqK1ey3Jpl6PGjZb3moWNZzo1TXuoa95FRW2HtJ8aYqJjWbtmJeOnSwhZpYmWdTilIv+lBYX4h2Xw6PUnXonq3DxxnHpfS4IMVvNJOaXndAtvjtbw6mAzT07t4/HNm2LaX/FSmTMT4N4qUx3i3ZRwIA/xUYzch/e/8lEe/CBwPX70jLraJsxMbTAxssHdLZDIqGTy8ipoaNjM5s697Nh5SOA6zN69x9i6dR/rjQwZLorcb2BvfpHv/N0vPzJeFMHWI4SQmExKyppValb+GbKisibypGUqJ2GmphcTF51GuKS1EP8YwqMyiEmrUCXK+LxmYnMaiUopIzA0DR9Hf3yMTPHR1CJIV58QQzPCJJTFObjhqG1G9x+6M2TUGDSNnXH1jSejdg+OUVVo2QQzx8CTMYuMmC8qtlTHVlrjWvFjyxk0ebF44KXMFF82TiDrO2EWI6bNYGOQJEYJFbaxHSy3T2HiageGztOh/9Q19Bk3n0Vqolgu3hjZRTBvuQ1T5qoza/5ypsxWEwYWyn5bIttgiezfxYyZtohuk6aNZoyS6hbroK29VsCawhhJflNnTmXixKEMGdqfwcPFO4m5HSw1cOQgBg4XkMRvDRg5kkGjxjFMIBw/cxYTpk2T9UbSf0g/8VvDGDpSYOsviqZANrAvvYaPYvYSNRYvmiMhYSKTF6mx3GAjSZmNtG4+wqbtx9ks1da2DUc7C0ZPmixteBl69jFUtx4hJSEeO9donr4VYKSlPbhwnvYoZ2xWreJ4Yxmcb+bjiWbeHKrl5b5ynuys4O72Bq7v6eTC/r2cPnSU0ydOc+78Jc5euMKZs5c5evgMnZt2kJudi4ujcrjMkA12roSGxJCRni+ANNG5eZcKrAMHTqhq376jHDlyjsLCSkmWM2T7DBR70IcefX+he69f6D1kJAa2bmz0iyM+uUAFVokAVlLRojqTNEfaZYYoWUp6EUnxWUSHJRHkFYSPjQNupua4mZjhJmnPVVcHdwlVHmuW4bdqBQGaawnR0yNEwA40MsFpnQzY6TNVXqzH4LGMnzITPXNX3KQrpVfvxSm6EkuPGNZuiGS8utiddRas0LOXoKXJqLnLGTxlicqHzViuzbi5AtBYUR5tLZJLN+GavI1VTllMWuskgGlJ+1Sn/8RF0rkWYh8YiVFIDVP0wxk825hREiZmSvIfK2140BQ1VQ2YvIT+kxbTT17TbfDQnwSUoahpmKGvp8HsORMZJ/I/esxQho3ox7BhA1TVf0gvJgr1c+bOllH7AwPl/tDhvRkwuBc9+veWtDiFCfKFx0wcy7CJk3D0SsDVVo8evbsLaH3oKa1z8ISpaGrrMmf2NOZpyijMkdieV0NecQeNrQdo33JY6hDVsmNtLIwlSExguLxG2y6Ohk1HCAn0xtDSj8evBTJpeY+uXaE9wYsgC1NpZ2VsKsjg2a5yPh6r493hOl4fqOH57lIeby/hVkcBZ+pz2FeWyZaCdJpyUyhPlSgeH0tKRDgJYaGkxCVRmF0sbbme1hblT83sZf/+4wLUWU6dvMjJkxc4cfw8R4+e5djRc3h6+jFilNiDAT0FsJ/o3vMHUbLv+VrUbP4KbezdI/AQP5OUWUJOcZ18zzqyJWFm5VWRllVGcpr4soRsifqpRAbFEOrhR4jNBgKNjaQVaeCvtZIQnTWEaa8mVHctgTprcdVYgeGCGcyZMJphIyeKIsnOFUC6//gDU2ctYL21F97haWTU7McqOB9z12BM3ROYo+WEmo41y3RtBTItgWyFeDI1Rs9ZLpDpyHKV7J8ZOHj7EF12EG2vMqZqezBsoTaDZixn4GQ1+o2fhpapGS4Jdcw2TWDoAiOGTF8lXnupBAjlc6yU91wi8KoxcNIiBkxcSP8JC+g2aEgPUafhzFc3QUdbgzlzJglg/Rk6tA+DBgtEA3sycFBP+g3ozdiJ05gi1Nr6pcgIr6KuqoDCzGhc7QxYu3yBKNkMGU1jVb4tJLYIK6M1/NxTIJPX/iLtcp66NiFeG1kwZyqLTPxp2XWRnXtPinodY9OWI3QIYK2bdlOYV4Ktpako2Tj6i4/TsEmmqLITW4FJ09SF+9IuP0n/e3LzLjvz43BYOJqyxBhSxNtERWXTXJjLxY5inu4u4uXBct6cbOf1qU5entvNo1N7uH9qP/dOH+PO2dPcOneGm+fOce3cRS6eucC5Exc4ffISp09d4ozU2TOXOXX6Kjt3HWP7jiNs3X6ILdsO0ty2HVMLS2bMmc1EsRfjJ02Q7TOe0RPHMXzcOOYuW421SwiOnhGqH73Ep5aQml2hqhRJl0mpRSQm5xMfnyO+LE0giybMK5hQZzHaVtYEGBngI4C5rFLDbOFs1orfmSfvO2r4COkgkxgh5ny2eKSZ81Yy8Kfv6S7Jdp7aOgkdgfhEZJAhHtYhshIXzzj8/NKxMnVHz8Ce5fp2TFbTZsTsFdIe5zNy5hKBTFdgXcXomXPwj0/CO3M3880iGKVmxOBZq1Sq1Hf8XPqPH8t6e1cMAkoYvcKJIbM0GCJhY7wAO11NU0BdIYAtFK+3VCBbogKt3/j5dJs7fRzjJRXOW2kkkK0TyKaKD+vLQIFrgCSmfgN6SPVikLSD7r1+Ypq6OzsuwP1XcFsk5c6jl9y8epEUP+n1omJDxwxnjIwOWwdnpk0ZLSNcaZc9+XnIaEyl1YV5O4pJHcfklY6UNBxl664TAtlRtghom7cdpa6pU0Z3qkrJxkwez1AZXZpmXnh5BKKxajGrxDveePKOT+Kjnt5/zLHWWtzmjSRFbTA1nhaqwyHRyZkEKMY7s5Bt27fg7e5LTmYeBze3cfPUUR5dPsfja5d4fOM6T27d4sHNOzy6+4iHdx5w89Itrly8xYUL17lw9qrqkFJ5ZQvOG0Nx84pio2ckrl4RsvPC2egdgbtPlFQkHr4RePpG4uUbhadPLBvlMRdZ39krXECLZIO83tM/jsT0cmKSComIyyUkMoMg+Zy+PtG4OfhiY2bPei091ixZxqIZM5kiUI0YNpqBI8bSd8QEUZqZkvznymBeyFTxyPNlncmDxYZ88wd6/vITy9aYqMD2j84ivX4XiVVHCAsvxdM1HBvxmGvXmYqa2Ysnk/28WpeV5m5MXmbEFDUtRs5ayZjZC9gYEs+G6FamaIqKzZU2KZANni6hYuJ8Bowbj7aFE+ri04aIivWfulwAXCjBUI0ZSzUZI7ANEk82QADrN74LsD5j59Ft6bzJTJgxhxU6Zuhqr2T27KkMHdydvr3+zoD+PzBk8M+MFLUbMLgfC/VDKKq7wolbH7n+6C3X7jzn1r3nsvPqsdFeKkl0Ev3F9CsTe0aGIsGjBtJbWmmPvj/Td6IaySUHyE+PZfHsSYyao4O9fxa5FXvoELi27hQ/tvUIhcXVhASFY2ako5qwXaGhiYOdFTqaGqxeMp/lIvdn771UzYk9F1N/9dghIg1XETXtF0rVBlC2chz1Nqsp9LSjrKiC4KQyJopntHUJwEmifVhMNjl5dTRJ0Ni16yhnzlyhtW0HXj4xNDTt4OKl21K3pG5y4eINLl68LjsqCWt7bza4+OMg5eQagKOUs1uIwBcsy2AcJYU6bgzESZZOyo8tZLnBWblIjC92jt4y6HywkvcwsNiIpvlGVhs5s1TblrnL9SU0rWPCLHVGTV7EiEnzGTFxNiMmzGbQ6MkMHzOR0aPHqxRs9NDBjJKuMGHAL8wY0Z/Zk0czfrC06m//LJ1nOGt0bbB1Cyc4Lp/0ut04hOVhaOLKam0LVmuZi9+SkKdtJ/5LAwsHdwq2nMMwuJwpS3TFV61k4pzFaMnn03ZOYZauQDZfk2Gz1Rkqqjd4+lJRsrlMVdNllpY7A2dpixIupOeYGYyZsYCZywRUEZc+42fSa8xseo6eRU/xij1HTaPbnBmiZLOXoWO6AQPNxUybswgdQ2P8vJ2JjvAlNzmMRG9TFs1eTGD+Ho5JCzl64w3XH7zihuzsU/t24KSvxpRpU5k8bbyMuBEsktFiKMAOG9ZP/Epvfur9E8MXmFK96QLNNaWoLZqFhmUgcal5xKc30thxVNUyW1p3khCfipenP/riQaYvWEhISCTuzvasXa3O6mVLWLTKhGNXus4jU+a8Ht19SF1KHEHTfqZqWV8KlgyiYG4/8uf3pcJiBcHBcWjNm076RgsyAz2JdrMn2N4KTzMTXCytCRIvlJCUz8DBo1m4wgDngGj8whNUxxwDwhLxCxC18pK2JwA5uykA+cttKVelBFxJoE7ynHJbAXCDs99vpQDWVT7yfCD6JvZi0icwsP9Ahg8ZJuAMZ+ywoYwZPpTRIwYxZtggxg0ZyNj+PRnbpzvjev3AmB7fMuqnvzHm568Z88s3jOrxDeP7/sD0kf2YMWG4rN+L3r0k0UrK1zZyxNE7mvCkUtJq92Js74+hlgkmhnaYGTtiI6FAV1rm2IUaLFpjgLF/DkstIgQQQ2m/aixdp41HcBZadrHM03Fl5CJths1ZzfDZqxk6U2CbqrTBRQwWb95PPNqIqfOkRS5j1MyFTF+qLWq4lB7DR/PDwGF0HzSSX4aNoYeocLcZUyczThKGmqYZOisXMX2FJSmNVzl45gH7z9zn5PkHdNZUsXKtMcGlhzhx7BKnbglkj15zWVpPlN06BsiGGTd9hsqTqFuEUiKR3dFCh77KPNnAfvzc+2cmr/WiYds5WmprUF++GB3HNJo79lJeu5Oqxv3Ut+6hqKgSX2/ZKRtkNK1bg5pIen5+DZEhQWhqrGKp2kKJyqvZffyKCrLnj59zeVsz+zM88JkzhIKVw6hZ0YfshYPJWjKE/NWTSYxPYe7Q3iQvE99mqEaZ6XJydRaSoj6diMUTiddeRFRIAnOlNVnNHY/N3MlYzZ6AxSzxHxOGsH7aWDY6e+PkHvobTF/KWQBzcQ+WFqo8J0omEDrI4/bOvr9BZufooyrltbrGdgLXIIZ8+0dGdP8LI3/+C6N//ooRP/6RkT8pt/8sQH3FaKW6/4kxClzd/yr3v2a0AKbUuB5fM7XPd8wdM5BZ0ydJgh/Ljz36MHvRKoysPXH1TyQiuYz0mr3EptSTFFNESmIZaSllFKTXEOCbypTFmqrP75fczoJ19sxV0xElW8YaA0OCZX33kBzsPeLEfwUyRbz60NnrGC5tc/jM5eLBxNSL4vYYNYN5IhZB0hlWWEUyYYk24+csZfEKafUrV6umuvqNGkPfUSNFyWZNZeKsRfKPmaK7WhRpmQm+eUdp3naWpq0nad92gqKMNGlTjsRVn+XgoQscuPCKK7eeUh7jwMRhv4jfGsloZc5sygK8UqQN7TyAg8laevbtQZ/BfUTJejFnfQwl9cepKK1kzQpJIxreJOe3kJHXNdNdWFJPbHQUJiamrDe1RldLmfVXJ0DMa352EeYmeiyaP43x0+bSuOssb18851BjHs9vHoZnJ7lW4omfzjKqXPVoWDucvNm9yF4yivy0NOaNH4bvrH5kaM2i2HQpyatm4Dd3DA7j+hO1YhqBvsFMEjtgNPRHbEf8hO3wnzAb+gPGA77BdPjP4pc8cfIIU4HypVw9QnAV8NzEm3n6xZOcXqG6ToeDeC97ac3/CpmjWwD6xvYMGTSQgd/8T4Z+/yeGfPdHBncXaCSZDxfVGvrtHwS4PzGquwLbnwWyv0h1LccJkJMEyCl9vmHi0H7io2dKelvGz4Oni38eyrK16zF1CMQtKIWotArSqvcSk72ZSOWSBfFlUqUERxdh75bAtCU6mFhvxC+1Uz5nBFqaJhIAVooSWpCUXkJucQuFpe2UVGzGJ6qAyautGDpnJcOV9DhrOUOniZJNXCTtfTqhUXE4xXYyZrk1k+cuIiwwiMKyVmJSy5itYc/PQwWymVPHSI9eR2B0MZ4WK1X92j6mlfr2PaIuu2hu3kFaRABq65xJEE/V1raLmuYj1ORnoT1zgIyin+glfmDFkmlMEPm0jthMaWEZGmqzxI9JKh3Yi+/6j0HbNZ/8yp0UFZaiu2oJ45dtICJVRppy7n6OxPqsfNxdNqC+cpVIujnG+lqMk9FgYBtEQGCUSL2pKOBCFsxdQkJWK5tK8rnYlCqAXeXXN6/h5kESV45ixmw1YgICKLRZQ5nOTKozMpg/fTKOU3qSqTOXIqMlpGnMQXd0P9YO60X46jm4efgwXtq64bAf2DCqB44je2E1vAcmA7/HeHhPNm7wxNkjXAWXogBfIPPyjSMqNo+Kmi3cuHlfdsomCQPx0k7DVK1TgcxW/JgCmYO0VwWywQMHMOjrPzD8hz8zTEAb/MNXTBKLMbLHd4z4/j8ZKZCNFmUbK3BN+OWvjP/lK2mRXzOst/jjvr0ZNGQEfcTv9Jiwkh5jVtFz0CTGjZ/MWkMbbNwi8ApLJ0a2qfJrJpegdFy8BQJvCSASRpTjzcphpQkL1FmnpYu/X4Sk/TAM9WwZIfDMWrpKNZiUyxZ4ip/zDJWKyGetfQQjFuoJZOoSBgS2GcpUhTq9x85F29AQ/6Q2CQrejJwxD4+NbhRVtJJbvoWZhuH0GjmKbhNHDxVKtQiNK8XfehXjZ63FIaqZhvbdNLRsp6G+iSgXA6aLAfSMrKK6vJbivFLcTLQYM+An+k1ZRkBcBQ3Z0UwUA+ievoPGqlIWzJxAT8X095HgMN+UvLpD4ruO0N7UganuaubIhyoR31Bbv5XqujZSYyNYr7MataUrsNzghpP4pqmzpjN/lRarNA3R0TJCTzaMiZE1noHZpCRXcGtXHVzaxrtbx/j09CpPm2NY3f/v9B+9AC0rP0mV3tQUl7Ns4Ry8pvWjcv0iyoyXkr56OiHzxoiajSZo2VSBOJppQwdiLOrlOLYnDmN6YCPAmQ34K6Yjf8bdSdqlh7TEz4Ap3kxpkUER2Rw5eVl1mtGvkkQOHLmIu3+6tNYICQmB2Dn5C2Rdxt/BOQBdI2mXomSDv/0TwwQmpUZIO1RgG/GD3P/hLwyV1jj0528Z9Mv39O35I7379JLgNJifBo6n+4h5/DJ+Kb0mCFyT1/HTKDV+7NmPeQvVMbFxx8k3Fl/5THE5DcQUdYq5D8DSTkKH8jkE+uUS7uat1hMwLAgIDiM+sQhb+yAWqxsyaZEGI2cvREPXVHVpz0mrLBkxR51JkjxnaFgxbpG+hIBlKjUbLj5tqDI5Kx5t6LRFrNBzYsZaBwbNWMyU+UtZs94RfYdIBs2zZ7Jw0G3cyMH0lqhpZB+Oi7GknNkaOEY1UScmvK5xC421DQQLfOMmzMUlrIy60iISQ/0xXi39edg4tEM3cfkx7O+oZvo8dcLz91GaHs94ST89JVV+N3gEBv5VbN59jo5dx+lo3oq5viYL9PyobTtMx6bdkip30dZYiZWxBmskTfqGxOLoaMekqVNUJwDOXrCIuYuWMH/pEjS0zGRHZhOe0kx+TiUvD9fx6XQjL3YW86g9hevF/rSmBRLrtZH1Nn6qn5PpaGlhPf4XcozmkWWyhHit6YSrjcd95hA8F08Wv5LKtAE9MB4h7XJMbwGrB0Zy23DYj2iO6sNGMe4u0hr/4cUUyMKIjC/k7mPlOoRd/+0XyDwDs1SQKS1TtXNVkImSyX0dMf79Bw6m54/f0PuXH+j1i0DU8xepHvTo1Yef+wzkl0Gj6D54HD8Mnkj3IVP5cdh0fh4uyjVyoeynFfSdvJreE9bwy2RN/tJnAn3695dUaYW9V5QoT6p4pHzVOWixxZuxcw3F2TUMV2XaxVuZeonEURJvakIara3biY8vQVfHjiVLtVi03JDxc5cxV12LlUYuTFuqw7J1uuhaOLBUz0F1KGqMKOAoUTMFsmFiZQZJGOg3VYy/GP6pK7Slla6UBDpBOJjDlAWrGCjMjB4vSjZy2AAGjJ3JLCFWX2O5xNh1OEY0UNe8jfqGrbQ1tOshYfQAAJNeSURBVBPhoMmYSQvwjhbFKs7CxVSb+TOnMHLkcKZqBpO76T5tVXnMnL8C58BcnM10GdDnJ9loP9J34mJ0NyYTnlhDmERrf58Q1qgpqUQXG59s/GJrKWk+zo595/F1dsRQV5f15paor17J+EmTGD99OpNmThPYZsqHn8fMOfPFXOqgKRti9XovsmKjeLe3hBdbsrlRHs6lggAebivj+fYCNsr3MXKOxcUvkfkC6hhJO2NHjWfShKnMmjpbltOYP2uJeKswhgweSn/Z2YMUpRk5jpHjpzJ89BQGDx8rvsVH1glRmfov7VJRMr+QdLbvOaM62P6rQHbhyl28BLINriH/BJmtgyihpMs1epZ832sAP/QeQI+hY/ll6ERJX1PpLVG/7+gZ9B07m16j50gbmkfPMaJao+byy8i59Bi7UNRLjd4TV9Jz4ip6TdHmq6Hz+OHrv7FmdHcsly1ig7UDXuGZBCaXE1/YLO1yO+HRuURHZxMdK8u4HOITcsjLLqCjbbPqh7mJcUU46FpgtHQNa9asZ6qEh7FzVoiirWTeck1s7D0lbWZj4Jikgm76kpVMX7aWsYs0GTFPk8FzNOg/XZ3x89WZsVyfQVOXM23WeDKSEwlPbUHNwJ1hE6fQbfTUdfiGZRHl54aV1lImzdbCI7aDjs4jbNl6kJ2dW4h1lz4+aTYa6+2xNtZj6dypTFLmaCaOYPCIUSxYn0BOchqLF8xhlRjQRZLMFD82fOwoVugYYi7tz9pqAxoGtphaOLJ6yUzVeWaDJ8+SPr6E2WssUDd0Ql9LT0aWARo6eqxeI6NmwnimLliOhuwcrfW20m4c0De1Z62uEbMXS5JZbYiBXTTl2YU82pTNo6YkruUHsi/QlCzduUweOJwl6wWQ8BxcgtNV58OtWe+Auq6d6kDyOpF1bWMX9Mx9UNe0EZiXM15qvroui9castrAWnWGia2jJy7KXNhnyH5TM+8YQiLzyShoo6BiO1FJFbh4xWG/MRg7aY9fILPZ4KWCbKWuubS9UfQcMpa+Y5Q5pBky8hdIzVNVv3FzVJOXfccukOV8eo2bS+9xi2S5mD4TlBl68WETNfhmyBx6fPt3jCf2I0hjEZEaagSsXoS75moCA2KJzmkhtXAzaemVpGdK0sysICWtmPLKJk6fv8zJi3dp3HKaoKgiXJRJZvFsNu6xAooBY8XTjp69nHHTF0oatsZPgpe2ZaTApSPbW5M1+qbMWLWe0WoGDFuoyyDpfBMWrpbX6jF4ymJWrZpFfkkDgXlHWGaXxoDx0+hm6FJLW+dJWmsq8bLSZeLsNfindLJ1+zFKinPxdbNjtdpcho4eJ2liCmNHDxSjOYtZs+cwetRghg4fxCCJtGu1dZglSXXCpKmMHDGQKXMXY6ecxZCQKV82FyszQ9R0XciURGmlv4b+wwYyaMwIBo5WDrYPZsDIIYwYP54ZC3RE5uOxs7VjxLgRTJi3WiDwwtDKl/VW3pjY+WBi5cK8xYtUJwguEyk3sAsjKiCM00VR3C6L5GCAMXHq0xjYfxxGfpn4xuTiGJiMnRh1O58YzGXDOvrFyIYNZYNPNCbiXZS4rmXhziq9DWgZbWCFtrHcthCPsQw7F18VVIqZ/1IqRRN1c/GQNiSm2skrGgePCBwERjuXYAEsABsHvy4l2yBKtjEIdRksvUdOpO/ISSrIlMnN/mJVBk5cQD+Brfe4+fQdt+A3yJT7fcYuos/4JdIqRckEsu9GLWNYj1+wnDoA35UzCFy1gHCtZURrqZFgZUx+RonqUlBZ2crpRFVkZlfJUjkjt4Li4kbaNh2mqukgcVmN+Ebm4BGaiXtYBhbuMUxbZsjkhStYsEqTJauls5lIG/aMRt/ck1nq61klg1uZH1xj5My0NZaMVbdgyCJDxi5YLRBKuxSPNm3BPNbaRDJxuRuD52nQT3joFpzWSX75VkryynA1XcskURYDC1/cnd1ZqymSaWaGwcrpDBk3i40RWaTF+xEUEE9ORgGeG/RZvGQ+mmIotTXXMnXaFEaNGc3ooQOYvdwUn+hyElKVEw0LcHJ0QcvEkdi4NAzWLGTI2LGiWOsxNLPA1MwaMzMrdPR1xXstYpmGHlprNRk+ahgjpy2QHW7DOlFBXWMpEztRNCtWiV9YtkpDlutYp2PE3KXqqh91RG0wIH39UvSnT2TE9BXoOSUSnFKGu3x2h4BErAUGSwHD3C0ME2lr+va+GG3wE1B9MXMORM/aAz1LBTZrVurbMFE8yJc2qcD1ZaLVUTmCIObeyVWZ3Q+WdQRCWSptUlExO0c/aTc+Apgv1jIwFOO/UteaXiMmSzqcTp8xswSuhQyaskR1ELnvuHkC1Bxpl3N/q97SJvuIkvUW8HpOWMJP41byVY8RDP/7HzEe1x/XeRMJXiHfec0MEm2MKMgtIb90M/mFTeQXNVEglZtfpyrlSpXKMj2ripT0cuKSComSFhoRI10sNhsP/xRmLzNirZ4eAWFJBIenERyWSnBUCh5BqSxcayPb3YygkDQ8/VPRtAllnIYjo5aaMHeVPtNXGDFsmjqjp84UxZ3Dj0OGip8cIoNpDN1yyjsor9lJZVEJbubaTJs5m7kzZrFK3QjvmGq2dh4g2WM9I6apEVl2iL37jrN58y62bDnI5rYtZKTGEeztga+NAbOnjWfUyGGMGdSTyYtNCEutp6SkieLCGtkAFeRkl1CQnY2exkIxmIYkS9RWzqtKl9GXnlZISop86YhYAv0CsTHVY+zk6RhZuuElUds/IJKgQGlPQbEESPkHx0tCiledEm1kaibhYJr4xrHip0aIlxvDjEXi3Qzt0HZIJjS9RpJxNs7Badj7Jkl6isTYOQRDB3/0BQJVCWz6Nl7oWrmjbebKOmMHVsnrZ0ubsBeolGT5BbDfStRKVUqSVMASSG1laSOA2SkqJu+rLK1tvWU9f1ZoWdJj+ER6jZomEMnOELCU43uKD+s1era0z5lSshw5R5ZSkpJ7i6r1FNC6j1rEn3vITvvmj6gP/Ban2aMJUJtCyNIJpDiaCECV5BZ3kJdfT25ho9xXqkF1CE051ftLZecqpxkpyiYqJ200I6OrQmQQLtW0QMfIWODKISwyl/Aoxcvl4ROazyJtBwzNzeWxLCJji/CQ7aitbctqfUd0naOYvMqeMSIIXn6e6LjkMmDidPTX60lbNaFbeVkDqamF+HoGYKqzVoz1TKZNnICWvgelrWfYt/cQMR56DJR+65a2k7aOA9Q276SmbgfVtbuoqd1Bfm4ZXvamzJw8ljGjpO1JUlu01oWiukOqebbauq3U1G+lqWk7DdUtrNdSZ5mBJ8U1eykp30RRcTOFxTL6lAuDyIgrkpHo4+HCpHlrCRQ1TBfZj08uJlbSXJS0vtBw5cByKv5BMsrEFxlbOLNaU5Rt5RoWLVVn9kI1Zs1dIOAtFiULJiCtDq/ofBxlRFp5JWLkFIHBhkB0bX3QtvFW1WoTF/StvdA2d0PTxElqA6tEPZdJmrWVdKlA9o/DRL8vZdJVoFKlSAFLgUtKUbEuJfPBWgy0chxzpY4VvUYKYGL2eyo1fJoY/xkC1Qx+GTGdX4ZLyf0eI2dKKcf+5kot5Kdhc+n+8y9M7f1XLCb3xXfhGLznjRAfNoO0IB9Ky1spKu8Ue9NCcdnnKm2hpLSZ0s9LZbArVSTbuaC4QVSugdyCWgGxVsCsJSO7kpj4fKJjMklMKiI5tViqiIz0MglslSw13CjfxY7czFLyRQ1LwxOpCo6RDlHOItskxi0xk0E+i6hoP7wL9zFmiTkxyQXMdami23ozW6Yu0ZR+rMvadRrMWTCDmVMnMH/OKjb4FZGZU4GNznyGT1/Oxrg2ioo6pMc3kCH/UHqWjILMSnLkdqiXK7OnKqeiDGHc0B6MERNr7JhHVPoW4tLriU4pJ1YqLi6btSsWME3dmsC4MsLjCiQFZat+2ROiyHNokixTsJJRM1LaiYGlxHCJ50oc36CoxWeFUA5YW9p4Yi7KY2rhhrH5RlE0FwylJesb2aMnIUVPIDEQWFzCc/FOqWKDtAQztxhRrhC0rQUuKQ0zN1YZu6JhulHKRW47sUrxZAY20iJMWbrOROXJHD4f7Fbqyyz+72FTPeYgS2m9XwBTlfgxK3uP3yDrMXyKpMrJAtgUuT1VBdbPw6by01C5PawLtJ+leoyYSW9pmb+MXKRKmDMG/4TxqB9xnt4f36UTSbA3pzS3lEoZ7OWVmymvaKdMqqJyk9xv66qKNirKWikX6FSlQFcmwH0u5VdURWLSlbZaKH6tvKyJspJm2cf18nijDPhaCgrrZN/VsdDAFfW1uphabcTSzoUCV2fa8qqxTNjE+NVO4p3XMG7qLDy9HbCOLKX3AivGrbZhiLoz3XqOmSaJYilaevqiMMuYO3+WADaHJTNnMG/hOtaIP5o7awrLjHzIlwRVWSFfqKxNRo20QSnl0kSl8sESQ4OYP3sKk6fMZO6UUUwe1pNhsiFnLrHHckMEHn7xeAclEugfifqiGZJIjHALyMTHLxEvMc4eknDcvSJx9wyTCsfS0lo8l7rIt7V8MVdVmUuZWcrSeiMWNlLWblIeWNl6qnamAp6NlL1AqKiLo7QyF6XEjPvE5uAZXYC1dyKGjmGss/BmpZFsOCMXVkrCXGqwgYXSzuavM2eBlgXz1pozc+V61NYaYSdKZq9Sqq7Ze5VqOXSBpiyVKQpbBy8x+rJUKZfyWbywsvOUpXw+OzcViCt0zPl58MSuGjKBn4ZMpPvgybKc0lVyu/uQyfKcgCit86eR8xk1azXeYgscTM0xnzeeJA8ninKLBC7ZF7XbBSYFqg6qKhXI2lRVIkApEJV+BkupMrldWipqJlUspfwsT1GzAgUo2Y8KZCkZ2SrQSkrqVb98Vw71FRbXEZ5cw1JTTxZrLeDnkcNZNnUSW2PC2HTwOssD6xi2QFd1FGHc7CWsEz87U1prv0kz+WXsOH4cKZ7MysWHZOUcLFeJ7NLjp8+dwzLxMzpqktzmzWHx7KlMF0O/0iqekto9VNVspaisnbzCFrLzm6WV1ZOSVSMp1JklC2fjIoHBy8mW9ToarF21iCWSAteLqnj6Rglk8QT7hbNiwSzGzDfGMzhb/FUyfmLIfSVM+PjH4a2sp5yf5R2uuiKju6eUh8RsVYWpll0g/qO8ZH0v30i8/SLx84sWkMXXBcSJh5N/T/k3A8U3BifhH53HhsA0gSyYNSZuolZOLNG1Z76WFbNWm6igmileccYKA6Ys02PcgrUs0jBio094F2iiaIo/s3eR9qi0SQkCyu0vLdNefJe9QG0rXs9WVE05vUe5cqSlqK+dSwiLNc34vtcQug8YRff+o/ixn7IcI8vRfN93pNQofhg4nh8GTZYdNB81CVSJKblUVXRQWKCoThMVNdsoq94iLVKBSvy0APaPEuWqalctVbcFuCpppZVSZRWt8hoBTaqsQpYVomYKkHJbuW5HRdVmQhMjycgtUAFbXiVg1tVRUS0dKK0Gl4gg8atrWbF8ObU+Htw9c4odV18xX9rhwJlrVJCNnb1YdSqTqUs8C8XTj544iYmzZtGtc8shtncepDUvERfDZcxatAxbGzMsNBaxYNY05s2axJSJY5mgZo2TbyaeQUm4+CZKC4vBSSK7o5RvcBTZcSFsLkhgR2UWJcnRxITG4OUtEHgE4eYVhodPlKSSaLy9gli3YhFz1dZgJ2lMOcDs7iVKJ0qmlJdPhIAmwAhsvn5i8gWUAAFFqaCQxN9KaavKMiQ0WdprMmGhKURIm42MSCNa+UFGdCZxsVnESsVJekqUiovPJSg6B2OPKDQsPFioaamCavJiTSYv0WLSYi1R2HWMn7ea8ZIqR8xYyqRFmqxbv4Hl0jaXaxqzVMNYNqAhy6SVLllrInF/vYBownxZzhE4568yZv5KqVUmzJPlXHVj5qgrz5sxauZyvu05kO/6DOLbHoP4rscAvvm5D3/7sSdfd+/F172Giv+aypgFYlVk2ymKonSNwkKltSmAbBKFUmBRFKurPZYrQHyGTAHs91VV1UG1rFMpMH0BUCnVa+S5YgFNuS5HZlEFdbWdJBXk4hO/Ubx2p4iJvK65TJQvjwKBNCY/kMDwEOLjU9nV0cHJ649I3XGNuZZJLJdtogS5MTMXYG9hRmhUGuZO0UybtwLfjQ50a+k4SFv7QXa0tpPqYcrC5brim5IxXTWViROmsG71MpYumIiGri1+wQlERsZKRREbGUl2QixNRZkcbivjdGclO6vyqM1MpD4zjur0OPKSk8lITCU6Mk5SY4KYwmSiohKJCI0kMjxK3ieF6OgMASGT2LjPQMiyqzLlC2VI/eOx+HgBRXU7m3hlBlsqQcBJTMgjKTGf5KQCUqRSkwtJTSkiPb1YjGuJpCepzBKy5H6ueAyfxCKMXCJQlzY5RU2b4ZMXMHDMdAZOmsOI6WoC12LxoItVPxkbNGEe/ZWZ+GGT6CEt7sf+I/mbgPFdrwF0HzSCb3r2Uc3g//W7H/nL378XiPrK/f5079mfH37py/c9+vL3X/rwrZSy/PvPfflr9x589d33/Ombv/HHv30tr+vOVz/04E/d+9NbAoFyaYPm5r2iRFsEpM2UKi1RVEtRm4qqTVRWdy27qgsu5YfDlcqvon4H07+W8rxqWbNJgttWeU9RM1k/pUhgKqujoK4Nh2gTMgvzaWgUtWxIJqskhdL6BqLyfMjJz6e6ppaW7buJl0DnHFdIoOxPZb8tN/Rg7Iw5qisCJRRtwTiwkrGLTXBw2ki3Sml/tbVbaa1rIcnPHK01GoT6+ONqvgJzEyviQsOIDvQhu6CJjo597OjYzu7WOo50VHFmay3nt9VzSIjfVJxGU34KzQWptBamsq0sk721OTTmJZAbH09qYi4pyUWqi+WmpJeSnlmuSi7paXI7rZi0tCJSpVJSCkhKyiMxMUdKUZ9sYsRPxcvrlceV6oJJ3ucLTGkCkbxntgSRHKlcSUqqyq0kL6/qt8ovrKFj/xma95wiWSK+hwQNTfF4QwSub3/qxV+//VEg6MNPg0aKMZ9Er+GTpcbTY9g4fh44il8GjuanASP5oWc/vv25pzw3lh/6CEi9+4oa/chX3/ydb378me9/6cWPPXsLaH35sUdvAa0338n633zXnb98/RV/+st/8Oev/lPA/EaglPWUf2/kJHqPncMvY+ZiYu9Pg+K5KjvFyEsJVOVSVTWKwnSVAloXbB2/AaaU8kNi5Xeev68v8Ckts6xS2mN5I4Vl0n7L6+RxSZkNm4jNT6escSt+mX74J9tTUt1CRq0/uXWppFdIGMvzliBQSE2DBL36EpKyM8mS4KGEg4S0epaa+MvgnM9K3Y1MX+srA3YdfWRgDho5lm4NzbtoaNpJXd0WKoqqZOfkUZRfSbli/orqKCmsJltSRIWQv3Nzu6hWOceaCzjRXsYxAW1PXQGdpVmq2l6Rw47qbPY15EnbzKVU+XFHaAhpkQKZKFNSQpb4v2xRnRyBI18UR8BJyBWFyldNDiYn5crjokQCYrI8n5iQTUZqHqX5BapLgufk1lCQI7DkVUgpyxrVSY0F8kWLRKGKxcR+qRKJ6SWSnMqUxCQmuFyMbqmM/OY9J+nYd5o88TbOwamo6VszaOIsfuzdj7988yf+8z/+D/74xz/w1d/+ytfffisgfC/wfcfX33/H3777O3/79hv++vXX8vzf+Orvf+Vvf/8bf/7rV/znn/+D//jj/+Q//6gs/8Af//JH/vTXP/Onr/6kqv/803/yH//53/jDf/4ffPX1H+X9vhWwf+bHPgMkSU6g/9QFjJi7jtGr7Jm8zpns3FoZ/NtUkFVVC1Sf4aqu3aJafrmttLbfl3JWS43sy3+U8njXD4wVALvW26L6Y2jZpTXEZKSTXF5BeGkOOVXFxJSl4pKoS7DYn6Q6F/JaZJCXuhJaGkBWWQQp5cFEpoaTJy02v6ROBm4dGXkNrLMKpd/kpQwaNZIZM0egu1YNKzM9zKW6ZcrIz5IdmCUjPzu7hhzl3K6ccrlf3nVxkOJKNleWcKitgmOtBRxryuVESwFHmgvZLUBtL09ne1U2e+sL2Feby/66HLaUpFIQHUpqUDApIeFkRsdTlF5AcWGlqkqKKgWKCoFZvEBJNTtbSqjPSxcVKhOYRJEyiqTFldLW0s7D61t5cjiTjkRX1V8hKRSPovxFjTKlJGaXKhczUYH0z1Ve3iztpkXUQIyvjOIqGcWF0naadx5XQVZQsx2noFTVIZEew8Rs9xnI1999zZ//1I2v/vzf+fqvf+SH7/9K95/+xk9S3bt/xQ8//JnvvhdA/v4H/vb1/+Cvf/lvfPWX/1Ne89/403/+d/78x/+hqj/98b/zxz/9dwGua/mnP/8PAVe5/99Uyx969xBFHMDP/QfJaB/LgInSpuetlNJijIYDM83CScuqprqqUxKiqJC0yn94sI7Ppl+5kN7npdxXfNq/VlfabFWpmFJdSiewCXTVNVK10i5rGghLiGJjQhjxJZGk1UgKz7DE0nc58Q0uZDQpf7IoCMc4E2zj5xKSGUSepNXC0noVYNm5FcRlVImShTJCOoKl0RLpQAkki01JzawkQ75Ht0JZsVCZD1EqX6lqCkW5smSFhqatXDvSzvV9jVze08Cl3Y1c3NWkqnPb66Vd1nFmewOndzRySllur2VLRRYZIYEqwNLDwkkPjyArJp7SrBLZaM3UVDbJTpeEI2ayvbWT53f2wq1STqUaUhHqIWmokeb6Jk7saub+8XIeHszk3s4INgctJc7akNamTvk3CqjMUa41IS1CIKpQLmiiAkpgqmqjWtpHbe2mf5Rs2DqlnTTsZOfxK3TsPaVSsg0BKZIg19BrxCRJeIP45vtv+NtfBbCv/5PvBbgePX6gT7+fGDCoJ/0H/kK//t3pK9W7zw9S3/NLz2/p/svX/Nj9a1n/b3z796/4+zd/5puv/ywQ/omvRRn/+rc/qkq5/9VfFTX7v+gzfBhT1VYzeuYiCRwaTF5uwMTlYpyX6DJa3ZIxekEExBbQ1LBdBdkXwLog+3K7ax6sTIFJSpkn+1Jf7ivr/d6PKYqmKFutUg3iuWS7ZRdmUtHUgEeEP0Zuq4jIj8A/zxmTiOn4V2iS2RSFY4o1S5yHYBetR3pGntiQDFWbLpNBUF2zhSzxYIuNIiVJTiEh3I/cEgkT0nWycmpURxa6FUpbUfpqvnKVGZHofPExBdJrs4TAhubtnNsmpn5zuapObhIYpFTLjjJOtper2uaJ1hK5XcTu8ngSPG1I8A8gLTiExIAAUsPCVH+iplTUsalphxja7aqr9xzZ3cGja7vg2XYe70/kaORKOlyWs7m+jiePj8DNSq7XulJlP496T3Xa/JaQarqQNDN1amymUOO9loKEFFo3HaS5ZRvNMiCUowtNTdtU1dKy47dqlccbGzpp3n6C3aeuiZodIUWUUNcxnBEzV9B71FR+HDCUn/v1pPvPf+Pv3/6Z77//ip9+/ju9ev1I374/06+fAtkv9JVlH7nfp+9P9Or9Iz3l+R49v+fnXwS4n77hhx//Jmr3V779TmD7+59UcP1NoPta4FNg+7Oo2g+//MC8dcbMW2vEsvWOLDRwYob2BiautmDcKmsmGoQxS9dLNTPf0KAcWVHa4pfqVIGipME6UaPaajHxyiCS2/Wq+wKSPFarKJXUl3apLLtKub1ZJSDKWc714seisj1JqYzF0H0pyzcMwjZ2NcYRUzGJGklMlQ8L7Uaj5jwA2zA9ktMC5b0FWOkEZRWbqK7fQkHFXlaYxjB51mTSEiLk39tGlXSNSkVxS1vplpdbTk52mbSqElkWy7KQguxCcqWNttRv4tzWEgFMalOZCrAT7cWyVKAq5XirlLS6483FnBbIthdFE7PRnCRFxUJDBTZ/on18SQuLoiK/ivb2faovduXsTnjaCbfreXYsg5M5pux2mc12++lcPtgIH4/x6ngKFwptqLKeQYbuVPJNZ5BqOJngaT9QZzeVLVHapFivobqkia07T7KpYzebNu1Rvb9Sra07VdXevpv2tp00ymNbDl+mZd9ZisWHRouP0HeOEMjUVccTFcj6Dh0givUzP/wkytRdWuTP3whA36lgUqDq00/gEmVTqnef7vSSUi17/8AvPb5TgaaAqcD2vQo2UbbvvhLYFOD+8g81+4//k1FTp7Jc0q2GrR/LLX2Yt14Ms5Y941fbMGN9MGM1/dngnShqv5ua+m0CRpfXqq3vgkUBqv4LaApMoixKKdAp97sgU1pjl/H/omjKRfiqpJQpDOVCfJXyfoqS+aWtwy3egBVWfVhg8QN6npOYvPbvaLiPZ4ZFD+Za9sMjZillso+VLqTM0ZUo1qW8RdLoFlYYhDJqwhhCZN9nF2wnPadNSvkryw10Ky2uEZMvKaO0TshrkA/aLK2lVdraJjH62zlcH8/OqiQONuVzoCmbI225YuqT2VWTyYG6XEmWBRxszOVAfSbbC6R/u5kS6d510eEId1cSg0PJjU2iokAg23yY3Tt38f7hPnh9jI+32nm0K5rTSevYYzOavVZTeHiqFZ7v4fGecA4n6lBtPZNis0UkrxpN7KJeVJpOZnO48ockVpJiqUaMkx2V4vPaN+0XoP4BmErFmpXlTpqat6kub96y9yxp5Z1EZNbgEV+CnksUs1eZMXSaGj/933X9B3QXR7ruC7Pu/c653+zZs+fM7NkzHo/HHueIA8aYnHNOEpJASAiJIIEIAiQUUCCDslDOOecsIYmck7GNzThgG4Ptscee7Al77+c+T9W/QeNzj9Z6V1VXV1f3v+vXz/tWdav7+eHmP9ZnT38NTz7xH3jgp9/Hv/+YA4AfMf768b8Qkn+lwv0rR4g/sPbTH+BnXBZURs0e4ciSsdoP/9f/xP+i/esP/x8OBv4nBwH/PwPV97//f+GH3/+/8ZMf/k8Mfeo/MGXxUszy24k5AZGYTZvguQkjFvrj1fkBeN1zB15ftQ+rwzKpWARIj6g3ye6rUguBk0nRnNSomWvZlFFlHAXTwM6Usy2leq1VdlE93eReHMjch7TKfQhNmQPPzcMwyvMHWB42Bq/P+xWGef4Mo5Y/iLlBjyI+aRbKyhn2NJ9izNdj7irorkF2fr15EmWVrwfCw6Ow/1AhDicWux6WLOLokhLc1kx300YXQzfTTXfWyyu/u/scLhzjqGTfKhTtW4vCfUFMN6AhbQfy49ahKn4r8mLWouRAEPL2BCJ390b0FRxARthq7NtMNYuJQO7Bvcg+nIiipHTUlTeg99h1XLp0Dv/4/TXgzzfxt/fr8UVXKN5NGI/38pbRbabjdu9+XC/ajPeqt+DEnnlo2jAFTevnI23MA2hZ+zpuHz2AM1l+yF39OpL95iB+zTJkh6xGe0sf+gYuoq/vHHp7z1LVzvE3nEE3laCbatZ56m2UtJ7BodxGxCSXIzAuC3P8IzFqpv4dbAmeGT0bszyCGRgfQ0leNg7vjkZ4yEYEByzH2pVu8PdaCD+PBfD1WAgfd9qyBfD2mI/XRw4lbP9G2H6MRfNnwn+FB/yWu2P1Cjes91uOzWtWIWzjesTu2IrDMVEoyDiCXUk5WBq8H0s2xPAYwjFt5TaMc1uPYXNW4kUdz7w1eHXJNnhsTjFK1GyUjEZAmgiOTNC0yljW1nrcpFoWZCYvmFqPobmNKfu23diJe3U72+0/CZVW1mFj5BKs3z0e+0rd4Rb8Cp6b9m9YETUWkz1fxNPTH8TwxY/AbcO/IzF9MxpazxEsvdRPCmlV0sR7jd2EnCqpgRZjvbo61qHVU7CG9HazQ3rO0ehuqASO9faew7lj/bhQG4+B8gQMlB5EX9EeDBRHozs3Ah2ZEejOi0F7RgQaUkLRW7Abx0sPIWOHLzJ2bWfgH4303XFmdJl/mDFZMd1v72WcPH4a3zLY/8fdXvzuQio+rV6B94rn4NuvevC3z1rxUV0wWtaPQPO60eigsjX7j0Hd8teRN+NnuNW+F58OJONU8jIUrR+HpJWTsH/BKKSsnIdW/khBJsC6u06bfxQ2gHVS3XrPo7T9LDKr9A78TuziVbYmMhUzV+7A8CkeeHbkXDz5+mz86pXpWOizE939b+P46bfNf7UfP3mVdg0DA5dx/NgVnDhxFSdPvYGz597CKSpjYFAwfvqj/4EHOUjILGrAyTPvoqf/Co/lCvoHrmLAvILhKo6dfAMDp26g/fT7cNt6BHNXh2GObyjmB+zEPP8wTNbrAxYG4CW923Xuarw0NwjTl4eZDmw3U0wEjBBJnZoIktyho1oWOMJEwZDyNZu4jArWaFWsgWlzA9fRfTZxfRPrqW4bl3v12q7mDmyInIf1B5/GxkMT8eS4H8I99CVM9xmJR8c8glEeP4HvpueRWVyFVAbylVWdHFypXY1QGZexTcWL9bQGXqRmvzy2BsLcwGMbMmCu/vMmnjnWfw7HBy4wPW+eF7tIIN47VYv3TuoV3PV4d6AaNweq8G5fBW72V+IdxmFvdZcZu95VamKyzFBfpIRvQlJ4CFJ3MaDcE4vCIzn8MU3orCtDY0EyfnetCN9eTcFv2jfgVt5U/PbiPvzXXy7id4zD3ilbj55t01DvNwIVS55D8bwnET/8f6F61XB8eTob7zdGYWDfQhT7j0Xm8hHY9OJPsMfPk0rcb1xkA6/YZl6hJv4jYD1Usy6q8pHSNhTW9aGUI7a96WXw23YIM5dvx2szffDihCXmDTQPvTAKzwyfhjK6gt7eCxxMnEYbByutbE/WRterwVBb5wl08UJs67kI/3Ub8OB//D94+NGHEJ9ebh+FkoJw9CYladXjTVSQVh6XJrPTy3sw0ycM89bsgvumvfAOPQyvbQcw3XcHVcwHL0xdTtgC8drirfAJDCdgVn3a2WHtbK+NMLWx42RGuWRSLYFHAFXWxf318nh7ebHp9/cao8JTSPropfp7aL2n0Hf0OPp6juFE/wUzkvVYOxpr4x7C63N+hCn+P8cMv9fwiwk/x0j37yFq3yaOJk8T1OM8HgIvwHgB1DDOc6ZIzGSvmTax0yuyGireEMHV20M1Y+A8wLwxupz+/ou4OHAMH/Rr4rWQVop3BmpM0P82BwLX2otwvZ3lncW4ypjsjc4SnK5IQvo2byRv34AUuprEbUHYGRSI0MhknL/6Bj75+C18+iHjrQ+O4uu363BnYA/er/LBH27k46+3anCnNwYXUjzRuWkymlaNQO6kB1Ax75comPYfKPMaisu5HCCk+6N550LkBM7D4bWLEUIXFhmyDbGHsrE7rQrbE2sRndGE5s5zjMk4miUkXYSjUEP+zjOoPXoRKcXNWL09HrNXhuIVdqr+j/DFCQupZjPxyuRFqGZHdXedI7iK5wQWISMkAqbFuB92OGFrJchrqGQP/eT/j4cfewiHMyvQ2X3BXNVSEE0T3DO22dF9HmvDU7Em7DBW7UyBT1iSSZcE7cbIBQEYOtUTw2atxDhPjjh9IpCXV0GYz/I4OCL//7B2waeU1tY2wAvrFOpbT+NwdhP2ZTbjYE47409r+7I6sDejC3GZHYjNbEVMVht2ZbTynLUht+woiurfxOaIdHisnsIgfgSmr34F03xfw+NjHsJUt6eQX1tuvonaQEV0BhYa1dY5AwoXbJqf0/1V3Wt1nm0bYlSLUA30CTCOwGjHXZBdOHESHx4rxrGSPegqS8TJ+jycb8xFf0UiegsP43hVGs435KC/PBWXmnNxtjIe6Vu8kRDsj/2B3ojynodFk0dime9GtLCjbtz8AB9/9ilu372DO5/dxZdffYLf3r2B396+gK8+7MJH5wtxqSQE3RGz0bh2LKq8h6E1bD76EoLQnBKJ+vxElOamIiMjA4eScxCbkIWd8fkIiM3Ekq2HMMs/GhPdNmFxUCwq2dFH1UGCjPsWLG0nrqDt9Bvmw196eHGBfxSvWqrHuHl4YcxcPD9uAZ4fv9B8sKF/4JrZxgweaGrHpFTLdk2LUB2aOi/Ax389lexf6C5/gbjkYoJ0zrikRnZCM4/BxEW0rs6zSMpthu+2/QhPLMCq8BT4RaTBc9tBTF+1A+OWBmL0gtV4fVEAxq8MR/ThPF745wg2YydN/Qgspa7jkUp3ufKddKddVK0Wrt+dUoeAndkcTBzCS4tD8JI72/bkefGKwaTluzFp5R5M9NmDyT776A4PMh48QFVNwfrIUmSV96Hn+Fs4efY6yqhS8UdKzHlOyypguHEGde0XGbNq1GrvOMjtOlMomhaxbtOac3tL90mHnDh20bjI43SVx/rOGBNkA/2XcOHUWXwwkI/T1QxA8w6hPj0KTUd2oTZlO+rTItGQGYf27H3ozd9HyPJwtiIBaVs8sCfADSHLpiNw9kjMHv0SfNeGmBjp7Xfexa1bH+L2Jx/jE9mnd/DZZ5/j8y++wBdffoHffv05Prv7a1w734Lu5hIGj1UorqtnHNXAq7AcW+OOYN2OOKzaGAqvNZvhvW475ngGYOJ8d0yfvwRzFy7FnIVucF8XjbrWs/xNFwnaeeMujjL27GV81MNYqpgnKGhXOmZ5h2K85qZmr8DLE5diKAF7csRMTF2ynhfFeXawdQ331IIuxczFEbLevgs4mJiHcePG44Gffd+MNsfPXEqXJaCpfFIZ1u/kdt2sX09V9NuZhoiDeYhMLcWa6AysDE3Ewg2xmB8YjYVrojDRfR1GLgnCyu3Jxt22U3l1y0/ziw7oDmQCzIDmsj66vG17crDrUBmyiruQcKQVSUe6ELa3BAEReVgfU4QNccW0EgTtLkFgbBHWxRQY848s4Eg7F55bs+EXXoKoFN1uasORzFokMwTIzG1CWet11LZdYCDPGIznT7e5zDxcPYN+AimgLGBKZYrLjpsY7Z6SCTIL2jmcEHTHLuPyyRO4cbQYb3TZmOtaZxGutNI10lVeaaXqtObjYmMWrjRl41pHCc5UJSJt82LErpyFrUsmYNW0VzBj9DAEBO1ET+9p3Pj1e/jwo4/w6aef4u7du7hz5y7u3vkMtz+9y7I7+OLu5/j041soLCtHcNgBrN4QDr/1+le4ALgvXQq3pUvgvXwF/Fb6wdNtCZat8IXnyjXwXrka3j5r4eEbhIUrNmLJWinZSf6uCxxZ2lGm5puOHr2ANgbwR6p7sTLkEMYuXo+xC9dgDBXktenL6SqX0pbgkVemIiw2i2p2ybhJO4l8f0pEaibI4vbEY+L4EfjZz76HBx74F4yaOJPBr1SLqsltBFsnAThFBdX/GQRFHkFSXj22JRRhNZXUc+sBLA85AJ/QeI7e4jCBI8yx7ptwiJ3bz2NtaWMc2MFBjDELl0AT8EoFmgDTAEfxXmFlO6paTuEkL6TOY5dQUn4MR7K7sJ1AjV0SgvEeHGB4R2HKyigONJTuMjZ1RSSmLt+Jqcu2YRLVb9yCLZjDeqs37UNkbKIBrbDpPGpaqGaCqr6PKYEyAwzmdWehTvNvumlvnwwx91fpWus4QDBKZtSMwb/gOsn8qeOXzEjq0ilCxiD/eq9m+KvwlqynhoF+Da53My4jfNc6S3Gd9mZ3OU5VJyApaB72e89A6OJx8Bj7HCaMepGdvwW1DSdx7e1beO+j2/j07he4+7m+uvYl09/QdX5h7XN9z+gWDuzfg+UeixHgtRjrvT0R6L0cK9wXYd1af6xfQ9N/UK3wxiJ3Tyzy8sPsJSsxc9FKzHAPwGyvDZhL97MnvQEDvFAU02gKQ5OyijvbCEdsZh0Wr43AqzOW49XpXhgz1xevz/bGsCkWshfGLcSYOWvR2qW3Kl5mzMrRN12XHSApz0HS8SvmHR0TxryOnxOwB37+PYydOpdu44RRzQ52fBf3qYFVQfVxBMXlYveRMjOFEry/ECt2JGLF9sPYsi8Xm/bmwH3zPoIQRBC2Ib+83cTJAkxq1k7YBJUgE1A9UmUekz2u8wzgLzDMoWIffxMHM+vx5vV3cfHqWzh9/g20MEZMy21AWEwydsSlYMfeVIQeOILQ/elU1UxEHMhEJJd3Hc5gyrK9aeZN6LvjsxG4PQMr6Hb3xB9BUZNeHn3WjhwJTlOjYjMNPDjQ4oUl07JzZ8JOHmvK5biF7Bil1qjXwH3QDGSnT+EdBvlv9lYSMMLWXUGYZJVG3Ywx4H+jg4MA5s9UJyIxcA4ilk3AulmvYtGoJzFl5PNYsHQFDtJFdDDuO3nhOi5cfw9XbtzCjQ9u49cff4YP7/wGt7/4Brd/83t8fOc2EhL2I8jfB5vX+iJwtQ8CvFdg4aL5hGop5i1ZQnPH3KW+mLdsNRZ4rcaSlYFY4rfVPKPvuT4cboG7EJNcaZRIkPWyAwRHD+OWvpPXkFXdA4/ACIycvRwvjF+E4YRt5GwfDJ/miZcnETTC9sSoefDZsIeQXUUfO1KQGcBofbTjJ64iOvYAxox8FT+nu3yAajZq4nTjLuWe2wQEYcyq7MWW/SXYSrAikyqwL7sB66iSizbsxurIFMRl1CIitQruWw9i+NwA86Zp/QdZH4+5i66+kzGe4xId1bKg6aKxgCk9Rpgbuq8gl4AC/4W//uM/ceuTz3D50tvo5mBnT1oDdh6sRERiDU3/IliJcC7LIg7WIGxfFXbuLkd4XBnC95UiODwPs5fvJ2S7sCsuAQlVp5BecczM9Ldz4NOlgRBHtU2aytB0iVLXvcx6GZedJ0WGCChjxwnXifM25fIJntyLp84QMt2v5IjyKOHq0XRFqWvKohhvdpWY9I32fDPKPFd9CEmBs7Bh/gh4TX4Ri0c9jqkjn8VSL1+kZJfjzJmLePutd3Hz5nt4592buH7jPVx98yauXH8HV9+6iTfN+1nfRGx0GDyXLoaXxyJ4ei6Bl6cXlq/wwfKV/vDyXYsVfkFYsSqQbjQYK9aE2i+lBOww73BYsCoUM1ZuM5Adp2vs6TrLDmFH6RZT70V0n7iOFircvqwqzNcL4aYvo3Itoop54bUZKwiYB15kfPbM6Dn46bPjzAuWT5968x5kUrN+2jG6wKiYvRg7ejge+I/vG9BeGzveXL09BLuLINQxDjtQ3I7kqh6kVvZwlNdCFW3AmpgsxmGxWB2bgw0HSuG2NQGvL9mIX45YiCkewWilO5Zr7+69YEBTW45rlBm32cl4j/WcOxy9DEda6abj8zroMT7Fn/+mFyfAfNzsi69+g8LCMiRQeY/Ep+BIYjLSE1KRlZSB7KRM5KZk0NJRkJqJ4rQM1Obn4whHnpOmLcciXngrFgbCZ/VhLNhYjCU7SuG/pwKHOTotrVLsNcD408ZfNTUDqKnVA5Z9qNX/grie2B0i12jUy0BmUxuTXcHF02cYk9mb32/1ErDecqoYXSPjMwNYD41x2pvthbjBsrNVh5BMyLYsGoV1M1/F8rFUshHPYLGHL5JzKnD27GW8+8775huSn1DBbn98G7c/+hgf39K7WT/ERx/ewvs3riJ5fyQ2+Pth07pAbAzcbD6mvyYwBF4+6+Dh6UPoVmLlch8sWeqFRSuDMW/lBsz23oDpdJUT3QIxUu9YS65iGHDZXPXmJrneUNR/Fc0n3kRD72UU1Z1AdEI+vDeEYeICX7xIF/nC6LlmlPn0a9Px8Atj8dDQcXht5mrUNp/kRWfnE/up+sYY8+yMiMHYUcPwi5/9AL944AcYYSA7bpSunypWwhO9dm8+Nh6mkiVVIjStEVviKxAQkwfPHSkE7SCeGLMYD708Eb98aQLGzJyL/KIyc3G0tREaukvjMs3AQ4OQ+1MWZrmdgxIOTjo67AMBTYzHkjPy0dHcRld/Flff/Qx/+rthje7zHZb30ZVTzQnuQJ9CpMs4OXCVKngFx9jfx/gbj588S/W7jPZTHyNwRhC2vjoXO0fOQ8zYxUiaswZR7pGYs2gXXloYg5kBiQiMLMEuKmNuSTPdZT/jMcZhdTYW00OVUjO6S16V/WfZIQr4NRlrJ2SPU8kun+KIkIC9aazMAtYtsIrNIED5ax3FuNSZS9dZiPPl8XSXsxDuNgZb5g2H19jHMfm1pzB/iSfi00s5NH4D7/76Y7x/i5B9eIeQfYrbtz/FndsE7pO7+IIx2QfvvYtD+w5gfWAQ1q3biDUBG7B6TSCVa435r3G99siDKubmuwEzlizHZDc/TFzqhwmLvTGJLnSa53pM8w7B7rRyEwYoUO/UBCSv9JSyTmyKr8L2+GpEM2Y7VNCGgzn12BAVz7hsJeGaYQB7esRUqtsCxmy+eHbichxMYShw+qpRMgGmOEtudFtYFEaPHIaHfv4DPPjzf8ErY8ahgaPCPqke46YKnuDt+zIQGHEIS6i2Uz0CMX3FFiwK3IOlIclUr834ya9exI8feBiPPvs8lq3aQJdWgIq6o2YSVrP4bYxp2szgQ6luF2nytZ/qoekRewuprZUXEUeh1fWnkFmchz9/cRkf32Q82cPgnPVOv/kZKlvOIjm7HamF/UjN78OR/KPGMvOOIj2nC+nZHcjMbEFGUQcvwAHEZnVg6yQfJIxajAyGD2UMLeoX+6PdKxhd3ttxYNE2zJi6EDujAzFs3Ca4z5yA3o5uQnWG7lPx2AkTjzVzhD3k2ACH+gTsOEEz0xeE7ITUjcP9q6dP4obUq8e6Sk3ICqy3qGKXOvJxtCEVb3WUo/zobnSeSEBPTSz2rpuC8MWjsXH2K/CUkr36KCZNmYnt4fHmEeL+c+8wHruNmx/cwYe37uC9Dz7GB7du45PbHGl+9iXeffdtxMTGYLV/AALWBMHPP4hucT0Wefpi9kJ3TF7qwxHQckxcqK+b+WKm51oG++sxf+VGLPbbhqVrd2JuQCRjkHL+DiqZy50MMOgvqu5AeHwhYlJKEZVczNikHLsJmwLx8Us34NnR8zBsqjtdqBeNg4KpHnhpwkIEcwSomEdtaQChW1dSteioaIwZQSV74Ht46Cf/NyZNmkDV60d3J90lVaa4phvl9UdRwTSnoB4J6SWIOpSOsLhkBOoFJxzNPf36fDz+8hQ8Pmw6Hnp2En70+Hgs9Y+gip1CO4HSTL+AciDTpKtSgdbSork4e2upjfUq644jKTsHn946j2+++ARf3/0AOakHsDkyHzUF1TiyKwoZEbHIjIxBTvRu5McdQMGeQyg+GI/G5GyUbIxG8mw/ZMxZh5x5q1A31wudS1ejz20tBpYF46jHZvR6bUG311b0eW5B9tSVOBS7BiPHr8DyKcPR19lLt6l/+BZgmrg+aSE7dfIiY45LOHPyEs6duoJzp6/g7KmrvHLfxLWzdJfGRQo0xmLMv32UKfMf9tUiudofPc3pyOuORN45L+yofg3Ra0cjavFEBM8ehhUTn8K0EU9g7rTJ2BMZhbyiJlzsO4H3z53G+Ytv4NpbN3D97Q/wpj7EcOMDxmkf4c23b2L33r1YtcoP3j7+cF/uh8We3ljo6cF0BRZ7B2CJz1os8d1o/sN7oc8mWjDjq2As4Ch2wertmL16J/aklvOCcYFByPpNTHYSjQyYO06+gZ6Tb6Gm/TQOZVVgxaZYQssR5nR3vDppMYZNWohR05ZyxOqP2cs2mHfjyx2po1tb2ekKfJk/eeYaRk+eB7dhT2Hd6lWopHI1cQSmBw46CVl+RTuKqrpRQdBKqrtQSMuv6EBCRhWD6xz4btmHub5bMdNrE6Z5bMH0ZZvwKuPB+e6BZvpDDy10UNHuqdgg2JSX3SunqlXV9SM+IwsfvHMaH71/C7c/eA9pqfuxNz4f//mnP+EbDrA+ffcD3GLIovWfvkdPolfKf/AFPvroN1Q/XvxUxdOBMeiZvRJNc1ejfLon8ie6IWPMQiSOmIYDwyYi9sUxiH72NYT+6hVErVtsXjvmPWs0+o9KXc+bwY8Dmeb5hpw7exWy82ev4cJgO/823jh3zkBmHrumer1BNXvnaBWOdh5GS3sMMppXY3vtQpQcy0HeVV/4pDyM3f6LEEOXuXbey/Cd8jzGv/woNruNR2fSGmTn1+DTgQb8pikdV46fx9Wbt/AuTe/Mf4eDANnFS1cQGrYdXitWMMj3g9eqAHj7ydbDi4rmtmodFvsGYpFPIBbQ5jIem+ezEXOYzlF85rcdM1cx8E8qoUJfJFj2ebIexmS93SfRRldW03MJJY0nkMih/W4qWjhdmu/GKLpff0xduApT5vti8ryVmLl0DWZ5bER0XIaZUG1TZ7JT1fldjG/OX/8Qr81bhpDpY7H3UBYaLnyC5nZCLDfGK7hEj003HkM9T3Y1h/g1jJmqGCAn59Rhx54sbI09gk3RKXBftwuTlgRj8hLC5rYR+w9nUTEt1Iq39KCnA5VMKtbM/cuM65S6UfWq6o7hIAP3D653Mr59hyHJe0hNPoTIvWn4/LPPcPc3v8NnX/4RH336R7Qdv4HShjMooxXVHkd+ZR9yGMjnNJ/DodUx2Ek3HvH0cEQ+NRwRTw5D1FME6qkXEfnkUIQ/9RIinnoZWx96HiHLJmHGIh/4zhmDoz1H0dR6EU38vbr70EbA2nghDzl/7hqMDQLsIpcvXaDKOJAxFhNk1wnZu92V+KCvESm1K7Cx5HksLf459nUfxP4+H8w69AA2Fc+H396XEDDjJaydNRQrpz2PzZ4T8NbhObiYfQB/aErAl0dW41LyHo5SO/E2g9PLFy5zxPk+fn3zI1y7ehVRkWFY5ecP34B18PbnaJKgLeeo0t1HKrYGC1fSPa5Yi3m0Od5BDPoDaUoJm08IpnpvQXRiMePMS9a9mSdLNAI7gxYCVtZ8BqmMx6IPFWPLrlQsX78TbnS1AcGx8FkbjoVUltluQZjjvgGz3DbQzXbh8psf4vTFd3H6yk2cvfYerr/1EU69dQvPTJyGbTOHI+5wMpoufIij9ACnT1zi6PMqKqhq+p+CtqOX0dR1Ho0MuGs54swsasGuQwXYFJmGFUF7MMMzBBMWBeH12f5YvDyYKtiPji5NuirQl5pZ9VIMZsy4yn82XQAVtSewNzENn7zVhU/ev0J7G6mJhxGxOwW/+ewu7nz+Db748k/4+vd/IVx9HCRUID2vFmnGapCeX4/00l7EeYUh4rEXEPv0q4h7ZhjTVxBLyOJosU++jF1PErgnXsa2h1/Exnmv47UJc+A3dwwHFH1obLtIF6kHCujuOzVXeB5Dzp667HKRNhVk589cpZK9RXd5ju6xjAqmaYsSDgJK+WP3k/ydKG+IgUfGE1ia8y8IKBmHBcmPYF7uMHiVv4J5vg/Ca96r8Fw4BnmBU3Bx/3x8HDceH0eOw9fJ8/BV7Hxc8BuB67vc0Ld3G841NeH9j+5y5PkBRzbnEbFzB5XLDz7+a7Dcbw08CNwy3wCOJP2xYEUA5i73xywvujKvNXQ1AYzL1nFkSVsehBkrgjGJwWnk4UKrZISsW66SoHXwR3dwNNV5+g1UtJ9FbmUHkvLqEHsoF3EH8xASeQQeAdGYxfhs2qK1mOtOF+yxFb7RR7AmuQzLOVJcRje3nDHc6v3FOFDSimV+G+A2fTJd9Tb47q2B145s+O4qhs+eeqzbX4+m+i5e1RwF9l1CLZUsu/wosqp6sS+3Hmuj0jHDOxQT3IIxbvF6jF/C/XqEoIRuVvcidUvLPBtG0MzNedeyefKCZoN+LfehtanPTB+E7E7FiXP9+OTOJ/jk1k3EJxxGeEwiPrv1IT777Lf48qs/4+vffYvGznNIzalFZkEToW92WYv5YGv08ghEPfYcdj81DHueHobdhGy3ICNgSmOpYlFPvogdjwxF4MzX8PKouVi7YDQGjp4gZBfQ3HaWv/ksQeNF1n1B82TncYpD19MnLhrQZGdOErgz13HlzFkzdSHInID/WnsJypvCEFgxHPPjfwbPlBexJP45TIt+GHMOPItpgY9ghtuL8Fw5CwH+XihP3IUvD0/FJ8Ev4l3/R3F3y8t4ZzPd59Qf47zbI7i2dxVuHO3Gm5ffwA3GC2fPnEBYaAhdpQ9WMvj3XOUPN59VWOq9GgsYn833Wo3ZHqsww8MP09xXY9qyVZjq7o9JzE9ethZTvYIw3j0IYfvzzCjZPFtGVyfQdDuolh3TfPQ8qpu7UapvgnM5gyc4Jj4PwZHxVLQIus31VLK1mLWEtmwrfvrSWPyPh36J7/3iYXz/F4/hew/8Cj986FfYEhKFgKDteGHkODwx9DX8apwvHnxhPH727Fh877HReOmVyXgjOwG3L5zHQH0LKvclIJcQxITuxeZ1oQgIjMQcwjViwhJMWbSao2Tm561BfEoJOjvO3AvqzTNhhEg33c1zZCzTOuX1/Jh5tl/3EZuOInFHLGoY2A909TPefQ+bqWybow/hq7uf4c6nn+Orz7/C7//wn2g/9g5Ss1yQFdKKLWQZ5f2IWR6OXY8/b4ASZI7tFmS0mCdfMq5z5yP0VjOG4fHhkxFIQRFkTVSyplYeuwHtDNq7zjHwP3YWpxkfnTl+AWcFGgcAAu7M6WuE7DQDfsZiBMxARtiudJaipeEgdmXPh3vM45gX9TxmRz6JmdsfxpSAX2DYjB9h3MyfwG3+iwgkZAOp4fhjymx8vOox/HrZz/Hh2qfQM+nfUTv833B0/uPoD12N0y1tuHHjQ7z11k0cO9aHkO1b4EGwvAiYuw8D/5W+WLTcF3O9VmEOR5kzPXwNXJM5upzk5sPUDxPd/DHRPQCTPNZizNJ12BaXRfnm1WSu+AHGUbrRrUd4zuDja2/ieE4aWjIycOvDj3HjrfdQlF+NzcGh2Ba4HbHbdiGRcdr+8H3wWeqFAG83bPL1wk5/bwQz7+fGC2j5UuzZn4Jly1dh9KhReGn0ZIxYFo4nh4/H4y88gxdefAlLJozBndZa/OmbP+Du3d/i7u0v8MWnX6OlvAlxK4IQPGk+Vo2ZiDWeqxC5U0+XVHLkGY/DCYzvGMQLnIaGo+amtP7B1zwk2GiXdVNa/5XVqP/M0hOpDR2M+fqREbkX10M34sPoOLyZlI4DwZGI27gR779xA7/56k/47de/xze/+wvqui4hlWqaWeioWJO52NKotLErIhD9+AvYQ1e599lXsZepBe1VqtqriGF+F9Vt2y+HYv30l/H46ClYv3ASB1jH0MjAv7HltHlEu6lVT4acJWQDZwjYOQJ2HudOCrbzBrJTJ6/g6ulTeLu32ELWVUzIynCuKxON7ZtwsGo0vOJ+hLkbf4RZMc9htOfP8NTw/wuTZtB9rnwafp5zOABYjZNpkfj1QTdc8nserT4jkeY9FlumvIigqa9gxasPI2T8UDRl5uDmBx/j8rW3eaBd2LR1E9y8V2EZAVvq7YsFXj6YzxHmLA8fzFjmjSluywnWSjM3Nn7xCoxn4Dlu0SqMW+KL8W6rMYKjwo1RqeYhP3WEXjxSV9eL8poenKSr/NufvsV//+c/cOPiRYQt80D+7j14+/wlXD97BdUZxYhd5oeIJQHIzW7E/rDd6Dn/npnEbb/8PjrP3kRlK+M6BtmBW8IxaepUvDZyNIZOWIwnZ23AsGkeWEWVSoovRHV2KT5vbcA3mpo5eY7n7yROdJ/AtRsf4+zFWygq6ERpTgMV6jwyik9hU0QaIWrEm5/cwcDZ66it7DL/7VPN0ake/qslXM5/i5v/BuLAol7/BtjQxd/J38hBxvbQMHQ378HNpkp8lJCIO1t24nboLryTmIF3es7h4ztf45u/A439l5CcV43MUqpYaSsy6fozS1uQWtGPWO8YRD0+lGo1jAH+Kwz0X0YoFWzb469g0+MvIuCx5+Hz2FAs//nLCBz/CsbOnIX1S2caj6HHsxsJWEMTR/KETao2xAHs/ClBJlUjdFSzUycu48qpUxxNylVqhr/YTMK+3VGCmwz+3+2txJULa5By8HEOuR/AiFE/xowpP8G+nVMQu3mpeZP2muVu2LI1HNeOt+Fy7X6kHdiMbes9sHbFAqz1WYqtm1bjYMQO9HYdx6/f/wQXLlyj6jQjaNMGBsA+WLJ8JRYSrrkeyzHb3QvTlhKuxZ4Mkj0IlhfGzvfEmAWeGD1/OUYtWGlszGI/vLbQD/47DpuvamTnNyMhrQaH0usZ3Dbx+JvwQWc9/vqPv+Mvf/s72ovLkR67Fxf6TuKPv/0D3jp1FdGzvBA8ajZ2eW5EzPpQBGe1YuH2w3h2wTr8avRC/HToNMxfQvAXLsSEGXPx6lx/PD93C342dAoeevYVvDh5CY9pFUI2hOCbskzcOn4aPYGBuLY9AgNlzaioaOC6HQhYsR6rlq1BCEfDJRWnsTy8CU++PBU+AYFoJvRXbv+WHXaS9fVqAfs/lfq/Sz0YqP851ZMPdTKua9SDg7XHEL59B5rrt6D3QgvOnGpHzw4PXNgdhW/TCvDFvsP4MKcMd69+iPbTN3EorwPxee04kN2C/RmN2EuLye5EiEcoQh59DtvoFncQrlAG+qGELZKjyhDGYnOfeAkzn3gBnr98HkETXsPzr05EwKKZaGNoUtV4GtW8AGsajqNeL0pkHDrkNN2lFOy8lIz5swNncebYBZzSoz6nzuCGCfrLGI8RtE47268b4pdaKvDlF1/jq4+uo7U0C9kph1GUl8v4oBG7QgLgtWAG/NznwHfVerz35V/MTTR9U7KnpQsV+ZUoL6xCRXkrCiq6MXDyGt5+832cPn2ZJ6oK/kEcOXqupFG9CNd0dw9MWeJOsJZh7EJ3jJ7nhtFz3TFq7jLGMF54ba4nO9oTL89ahpdmLcXz05fQZRLUoHgsWHsA8wJ2Y6r/AcREp+Cz9mp83NWMD3u68MVHH+LLP/wVN96+jZNHr1EBTuLG9Q/Q33ESyUERODDVG4teH48fPPgY/v3BR/CThx7Djx95Aj965GmMnTLDfqOd+xyxPAbPzAjEz54ZgZ889gwefPp5/PCxZ/H6sNfwWeZBfFOeg69PnsFvfvtH9Hf1oru2Aec6j6K3shqlqcmoLyhHY0kHUhKasMRvD4a+Mh7DR05EeEIKKt+7i4KaAZSV651i7Qaw4spOlOhNP5X6x95eVFZ1o4oj4HJCtj1kB1oqwtFztA59/W0oDpyFuvxM/J599UVbJ/7CNge2hiErrxGHswmYPomTUo79aWU4mF6Jg3mtiPKLQhxBinuGQf5zdI90lzFUs1iWxVDJQp8airAnh2Lno0MRPO4lPPTwCPgvmI16jigLa06hpJrHW92H8voBVDdqMnbgJE4fO0mwzhAwqpggY8B8Qo9fnzhlINNrCe5B1lWEN7oKcKmxGO99+Bm++vJrHOs9gfyCWuQWVqO4pBQb/dyxbP40rFw6C0sXL0XfG+/h22//hjfevElZ70J2Zjn0suJsXlVZeVU4xoHGtWvvoL//DEpLi+Czxg8zl3lhhrsnpi51x8QlbnSLizFmPuGatwQj5yzFiJmLMWz6QgydPBfPT5iF58ZON/b8+BkYyljn1Wkr8Pq89XShwRwIbMaoZWGoZBD89YkuvN9Rh+u1JXhnYMDcQ731wae4fO4aihPLcHjLfuTHJqOlqB6p7usx7dnn8K8PP4GHnnoWTz03FC8TnInjxmLBwvmYOXsWXhg7Cy8v2oInJq3EU69Pw/RZCzBpwmQ89fxLGPnSi7idFIW/NtXi7p0vUR+9GbmLpuJMaQ1uvf0JLtF1tzRxYNJ+FcX5HUiMyEBSVB5mLvTGE8+9hF/99MdYsX03dje+gT2pDThEKBJy2nCkoAMZ+W3ILupETnEn0w4UlnYjr7QPGzdtRkWWD3raC9Df3YzsNbNQlpaI23e+wp2v/4AvLryNnGXLsT8xHyn5TUjOqkJSdhUSc2qQnNuAJLYX4x9NmIYi9mmCpekLBfsCjBb92Iu0ocxzdPkoA//hz+HBh4fDZ+F0lLecQE7FceSW9aGgrJcXA0GrOc7RZd8xnOo/QchOEa5TOE07Rddxsu80Lh7rxzvmqYtyc1Ncz43JpGQXGwtx45338cWXd3C0q41BaxYtF1kZqfCaNx4LZ4yGx4JJWLJwHur7rtA1/QNvv32TgWorcjL04pV8pGeVIZNxgb7vfeHiVbR3HEV2djo8fXwxlco1ZekyTFy0FOMWyv0sxGsz5uHlKTMxdNwUDB09Hi+MmoChtJfGTMKwCdPw+pS5GDl9MUbNWIoJs+lS5+nWE0eci9ZgY1AobmiA0dGLz9+/hTvvf4yLbV04mp6Fzj37cb6iFDcuXULj4WyEjZyLI4HROExFXD1xDNzd5iN4jS8itwZhd+gWJOwKxYa1qzBq5HA8+IsH8ABHnk++OgmLlizBjo1rsSdsByK2bkVMcBA+SonEn5rrcKGiFldLsvH3b37H4P9zntvz6KzvRXVpB5p41Te3X2CnDCAvvg7bN+zD08+9iP/1g/+Bl0eMhOeeFizdnAOPrTnw3JYD3/A8rIkuxvqYMgTGlWLznnJEHqxHRHwD1qxZi9ocNzRX7kZrfRFSVs1CSfJhfPLue3j/5if48Nr7SPf0QWJyAVIZ6CfnVCMpt4ZWi7TCRqQQ1l1U/ugnCBndpaYt4h5nSsCMkhGyXRwUhD/+HEKZXz/sBfN6+KXzZiG5pA+JuZ0Etw0pdMNJ2R1sswtDThw9hhNHjxvQZCdpKjvF4eiFo7242llhRpTXOsuZluFyW7mxM3WFuHj5bXz59Vfo7+lBRnouUlKzkJV0AJFb/BHLE30o9gASD8Sj6egl/O4vf8M7737A4XcHctLzcCQ1D6npxUjLqkQ7g9CeE5c4IulC0pFkjiZXYfyCpRg9ZxGGT5uNlyZMpWJMxMtjxuOVsXQl4ydx2D8Vowjc6KlzMH7GAkycvZjmjml0n3MXLYf7stVYvnIt/PzWI5Zx4bsdPfj0wlW8T+V+r7MHb3f14NaVq7h14yauNHWhNTIaFWHRaEjMRfXhHOyZtwp7h41GwrpVKMpKQgHVIDc5AVmpicg7koq0xASsD/DAo4/8B/79h9/HKs/FXHcYOTz+7MR4pkdQToA/OnIYfyzLx1cnTuLLj+/iTFY+3mntxpc33sOHvcdxVk9NhMehfc8htDOEKCquR35JL6JikvCTH38PP3/iFQxzj8EI93CMdI/AWI8wjHLbivEe2zFp+U5MWxGJWb4xmL1mD6asiofbUk+0lGxAe10q6ktzcNh7FvISDuJDDqw+/OAO3rnwJvYtXYHEhEIcKW5Dql63nleL1II6pBTUI4kKFLX2oJnCEFi7NapkPKa5smgq2y7GZeFUsVC6yy2/Ggrfl5/D08PGYNbMGQhK6sbGA3XYvJ8j9YO12H6oDtviG+kuBVhvP070HceJ3gGc6OknYMdwsoegMW453l6H483lONlcghNNJTjeVEYrRV9VAfqOX8VXv/srBqh+SWmFiN2bZD6W4LdlH3w378fKLQnmv4Lishvwmz9+i/d+fQttPMGZR3L4IzNxKDEbcQez4bczC97b0uATfBDuq+jaZs4jSJMxfOwkvM709fHTMHLCTIyZPAtjp83BhOnzMWXWIsxgbLZgyXIsdPMmVN7wXhGA1YRqw/pghARvR8T2cORw5HizqgoflNXizdISvJGThhOR23Bq8wacpTJdZVD8fkcbPrr+Dsp3JVHFliI75BDSFvti7wtDcWj9RqptOS+KHKp0IbKy9HqrAvN5xKiwEPzqkZ/iwZ//BKtWbzQva05LL0RmupQ6Dzkp6biVnoC/lBfiT6ePo+/Qfhw/eBC3qObHN21F84pF6Nzki4HoUJw+sAfHdKP6YAr2btqDQ/uLsHLtJvMRefOa0YW+GDd3JaYu8MZkjqan8vimLlmFaUtWM/WnYgdgIlXbbdY8pG5chuLsBJSVVSLWYzqy9u3Bjcvn8et3P8HNK+8hZt5SJMfTkzDOS8mrQ3IBFaywFQn5LThQcgw7/eMR9dgLiKKKRXCEGaaRJaHa9MRz2Pj4s9j46LMIoq19+DksePYx/OyBn2D69IlYGFODJTuKsXRHHhZQdZeFFsA9rAhD+npP4uyxYzh7nHD19uFUN4HrojE91t2HY52dON3dgVNd7ThJO93bRfg6ub4Np/tO4OLV9zh07sDeuL0I3bQWa/08sG6VNzYErMKGdQHs8FXYEZuAu1/+HR9/fAfNrT1IJpD7EgoQe7gIy9bH4pERC/DUqHl4bsx8vDxhPoZNpOuj+xszaQYmTp+DGbPnYz7d5cJFi+Hm5g5vzxVYtWIlAnz9sHHNOmwJ2oCdW7YhMiQUcWGR2BsTh6TdB1GYEI8POCj545Xz+Pr2XfzpN5/jz998gz9+/Tt8TZf12eVruFlRhnPbt6E1OBxN+XXYvyoE0WMWIYWdu/8lXr2+QYiMS0M4AYzecwS792dijx5RjjmA18eMwCNPPoKH9a6Mp55GWNQhHDiUjf37UswbJZMPp+C9rFT8paoEXzTX4BMG/L/t6cBHqbvw67Jk/Pb9t/CnP/8Z3/zhW9z54re4+f4dnL10E60NA8hhfHZwYyr8/XfDd30I/Ddsg9+6EKwK2IJVa7fDb8025rfB138LVq4KhvcqfVBjI5YucEfs+Cko8lqEwrgIxC4dh1yq7ptX38CV81dwiQO6rOW+iN+bhYi0FuxMrEVUfAUiDxczLUFoYh0C52/Ddo4cgwnSBg5kNv3qearW8wj5FUecjyr/LLbSgh9+HtOfeIIx2VBMYZw6ZzvjyaAjmBt8BLODUjBvUwYWbMnEkITUdPOgW1llF/p6TuDS8WM4N0B16xnA8Z5eDNCtDDCOOcX8qaOEjqp3/OgABgjk6e4eQncUZzpbcLa5klZEK8G5pmocb6xAX0MV+uvL0FFXS1f5IS5xBJlf0YZduxOwYUMEPJZvxISp8zF50mTMnDEdi+bOgseShfD1cEOQ/wpsD16LqO0bsXvHJhxiHBQfG4HkvbuQyqv+yKEDSD98EBkEKSclGblpR2gZKKSLKsnKQUVmNt4tycHfrp7E3/7xd/wDwN/+E/jTt//AV1//Ebc/Y6d+9DmuvnsHA2d+jYr96UhfuQFJAZuRzFFrwqgpODBsJELcebEw+A4OicPGrXHYsCXWfBjCNyAYzw59Br/85c/xyCMPEbYH4ekdYF6yHBsTj927D2N/3CHcSEvAn6sJWWs9Pi8txOeVKfiWI3IeCv70X8BXf/g77n72DW6+9ynOXPkAzX2XUdByFvltV1CZ1YOdXnuwwCPEPF6+zC8U3gFh8NE3BwJC4btmJ1brzgHNn7Y+MAyBwTuxYcUGxMxxR8lSNxyaPglxGzbizKlruHbzA5zpu4DDK1YjcEM44g7nYy8v9v1JeTiYmo/4jGLsyaS740g5/BePIoKjy9BR07Dj6dfNSDKcMVgoIdtG2EIefpqQDcWMJx/HL54cj0mjx2H2lgxM3ZCKGeuTMGdtEuauS8aCjUcwZKC5DXVF+QwEUxCdWIgk+me9TKOn8yRjtNM4T1d47thxnO4nTP3HeJDM062e7u0xbvWNk8dw7dRxXD5zBlfOnMfF05dx8tQF6Ksl+mJJP0eeA3S9fV1H0dXSgbbaRtQX56EqNx1VWWloLsxEa2kumsrz0VJZyLQErVVlaK+tQUt1DZqratBYVY+Gyjquq0VDaTVqSitpNQyaK1HN8roKWnkdastkNaxbiYH6Rvzl7cvQg6Hf/jfwV/bqn//+n/g9VePzL36PX9/6DJeuf4Ce49dR3nwSGRW9OKIvqi1cgdSJc5A4bgYOvzoSQXQtHmt3wGv1NqzQx77Ywb7rwuHu4YdHH/0FfvCj7+PffvwveOCXP2UsuRlrtu5HAEFcsykOq4PjcCI+Ef9dXYjf15fitxwsffv1HfyNx/SXv/43/vAXAv+7P+Pju1/jrXduo+/MDZQ2n8GR8l4kl/cj9+i7KM07hpW+cViwMsh8fGyZz1as8NsG79U8DgIn0FYZ2HbCf+02rF+/gyPMKPPa+S3eQUic5Y7cWXNRGRyKrqZ+DBy9jP0c8ev7BwnpFUhIK0V8eiUOZ1bhUFYd9uR2YPOcIOz8xWMIfXE0tsz2RPCLY8x9ylAp2SNPYcvDzyDkl89gw0PPYfqzj+M/nhyD8WNGY/bmVEwPTMPMtQmYFxCPhYEJmL0uHkOOcoR1rOeosfb6JpTl5yAl/hD27U9AvF7BmVvO4XG9mY+pbe5DY2svR0L9aGlj/daTiKTkrozNox+mPK7fh0kMRN02HkR1Ywv6u/o4lO6n9aGbatjd1o3ell700GX2cvtuttXR0o22pm60NvaY91m06MUdDV1orm3nqKsF9ZVNqKtqQHNdK5oqGwliIxoIVX1FA+qrCFUNl6saCSLTStaraUJLXSOOdp/BHyVf/PsvQvZ3qsa3//hv/PYPf2WnfoM33rmL/tPvorblDDILW5CW34jcmpNIjqObGz0DmeNnInHibMyeMNf8s4m+aDx6uicmz/HGlIWrMGehFyaNeR1P01U+/ejP8NorL2L6nOWYOX8lFixeCbdlvnBz90XuoVR8Sq/wbVMD/vrWZXM8/yDwHGzjL9/+F776hsdz+xtcu/EpOo5dQ271UaQoIC/pQHrdBSR23obPZnaY9ya4rQyGx+oQePtvh4/fdvgStFUETZD5E3z/wJ1Yu34nR9JhBC0cG/Ra+E0R2L3MH4VzFqPWczWaY+jqZy2En/9OjgJLkJJRirTsasZmHADoox9F/dg8nyHDg48h4oXXsWXyYmwcNg5bGX9tefBJBD/4FAJ+8RS8H3gG83/+AsY/9lP89KfPY8yIsZhCqCYFJGNawGHMW5OABeuYbkjCkF6OurrbOiHYjrZ0YaCTo026wV4OuxvLK1GUmYN0jqqS4w8i4cAB7NuzF3t370Zc3H7ERcVizCsvYNhTD2HSsOfgNuU1BC2bjcToHTja2IouwtTVRiNIndxHR2sn2hrb0dHcjfamDg6x29DW0GbSFppJ61rQRFCaTdqMhuomNColRE019YRIcFHZqlROAKsJGNc31bSYNtrr23n8p/HGtbdQ33cO5279Fp//5T/xV3auXNQf/vLfuP35n3H1xh209l5BXlknjjD4zS9rQ3ntAHKpIime65A4bRHWcrQ6epo7nn55DJ4ZMRnPjZiCF16fglfGc0Q7ywOzGZB7ea/lYCMQgQEbELxuI7Zv3ITwrVuwa3sIDkftxrn+boYNleisqsW7b3+E3xMuHYtx37SvuXD7q//CpZtfo+ToO9iV14dN8W3w2duAeRHlWBB0AHsOJmHm6j0YM88f09w3Y45XCBat3A53v3B4+odZFypFI2hr1kdhzcYousMIBG+g6wyOwMYt0dgUsBWHFvugacEK7B6zAMtXRyGOChaRUo8dCU3YeqAVwXHNWLWrHSsmBWDdT38BH44eFz8/GvOeeRlzH3kCMx5/ChOfehZjn30Wrz//HF4f/jrGjXoFI4eNwMTJjJ39DvA491PF9mPBmgNYFJSAhRuSMaSbEHS39aKzpZMwdFFSacz3tFF9Ounuuk7g9NGTHHX24nh3J453tnMw0Ib+1lb0N1ejsTARTYVp6K7j6LOjge70KI53DVCxpFq2rY7mDkLVbsDqZFkbBwrtTZ0McNuNSaVkgkWgGGhqWyxchExWR5WSounz1HVSM1dZPfOqJzPt1Hagly76H/gvfPHZLZy68AbaqBA1nVdR3HoVRV3XUHD0PaS1vIWorC5sPlyDTQn1CE5uRGBqA/xjCuGxIADuc+cjcHMopvuE4/Ghr+P54ZMxdOQkvDx6CoaNm26eoRo3ZSFmzlmGJW4rsWLFWqz334QtG0MQGcaAOzIWsRFxOHn+Tfz9H3/EtUv96O7qREPbMVS2XUBZ+wXkU0WTao4jNqvdzHfNCzyMyd5hmOvNGIzgrN8Rg8ysfOQ3ncPQxWF4auxSvDh1OV7SRPMsP4ydvw6TlwZhlscmKt02uK3aQXjCzacbV6+LoOuk0S2uD9ppPhO9dnMMtnGQEDHLC3On+GPOnA2YNmsLpswIwuRp6zB12nrMnrYKi+d4YvHsBVg0bzHmzVuIxUs84eG1ihdUALx8g+mugzng2IqVq2lruL+1kVixYTc8A/djRdBueAfvx8pNB7AqJBkrt6ZgSFdrF91Wt4mXupqV70InYZArEyCCor2ZANLddbUfRS/B6+nsRy9dYSfLBhRzMfY6ypGovgjbTWXspFJ1C9amNgJG9WJ7UjABZI0w0JoIhYHKBZLAUlov13cPIsIlq6hHLV1kXUUjasulZoztqGZKa7nO1DVqRzAb+nHj099RJ+zf3/78B9x+/xbO95808dthBrobQ/bAZ/V2LKfb8fCnIgToC3GRjGV2Ii56NzKyKuG/rxWPjVqMZ18ejRdHTMCwMZPx6pjpGEFXOmHaXHaAG5a5LYeP92qs89+AkKAQ7Ni8A1GhHOFG7cNBjnBTkwpw9oPfmi/7Srv+8ocv8emHH+GtS9epcqfpQXo4MGpCTUkFso+kI5MDlsz8KmSUdyK1/ixia9/CvF2d+NV4Lzw3di5H34tpS/DalKUYNX0Zxs1ZgakL/DDbbR3mewVi6YpN5sttXnKndKur14VhjfldUdhIWx8Sg6CQaARv3I7A9VsQFLSN5aHYtCUcQVs4cNhMd7s9Ghu3xSGQdQO3xbL+HgLK5a17sI6x5vrgvYR2LxUzGmuCYxCwmeUhB7B+22GmB7F+Owd22+MRHBqPzVEM/Hvbuxgj0Z21tBEuqs4gxemQEnGd1K6T6dFOxVhH/9kIWifdYDfdrfKq30lY1VY7VcpRLAHkKFaDXFxtM+poBi66uia6x8HK5cAjyBoqmRrI6lFDSPQq+PpKbl/RdL8OtzH5arZR2YrKxhOoP/4uTrz7G7z11T/w8bfAFxwFvP/ltzh56X3zIpAywlrGAURpWa15P2txVR9yGs5gd8lJzNlZj5+P9sdTLwwjYGMxfNRkjKaCjZ00F9NnL8XSpcuxcrkf1voHYfOGEIRt2YndYbE4sGsfEjiyTNmfhKzEDOSmZhHYauR2Xkb79U9w/e4f8OEfgA//CHzwDXDjs//Gufe/RfXJ29hdfgVbMs7A71A/5oTVY7hfAR6cvBMPvDyHKjoTL42Zj5fGLyBkC02MOH6WJ6bO0xd1/bCILt7NOxjLOPjwZty2MmA7/NaGMkaLQCDdp75Up+9P6SNjmwmNPs8TEroPW3fsRUjYfpMP2b6H6R7zXU99x3O7vmEeccB8x3NL6F7zBZotLN/C8q2hBxGy8zBCwuOxlaksZGc86yRh+64UhEQkY2d0KsL2ZNBdtkq1BEaLUbL2hlYDmUwqJNg66frkUhVjKRVc1s0y3qLyCSzBpPpmW8FFa6NJqRy4ZHZZwFG1CJ4AayQYAmywgsmMQgkcWi1B0LIxwlFbbhXNUTDHGjRYUNxWWYui3CLE7cvGxp0p8KR0u+0sgltUOWOdMswOLcac8CLMiirEzMgCzAzNxSTGDy+77yRcHvjpU6/h2edexmtjJ2LExKkYr6mWGYsxc94yuC/zseoVsBFbNoVi57ad2BsejYS4gzhyKA2ZCenIS81BYXo+SnMLUZlfjPL8avPtyMiEIgTvzsHq8Ews2ZiIiSuj8dKC7fjFhHX49xeX4F+fmILvPTQc3/v3p8yXSn75q0fxwvCxGDp6NoZNnI9XJy3ESMaJE6hg0xhfzV7kiyVeQfD0IVy+27DSbwdWB7jg2rDLfNB1wyZ9PTjOwhWyG1sJk77TGSLAaObDsOYDsfuxPewAduw8SItH6M4E7Ig8RDtI2A4hNCoBYbsSERZFgAhSqNKYVGPhsUcQzkFT5J50RO3LQNTeLMQdyEPM4UK5SwXlBIZq1NnMoFwuTtbIZYHD+KmDqUAbbB0CUmrlMhtbtTClO6RrbCZMNqAXXITJpWSCbHAcZqzWxmOOehm4XKDdKyuvQ1VpHarLLGQ1XK4uq0E13afMuFXWrWGMVldZZ9Y3sqy5shr1hQXI3ReBSP8FWDr5Jbz23C/x6C9/ip/87N/xrz/8Mf71336Cf/3xj/Aj2kO/+A88+9SvMPzVlzFu3CRMnjwbM6bPo2tcgkWLPLDCyweBa9YiJDgYUdu2Y39UNA7H7UXaoQRkJaUh/0iegauIsVRZXhEqCspRqU8G8pjNyJfHVl9YjKJEutLIYISvWYI1i8bBc/LzmD/mUcwc8Qgmv/ooJgx/EpNGvWz+zW7C5KmYMnU2Js9chKlU0Vnzl2HBkpVY7OYLd88ArPDdSNcfAv81O7CWI0zNgW3cSOXarK/X6Vuccdi0jWDt2I/NVKSQnfpo/z5CdcCAtS38ELYRrO200PDD2CGLiHdZAkIjEwkabZegSjMWQaj0WeydcQQsLoNwZSJidwYtE7v25RC0HOwiZLEJxRhiYGmjUkmRWtoJlozgNNJ9EhbrQgkZVUx1HXPgUhCveMvARaAEVjPzzQ0cPdbZMgsaU5oT7MsclTNx2SAlc1TJgU1pdRmhKiVgZQSpTGWCrhpVVDRBJrhq6VZV7pgUUNZMt9zB0W5vSxO66ivQXJCCssRdSI8Owv7NK7Br7WJEBsxBVMBC7FznhYiNvojeEoC4kA3YvX0D9u/cwpHidqTuiUTm4b3ISUpEXnIq8lPTUZKRjbKcQloRoSpGSX4pygrLaWUoKypHVUkVakprDWjVdM2Cv0FK3tDCc9uC3lad5ya0VZYSvkxU5RxBeUYq8hL2c1/7kH5wL47s242EmGgcjI7G7oidiAndjugdYYjaHorw7WEI3xGJsG27sEO2NRLbtkVjq8z1Rbstcn9Uqu0EbCtTAxhd5PYwqtROKVWC+RBbKKFyIJNq7YjiclSSUa7QSKZ0f6FUsB1cVn5nbBpCY44gLCaToKUTrmwXcDkI351FV5mFmEMFgowQySUy7VaQrykGAUS3qVGhlKzLAKU6UjEBZl1pBwcGgquddUxKcExexm0NTIRI5QJMaiag7kPJWI1wKfCXCSxBpekJ4yYFGDulhq6ySpOvVLEaxmOCrUYTr4KPy1Uq56BA9WpZT9vWsbxOc2k0tWHAY1lTlaY7Whm7NfBYCX1dI9rrGxh816GtnrFiZQ23qUR9eRXTGrMPHVMNVbOuvJZpPSq5/3JCU1lSzbSSABH2Ih5fSQ0qCH4FwSovruH6WlRwXTXTGqpwDS+IKh5DLcODOv7GGrn9imZeHM3QF5Rr9XUVLutN5PpdSqtYp6KY7bGdCtOe8pUozCtFfk4x8rIKkUHXnJaUhdSEI0g4kIRD+5KN7dudhLhYfZnvEO0wouj6ImQRVCy6xTCq1E6CFRYpxTpEJaNLpIWZMrpGQhY2CDIHsO3M3wMtJp0pjeoWyfhLiiZXuWtfLtUsH9GHiixkXS1UKQX7dJFabiMgXcx3UY0EnJSrS3NbWhZcLmtnHKftOhq4DeERTB20NsLTTpfbSlANZFw2CifQaG1su5Vt6XXuTbUCTJ1LyIyrc7lIgqFZ/HoBQniq2aE16mQuV3NZqQFOecFlZvutCSy9dl0DAzs4kDKqXYGsmE8qSUXhfqvLql1xHOtxuYZQVfIYqnk8VczrFfRGLY2CMiVglcVU0RLrrqtoFiaqFcu0rAuiQtBpErvE1ldewFTz2Izy8jgcV19b1UJrN6+6134r9aFawcZjr9EywS4npPpMUIUA536KCghafgVBE2xlyM4oQuaRfGSk5eNISg6OJGchOT4TCfFZOHQwHQcOpGHfvhTs2ZOC3bFJiNanIRlfycxnIPVBW6pXeBSXaSbdlYRwgiXIwqIZg+kBArpIwRZB5ZIpFoukm5RFEbBoqtmufVSw/XnYfbCY7rIEQ+TyOpoZwAs24woFD/Ms17yZcZVSMZdJxTSBagYEre2mjuBy4jc7qmxFp8po7awrtynIZEbFaFK1JsKnCdUmqlgDO14K5rhKqVi9cXm82gmRoJGqCC4BIjhkUjTBJpUSmKYdwcq6ulvQwA400x5cbqBq1kotzeBCo9hWo4B1LK8RcHS3Gr2alG1UMV8jIFi3Vh1ONy24FBtaE1hUMcWKAspVJsgMhAJL9QmZQKwUgDxGqZnj5gWe4KohWIKpkstVlfoaMvcntdMF4VI0fUytnGpZSlUrKaxCMUErugeatbzsEmSlFxpLTcpGSmImLQvx8UfM5yAPHjyC/XvTDGx79h1BHNNdgi4uGdG7U5lPRVSMyggSoYqKS0Ek14fTIlgnSnX2Mu6iWkW7LIZgKcjXvxXG0PbEF2HP4QLsjS/AvpRSDOls7kO7gCFYCugFnVSrwwAlcy03CjIHJNfok+7SpCwzo0mXmrUx3hBcbVQqE7exjoGMYKmOXKWJyahqGiA00320KPjnesVkBkCqS3NNI43qx/VKFbcZ90owrXHZTFm43CzLnFhO7QhakwoqKpkGBsYlM1/Ldeo8x6oIm2CSOYpjAFP8RyCUyioFlAOHU1ZMsASTyyxwUjBb7ixXs251KY1pVQm3lftkW0bdTFuEr1THR3fO31bPkbeskRdpHVO5WcFXpQvAQMf6zJcSYKmcTPAJPKV52fpUYzEyjhQiLSUPKUk5SErMRkICFS4hiyqXi8OHsnDwQDrhS8e+/RnYdzAHcXvTsYf5Pfud1Nreg5n2O/GsIztwOB/7D7mMYB1gkH8gSVaKA4nlSDpSgcS0SrpLAdbUQ/WyI0ajZHKLdGkK6lV2f96LKkYwOlxu04mtHMDkGtsY5GvqwsKm6RBBZt2pE5/ZwYK1Fi3zJMpatMx6KhO4glTbSAmbeZKdQYLMxHdaJpzNBFLAmcEDFckZPMgt1lGVVG5AI4jG5DpdnSbABFYd25A5y1IRxUq17HxZHYEwsMmMwtC0jssCyLhlrWOZljVAUXofMiqwUWGqpNy7FFNxl9rR/uXa1RattpJQVXXyt7TzeJivbUMtf2dNNWM2fRmvohXVLHc+t2g+GVnaxJiNAJa2oIz7K+X+SqmgxYU1NH3WyEKXnVWCDLpWfUs0NTXPpGlpskLXV46ZJuYjKTkPSUl5SEgqwGEuJ7D8UEIe8wVITC5GYkoJEmQEKjmNMB0pMzfb9erPxNRypjVIy6pBZl4T3aWgomKpwxW0t1Ox2giR8koFW7tiNZcZOAxACvJtYC8IFIc5kBkYCUKH1jM1y6ovV8vtpWIGPu2PaSu3deAy7XM75c2xsNyooNRPo1SzbZfZp4VMqudSLUFFZTAxmDrOtSyXaSZvWWbn1rROCkewuJ0UzqQuyOoElzrdlUrRallfbq5aKie4XO7TKBk71Lg6uUumRrEEjNZL8QSdANTxaNnAZdVUMZiORfsw21DV5BIrCanAKStSDGbdaDlVsKyk0fWRtTqqlWKzWhTSSvQdUNbVN7H0cdki5gvya1CQR1OaX408fb2YsOXm6iO2BM5YObKySs3HbvWdUVl2VjnSM0qtcTktvRSp6UorCKX+P6MSGVlVOJJRibQMpplVSM+qxpEslmdXIzO7ntvVIjO3HtlFLTYmU4zkTCuYkSFTZzqirY4dr0Be4NG03gFSqmZhklKpjuoKOAJgXKPdVm0IJNsu12v7QZBZsKyKWRDb0SzQuNwsxXIdm5RRkDWpnEpkQON6+wQGO9AE/upQR2Wsuuh2lBldUkUcxXEGBQ1yl6acJsjY4QZQrTdgESKXGTdKEzQK6LUPxVvGVRGwMo4oZaU0+11P1tG+dBxsT0DVyF2qHUFFyKp47DpOs+zsT8Cy7fLiRmNlZU3mv91LuM8Kbl/O/ZcVEbjCBgNXaXGDNbrgYoJXUFCDwkLCxlRfNc4naHl5hIuWT9hUnk/wTJ6mj7fl5VVzPfP6zinLcrSebeWwLDu3Clm0TH1qO4eKmKfyWlodsvPquY6W08CU+8uvQ25BI9tqQF5BC3JL2gRZl7mP2OwCQaM9xy0ZBWFHqlyqZhVFedVlXiAZAKziGeNIU7BZVbPbG5VzQWbiLZppZxBkZn9UK2fyVq7T1KWr01SH9mFUk2kTXUcLXYi5HcU4TE9o2AGCRpRSGqmJSz0EGztYiuIApjIpnFEZ14DCuDF2sjpbYBglk+sUHKxXJaCYCkJtL1g0mtR+nHjIGAGTVbjUTcqmtrS92tb+TUym4+SFIbAMgFx3HzA7mhRQZQasRuMKy4oJF5fLCHYJR69l+oIxR7XlUjx9wZigSc2KCWAx4SwigIUFddYGwSe7/9lsKSLLqIz5+pw2t5cyFihle0oLWJ6r/0YjUAX5+o5lE5cJUaHN5xc1u/L1yOd+ZQXFKmtBYUUnhiieaa1lR9YIGlfHsXMNaFx2FMMsmzIF5M2DgnirOhYwgkNIzOM7AsLUJzRso4WBu4mrlOd2zj7u7YtlTrkJ6JXyuMwjPHWdNIFo7xQ08pibajgyZappCCfYN6CYqQ07xXEfKAcu28kmZV2NAu1o1W6rThZoJi6jqeOdWMyBwAwG2Plq9z4QtVQuC5QUzgwAXOu0jUzby5wyA/SgcpnKnDY1IFCbgqZcH7p1wSXXaSGrpXLZ1CibUTFCQ5ikUOb76wKOaldUYGErKaKrlbtl3VKC65j+eaWIbQpKU9+AZSErYn3li7iN+Rw34SksbmFZM8taUFyiZapsWTPzjSgsbaW1cV0bisvaUVRJyARBiyBzwSD3dA8AFxTGZbkgEGQCzLpDqhTBkupIqTQfpnLFSK2mPY4KzchQ9e0o0ZmUdUCyoEm9nPL764xxuYkXgEzrBJRcnCAz81uDAFNQb/MCTa6TAT7jKudmugJwo0I0za+Z21IuJdO2Ji5iRztgaNm4TUHKfarMUTITd3G9yqRaZhuVcR8GMi4Llv8NLO3DtZ0DllM+GDLNh5WyUwVaBdtVPOYAJoVTUG9iMy3zoinlOsdtlhgTEFbNjLLRtCzwBJZcsAObUrlifcVZH9ct5vYCrFgQlhMkKmUpBxemPsEqK202x1ZWpk9Et7rMfo+8rLyD9dq4rhPlVd0orenBkMaaBnY+1YHxgZ0qsB17DzqXOa7TAUNwCTK5xhbHJTKV+ilWa6Uba2PdFrbZKrhc7RnQmDf703q20cRtpFSaiR8M1GDQjIIRPjtVoZvrbRx9MWXnW6USUAKCnUUlUxwm0JzgX6BJkRx102jPjPpcIKiDHZAcEL4Lwb1lpa68A5NSZ1vB5iyrTZU5wJn1LB/cplnP46ri7xAwgqqScVoFQVBeoDngVbBc6wx0NFufsRtN4GikWUbXWk6FKaWyyCVKvfQJcMFjgGPeAEFYDIiCUsscrZa41slULshMOZeVLyVYpszkW5nXNy87UVpBuMrbmdKYVui/2muOoqr2KIY0sDOaOPpqotvR3JRuuwyGy4HinhIRCnW4FElzYYJMCmYHBha0dt0or65HS1U9WglTG9tpkbEN43pdbZt22YZukDdTmQSaeexakBGue26TqebANA2h208aCdYSSDPtwI5xADKKxQ6s436tOrmMnTgYMAXucnlm2dXJgkE2eBrDKVdq4HKZuQvgKjOAuCBTXuZApNGks83geo45dU3K36FZfpkgUmoAoppYaAmatqtssVDx+J06AlTbVFa2opyQKUYzcdo9laK7JYDFVCuBVkq1qiAggsyARoCKBZZLtSxsrawvuASVCzDBZYATXO3ME66yDgLXibIqwlbRhnJ9tKumCxXVXaiu60NNfT+GmHt5hMc88uyCygFAqaBw4ivj/qQ+gkWjTwOapkBs8K6ylnoBRXdJCKRicpdmHkxKR9MAwqih2tFtJQMtwXIBdg8yqquUzSpaq1Es86wYl5UqKNeMvVEzpXKLmt0XgKZzXbeR2MFycXWaxqhoYRykWXypnHWFjiLJDLQuyBxT+eC8gHDy/6dlmxecTuooll02qiXAeUzVXLapNQe0wXkLnVyphemeehGiSs2REaBK1XNBZpRMAEl95PJckNkYTPCpLdYlQMb1yVjXqBPz5QYoQqlt2J6jcmqvnKkBjudSqqV3dFRQxSqqO8y7OsoZg1VW96CyRp8p7Eetvq0kqOS6BrtLC9l9NRNUCuhNPGags+CZe5LMS93sqJMpBwAthNGolGOClHXMPBhNTyHUC1hBRkhljWyrpaHLqFmLoCNog4GTGQBoAquRHSO49EnrepriM5WZuS3m61zgNVTpxjMBIvi6nTT4Vo3qKTXby/0ydSBTOnhZecHjrJM5YKnMafN+mepr28H1dCx2UrVGeaYy5QWVUgewfy6TaRJW4DmK10rAWv7JKrheMJVR+UqpdFKuEoJVLndpygkftzUgChzBRSBNfMVUL8C5Bx7bc9ymgYzLWid4rZu0QJUTtHLjHl2fHqSiVdV0EDKrZHqd1RALlwOT4qF/hstAZIBjbGUUzcZdrbUdBE9AKF7TFIMA0pxbj1Ex1dPI1QJq4TKxG5Wske2YaQijZNaaBZtpT8Y8AWs0sZnLXJCZzqfZuK3NLjMVkKrTIDBoDnj17Hhz/1Lb8nfU89jrpITGLEgCzLFGAu7knXVKZQ5gSi1QNjVtu9qSYgreGqqKAekeZKqr36D9axa/g8fZcQ+0OoYLtdXtLri07f1y5TXT76wXbDV6w4+BTzP+hMyVCiSlgsfEV4RM0xsOZAKxXOAQLAcomfKC7B54LsikcEblaOUGQprAIkyVhEwqVi7ADGRd5u1C1Qz2zYfwqWYCbYiufHWWYqJm/qj7JhUSUPcHACbPzjQg8CRZIGS2rI1K1FrfSffnAsfMvWlGn+6UEGkb5VVX//DhbC+gTH1BppTr5D6dzpapE42isdN0vIPXyVRfbQiSeh6nhcXC0cj2VUeAmVRlqudKZYLcMacdx1TPAOSCSaYpjnvAuKye51BQ1PH4DGAGHAuKgUllTC1AHTyeLq7rNKYybWfBu2+qo1SQCax7t5WYmjxNcAxWobJSQWbBcOCS2VGlhUogCTalWh7chuNqHfDkYisUb1USKJoBygWVPhWtF/VVVur1VYSqmqkJ+vXlXr24b4CQUX7VeU388U08Cc00pSZPsL4bo92D7P9gHfq/SYJkOogKZt2ehaut3v4/pQOeAU6AqSPZ+YKsVaC5ygSE2nFAamZbGglrnXlM6J/MAqF692AjGA1UT2Nqy9XO4DpKBVZLI101Xb0etnTWOesdWKVaBjiBZvIESnBRYZQ28HcKqAYqsYXNBZcBywJmAVQ529VbEgmRhc1uW1/bSetm3sIlAJVqm8GQWZP7vA+ZYwYimnWLLvVijFXKOE7AGJBcproOTJXlBMlVrnyFs55WqfiLqlUmFRNoMimXgYzAEbLKKioY4zGtqyRsismq6zS6lDJIIWgmBtLJ4gm0E5623ECoDlbnKDXg2CD9u9AJHGe9k6pM6ib4TICvjjVGGLlenS71sSqiuoTRuEx19mBjx+sYXACYMtZXpzZRRWWNyquM7apD69X+ve3tOpkDkIkHWd7Mi6O1qcekemO16gsamdyxTHGeURvBYoCxIAk2Y6rrMh2TUgvPYLPKJWuoJ0yCjL9XcKlMwAm+wfVqGevU0D1VVwoyBzbHXepGubUqlgkWBxTBZcGighno5E4FldRMALncn1OfYGmKQvNfTqxllgWf8lov2Mo1ohRwUrJuA5jmxGRV5qV8KtcbIftQ1cCYTEo2GDSrbAKJnchlZ50DjZalJt+FS+bUcczZTuqkTv2uijQMKpPZMnW6FI8w8ApuMle2BcSCZetZs53ZKChc5mzf4NrO6XBnvQAyxm2lfgZMdnZTAxWY8aRSC5lAFWBSKatUjmI5yiSz6mPryQS0s9/7yiRVsulgqxVAPNY67s8pGwzXYMgcc0BzTGDJHNAcyBwXaCZMi+kS6RaNOhmls2omyDS5qvhMc2qKvTSVYaYzCJ+Uy0xRsF2NLgVZSZlM8DHoL+8ibAr+uwxgZYSrQkpGV1lJ11lV24/yun4MMff0OIpp4InTSKye+Ub+2Eb+OOU1LSDTeptXDEdlIxRSpxaqwmDIBgNpTPV4sm2M9c9BtqMQUh1bptQFFNMmXvkN5uq35fdAdNUXZFrnwOV0rulspoMBcPIWHqmf2tO2gyHtdpkg1Xq7rTMq/GfAlErNVEf7sqn20SBwXMdtyv9P8MgEoVEyq2AGPl5cjju1qmYhlZo5ZpXMqpcD2T0VI2AGKsFhQLLqZRXrvnJJzQSgTHVKuE0Jt5V6FUvpjIukeknBqGQlqk/ITDlBk5oJNoFolKySCkYlE2jlVLLKGrpLKZluUVRRRuvo6/X/irWUWJ1Ic3IJjDmxrpNsT/SgkRRT474coGiD1c+Z52qgvDeak21jGwc2Bwal1mzHDu5goyD36t2vq3KnjgC7tw3LHRh0vFpvYyFnH67tTTnz7GRBJTjU8YqHVGbXEyReaHru3hjPj0ydq06W27oP0P3UcXda55jKnNjKibVkg/P327Lldrnrn8By4HKUy4HLMSmYM0+mZTsv5gBmwSoXIIRP5Qr8i4s02rTKVkZlk7oVETqZoDKAEU6BJyut6EQJ1cvM9BMyqZlcpjHXHFmF3CbdZUVVL4aUk2JNEuofGuoIW42MJ3YwWDrBSlXuQCYzc1aEyAHLAc0onzGpntYLCrblmjaQmQDa6XAXGA5Q300dkwo5ea37LohOXjb4+B1gjLIMXucqE7wWONupyusC0+91zoV9JFoTo3aOyoHFGLd3IHEAc0AZDJGz7Gz7T224TG04eQcwB657gLmAkoIJHOUHwybArDlgOTGYYJOytRIqlVnIrMsUaFomSOYmeBMKihoNVA5gKrPwqazd3AAvLpWidZoYrELgEUC9hqyC7rKi+ijzPRiiB+PMbQmlVLVqymolA8UqBow15uoddCULRMGijuMVXc9UblSjLs1PSdWswsn+GRptMzjvLCt1OtJZ52w3GBrlBZWTd7Z3lpWq7Ltm2qbptxg359rXPYDMdtyepklSLd9TLJoz0amRnO4LCjAtDwbFyTtK5KSy/xNQdjulg5dt2eDYy7hEF1iOglmoOILTTLvyLnPUSmUWrPsmeCxgVqlkTkxWXCSX6YKMJsgE2GCoilm3uKQNhUWC0N5yMiZlo9KVuW4vmRhO7lPAVXYSxA4qWUkdideNVj1NQLho5cX1qNatDA5/zQw0TW5VqTqmmie8jqbbNBokaBbdKpNVKDuTfh8aQeCAcK9zWT64s++XS+nuw2ZM6sjtHSUb3K5SHZejPE6bSu1EqGPOsVtVNr/F/B7WY2fWsPMMhGzHTg0otUBV6MJTys5yygWEphMceL67PFi5BkP0z8sWMsGkZduuXXagGmwCaDBkFexc5Z2pBscGQ2aVSqYyq2LfBayoUE9rKPi38BW7VMyARsiMigk2wiUrKLT5Qime3C3Xa7mEqnbvXqZcKmO2otI2DHGeUdJ/3NjnxOtRSdO/gAm2KsGm+2UuyHT/zNx34wmpptVpYtEFhh3mO4BYiIxK6MSavAXAgdUYy7TslJn22FnGFFjTGqQMcmffgVV5cxwEQGqlYzMz7eosc3xs33WcVVQh1ZOpju73mWWt5xUuyBSbCjADFE1ppTqNVknQHNgc0GQCy4HGgczJO+UOcCpztrF5KZRVKQcsBzxHnQTQYODuu0Xl6S4FEzt6cOpA5ky0OqA5Ab4T8AsoqZcAKyzQExr3gSs01mDTIqZc58CVX9BkFK2QsZxjzjqBJpMbLaI7FWhUMj1C0oBKAmXu5JfUoEpwlVDZBJwLMAc0J29uzJoTZhXDQCaYKnmS1NEuiO5ftbbMAeoerFQYxYSm3KUqsjqdbJ5QpWpTqQOyA1o1j6GGJ7uWJ1t5tSmwtKzyKnZQFQHSU6XmnyzMssCx6f1lAchOZap1AkmjMQOSq46eahBkukXjwOYA50Aj+y5wTpnqDQb0ft5C5kx+OkA5kMkEjlLB46iZ4NH5F1jfhcxxmzILl322TI/5OAqn58oEmOMqBVlBvp581QOOhIpmgFPelDcgnyAVEDBB5ihafoHMAmjBs+60iIopFdMjQAz861FWpOfTCRpdpf6JVoAZyAiUUblBgEkB5FbNnX+eKKMWLqCMy1EHExa5WwMST4TUwpQNAswxxX5qywBIs1BZ0GT1mh+6B54FTAqn+laNtC/bvqNOqqtjsdAQFp1wnmQHqHsmWJgKQK3/p3K2U2GUXbGq1EydSZfC8zQYsu+aA5sDmGNaJ1B1PrS9zMJmFcoBS6Ap7wDnlMkEhxTIUSqpmQOZTDe6jTl5puZ5scJ6Y4LMUbViBfVmVGlB+98gcymazJSzzMJkIXOUTE/I5hHAvHwpXosFz1gT8gSenvE3z45z57pTL+DM8+TseAcwxWxyI+aBOZZpIs+cZEGmZ7MMUK6O5smp5g83rsfVMRZMqZZ1u4MhG6wiyms7BxCnTQuXVTWn3IHO2c6pq7xjTl0HHAcyAxRNKq3Hliv4u51/JxtcV8u2rs4LjXXMM1pads6BzosLGMesOv2zOfWc7Zy2LJj3IXLgUvpdZRIYTuAud+fA4sCl1Hn6tUSpVMtVx3nW3zyw6HKJg12jzCrXfdD0jyL5ehSbqpSb14h8waf1hEqvktc6Y2wzn9s74Jnn/dl2noFMy60WMp1EAxpXyr2Yx3w1IJC7NEBwnU401U1uUvGKVTMbp5lOJVxOx6uDnQ6VS7wHldwi3aNT5nSmA4gDhrO9UyY1U+qUDwbRqSeTq1N7gsYps8s8ZleqKRu7X100BI0XlsocuGTK63w425hlwmWUzAXZd4FxIHPyg8EabI67te2xff4GgeSAZqAaZKojcKybs1MPdgrCukAHMKtOridfpVwuqFRHgBUV/u+QOS5RUNmUEOmfRQr030fVyON2Uq7cPKoX6+j5fwNRfh3X1RvLNXmrZALNKBjbzmVekBUUS8l4gu2/VwkiqopOjGswUEHXUGVONH8MXapRAHUmT6CuUHWCrnTl5RJrqThyNSbQVj2eGAXeUjUTcJt6PJkudZOL1r5V14HGAUfbOuWDIRsMpEx5lRkYdHzmGNVBAtkCojqm/J45gDtmYTLnwXU8DnBaZ8Gzv1XuUk+cChiTV1vMa586N1IQBxZ1/mDAZE59PZ3qgCTQbN37YDmpINIz+6VsVyDJXVpXxwtf+zPrXTGXjOUWqvvqpbSQQFjIrGoNVrL8PK0nQPofTYEjaFwAmX9tyycwislcYOWx7cGQSfVUz9ZtZHkTyxqQw3ZyCqlkOoGl3EiQ6QQoFtOI0/zDgn4s1+sEm3/H4gE6V2mlqyPKaDppmkNS7KH1FjLbaeowBwQLBU+ko5A6wTQHLgca2eByx106dapddQab6t+Dgq7cdB7NQuX8Drus/GBzynS8Sp02teysU1qpkZk6fJBZRdI50LmhG2NdBxoLnOC7D5cFTanasvn/LwVzytSGVaZau0/Wd2IsqZtAEzwWNMFzHzKTd9V1luUSTczlMgcyWR7Vq4Db5hCo7Nwamv630oKTk2tdqAOWXKXN15q6cqkWNELG+rmsn8c6WYJMgJWw4VJuoB8h1ZKSCTKz7DpJJfqRrGsejtOJ4gELOnWcHu/VCXGkX9uYDuQJUWc5HSdITPxj4j3ty4LgAOR0rsqUDna/360j03Hcy6uzZNxW+xX898po5nhcZarvLDum3yZz6jjmgGfaEySERS7T/Ksal3WOlBdc+u0OQI6qWagEItvThTcINqtSdjuZ4/rMtsyb9WxD/+Zm/suIeXN/keUF7GhBYwcDth2pnEyqJZgsUK7/u2TdIrXF9SaIJ1Qmlat0AZcrF2mUyaqT4DH53Dpk5xA4KZsxxmQFUixuw7ytQ6gMYFI8uViCybrZDP6H6CQKsmLXlaITZpSsqNb8h7LTARZEukwqljlBbEDrDGRUOXvV2tGQBgpyveVsz3FNDgyq73Sgk3fgcZadvFIHMqeO6XieKL1eSYMPpx3tQ6ZlmcnzOE1sxPRemSuVOds5gDnKNbiOyrUsOIyS0Abn7TLVhR3rwOKAJgVy4BkMocwpcwCxrtCmMimQzqnMUaESgcN9G0ViX6i+AFJq1pt4jXEQO9oqFV0mlUZ18ikICtA1wZrLcsFllmmCTNDlSJEEGbexMN03xWg2X4usbLlHl7oJrntKp+VqA2AWQdN/l2cT0HtKZv7z2Fwx+i9oqZTMnvxiNmzq0Mw/IRC0MpbbkZk9sfonU12pVWaCUB3EE831asd0lLZjvcGwOOYApU51AHPWOZBpnZbNwESQGZd9Hxxt46jOPdPxueJDp8wc7+A6NGc7Hacp43Y6B4PXOe+d0Hn6rumic4BwALPg6bwKRAuUY4JP5eafcZW6zCiNk9c6Vz3n3RalBET/QFvA41AgrzqOUtltZPdHi1I7Wb5rpKjbRIqrHMicZQX+gizXuEerYHKFxg1qe247uFzKlpPbgMxMKh3hMm6SYGflsJz1CghZhmIy43brrZIJIgckc3UqLmO5ealHQQ1PvgVMde5dyVqv+vzhOqm6NaVOr9KjIIy51IbiNrlUtWXcDeGsIjSDIVIHKhVIqicgHNBkTt4cD0+q3lpjByBsg51rXRHbYB1zEbBeOfdpgOF684iLq545dq3nPpVWMNW7JLRe7enf9Y2Km7pWbQYrj1RBbehiFFwOBNbssszZRnkLmgOktr2fqr17ZWz/ftykjuc6lpkYjG3cq+syvXZASiVA8giHoFIwb9wgyxzQtE6QqaxA6wmMYiW9z0KqptQY92HSHL0/g26T2+Uy74wkFZ/JFQqqbMHENIvrBaHgy+L6LLrULAKYp3dhGCWjorGugayIowoBJHUSPPq3dfOWGAJWlF/F1AIol6oOMCdMdWmmw3gizL9ocZ2NueQi2JnKc70ZwSqVG1UZ6zvgaHuBY2bauc6BzKmjvAOFqS+AlLKuTMdi98M8j1HHpHqqI3AEu7lwZCwzv9O0Y62U25vfpKkMXhxOLCrITCe7TL9RLlGAaf1gaByFs+tsXZVboJS61usc6vi4XtuaaQazvaNEFi4pk1L9j6RxhU4dplpn3Ck9h1SqkB0qgKxyWUWSDQ7oTbkg4fELMKNOdGX3gnfWydZLWUw9KprgEmSETS5UrjKTeSe4z8mhmtFUpnUWMvvylUyCJlOclk+oj+QxJlOnlHBHcgcGHHPyeEJ4IIJPoBUX6h2lTFVPP9x1JVvlsJ0gyEr5g82krYnHBIMFUe07UwDmPiBNEKmzjRqxrkAxAwbWsZO/gtWWaURngnlBwfYMJKYtKYza4KjO1Ylmn1yvNpVaSCwUKhMQgsGMErVev4Omcr1PQu1apdI2903tOAqm9lRfVpjPC/Fe3sIkIBwotKw6ZhsuG0jUFts0QAkmlls3J+XRa56oPqZdAWoVTvXsK6BYn+dcrtXGXTb2EnDaVsG7lMvEY9xXTnaVyTuqZMEieEzztUyzsZZ1l6Yet8+Ve2RbOVKorCqTl5op0FecpVGngYztZ7OuwLJv+Kkz+YzsSi7XISOfo0sDGKVNV5szglFHOi60rNCqme5fSRUMYDyhpi4PVtvrRWvWxbLjqQYOEKYe2zDujesF3z24mDpqZDqdneuYypRKiUwd1xSA09592Fifwa7WmY5mOzouTRqaANqAIUAsFNqPA4SBRW0ydUBQvOkojN3Wdq6WVe4okgORtinIq3aVEQLmlarcQCE3xYvTQMZ9qdMV0Ct1VCuPgbJ1fQq+BQMhYX0DCpdLNJ/FfWubfLYv0O7HXE5bWif10aufpEQCSwom11dBYDQ1odEf4eA+zSCAy0bdZC74zGDAVWagYxvZUjBaNkGTaml7gWRfF6VpDgufA5jiMEGmd5ZlUe1kQ4rZcBFXyhWaYJKNSMUc91hSyAPkFaITbjqOJ9TWtR1u1KNEHehSJRPHURHYSYrl7kEmWJgKUqmImWpgmQBwzOlwAxRTBzapi1nPbXVcxpTXMRXpFos6maqr49ex8QQ6LsnCIfDsOguAhcBRGtk9RdHvVrs8fgsKO5wn0lEybatlldv2LFjaxmk7P7fKtGNeQOeCUPALBDPhyXYtBBYypVaJFD9ZWPJ5znX/UFMOhVwnKC1E92MsuUJH+ez2UjG7D9XROrWTrXeUCSrWFzyaejATq4JJgHA7U+YalRolY/tmaoIgZQkYQpYp1WJ7mpqwyqVUZfchM0rG5fQsgVZDRavCEB2crtDCPKlVlTkxNrbRSdSJsidUnSXlKC7gD82rNK5UQBZyp+pcSbhVJZ5w1SUYDiwC0+RdMJnXIBECAxBHoqYTTIfb7SxwgsMqilEuHovtTJvabQiaKy3kiSqSkvCYBLwDl9OOjkvbOWahUN62MbhMqcoFkwOa2nHOhyCSCSjBbYGzcGqbPJ547c/W5TGpnHVUzwHUgUF1ZeoHwaIy86I5nlejVuxIB0q9yE5CIJcmYAwQAoUdru1Ne2w/l9taCLleQbpeXie4CIATc0m1BIzA0YvupEpZ2dye8ClGcwJ8xzL1ak5aRqYrDjOq5oLK5SozuL1Mb100b150vYFxiKS5xLhE/RD+CFY2IPEAdOJ0peoH6gRayFRXkAk2DRgEpa58TSDqh/KqdwE0GAQLl8ATACoTcALKdrD2ZYBiHafDTUyicuZl6lR1nIXGBRu319sBC9jpBTxhVoG1X7u92rW/w25r92Uh1Qy36unYbHv3zQFMeQcip1yA5bHj1M7gekpzpRo6FgNQBY+N55X70L4Ek4GOdQWDs6xtrBoxYGZeZkFTmRSHbbE9vXfMKpm2t+sEjAOdtlNdxWGCU8qkUV+23rLIc2HqsNPl+rSNVEgfKpNiKbbK1L6pYkat5A7NfFjDPcgEmCzTUTVul8E6AkuwOanAStWrPwmZyobk8YSoM6Rk+bk6cTZ+0Y8XQAo8Jde6UszIy6ieOsxeyVq+B6BOAg/SxkyKlwiRgNJ6A5RcHwEUWKyn8mKuF0jqIEct1K7NWyAEgVym1KpAx8U6gkL15LoLBY/2bdbrKrYd77hWqa62MxeS+U3al4CR4igetNMEAkPbWZDuw2Pz1hXKBKsgU96qmq1rt7PKJHCMQukC4P50nrMzy80+bIAvVyVXRiXJZFvaD9uwoAgExlLaXgpEQA28TBU7aTsDramn+hY8gWOVjeApjmJ7CsoVRwkemQARaArozXrB4gJPbZngnybABJZxhTS9I1amYD+T9WWaLxOkZp1RMaqcS9n00TIBmc78kHz+kKJ8DoNzK5DHIFH3ruwJt1e51qmTNNowL15jpxYzrw5TYFnOziriiTAdym0UjxWzfikHE3aEye14YqRQJggnjCqTUppOZCcLNsGpUZD2qThCSuN0qpmGIHQFOuk0Qab16jDFfMZVytWzIwt4Qgxk7FxnAKP1+ewk/Q7B4aigBcXGWw5kAsVRGB2fLjALhwXNAczCZU31HRiddbnsPP0OBd4F9Ay5vIBNXnV4jJqLsiM4dmSGBUtKJriMy2ObSh2XatRO54wDHbMty3T+BYaWZU6c5ixncVs7U68AXADYGMlMTWjfNKNoVJ0sgi4TbDkERrP4RsFY10xRcH/pmRUWKqNmKpO7rbTl3OaIoCJcRsGYl/s9wjpDdELUwVIxk9eJ5bJOplypWeY6G7vxKhR8UhiWq6OsUrhUgx2mWx/WxQkMpgRKAwlBYtSJbRpXyxNoFUjulh3MfVuwlbf7sAon5bHKJcAMLCw3o0jWMYAZ2Hhi2EE6Fv0OHZ/26UDm7C9XHa19uiDWPpV3IDNgK2XbFjS5GLo9V117ju7ndd4srIKWy4KMqQOq1uXS7LJTZuHIYruah8phpxgAuV9HyRyzy07f8Bh5EVvFsVBqNOoAIjdp1NGA4oKD2yt+MiNDnhsTT3F9lkDjem2fbbZVOVOaAd+lZrpnqRhN2wkmuUlNumYSoHQet1E2mlMmwNJk6ZXGjnAdYzLb0erkfLpA41bUUeZH6+Sp3KVqVAfrUuUiLQCmM6lAUrgyuSHlzUSmHbWp3ADoMset2SCdxh9ayH1LSWVSpCLtl51iwVA8JPfGq1QdxY6RQqizFDsWsAPlnlU3J6PMbqN1BjwB7oBoIRMcas/A5DL7WwQV8/yNCh30NmijnGxH+3LgUnpf8Xjxqa6BiMYO1XEr1bLqGsjYcYLMMYGTRXW0gbpdllqadfx9BiK1zXOpvAOZ4qw8xkpaZ92bCyZBY0Ar5zruw6WUgk5tanQpBcoUUCzPJQxSMFvHbm/ayJCL5v7Z/7n8rRmCiCPE7GxeaITIqCFN7jBTKsY0XbEa25OyKY5zlEzr0qjQis2GmJhBHZPPqyqbP5QbSLnyuXO5HsUBUjbFRQY4F2QynUCdeMGjjhZkpmOlIOw4ozia66EC2ttTCuC5LTvTznmxs9QhWeUGGI1azcjVgMaO5TodmwXDKlmBKVPMIfdH18k2pGQyrRdQOh4dh7a/D5oAklrZ9mTW5dq8LiI7ryXg2TmChx2uTrIqZX+r6logBkHEC1Idn8Pf4RyHyrTeic0c07IDmZTIcY1qU+uUl6tVeya24vlXx5vt+RsUP0nFNEUhQARXJuGwsFhXK68jl2eUje2oXJOj6UxVz4nhtK0Dm1FCKpWAlgJqWkPuMD1Dqic1I9xs1yjaIJBM/MV9OfVsbGYBNOVZ1fh/AWDzKZzctV1JAAAAAElFTkSuQmCC" style="float: right"/></p><p style="text-align:left;">I was talking to a colleague about a particular problem we are trying to solve. He suggested that we solve the problem using a particular data structure from a recently published paper. As we were talking, he explained how this data structure works and how that should handle our problem.</p><p style="text-align:left;">The solution was <em>complex</em> and it took me a while to understand what it was trying to achieve and how it would fit our scenario. And then something clicked in my head and I said something like:</p><blockquote><p style="text-align:left;">Oh, that is just epoch-based, copy-on-write B+Tree with single-producer/ concurrent-readers? </p></blockquote><p style="text-align:left;">If this sounds like nonsense to you, it is fine. Those are very specific terms that we are using here. The point of such a discussion is that this sort of jargon serves a very important purpose. It allows us to talk with clarity and intent about fairly complex topics, knowing that both sides have the same understanding of what we are actually talking about.</p><p style="text-align:left;">The idea is that we can elevate the conversation and focus on the <em>differences</em> between what the jargon specifies and the topic at hand. This is abstraction at the logic level, where we can basically zoom out a lot of details and still keep high intent accuracy.</p><p style="text-align:left;">Being able to discuss something at this level is hugely important because we can convey complex ideas easily. Once I managed to put what he was suggesting in context that I could understand, we were able to discuss the pros and cons of this data structure for the scenario. </p><p style="text-align:left;">I do appreciate that the conversation basically stopped making sense to anyone who isn’t already well-versed in the topic as soon as we were able to (from my perspective) clearly and effectively communicate.</p><blockquote><p style="text-align:left;">“When I use a word,’ Humpty Dumpty said in rather a scornful tone, ‘it means just what I choose it to mean — neither more nor less.”</p></blockquote><p style="text-align:left;">Clarity of communication is a really important aspect of software engineering. Being able to explain, hopefully in a coherent fashion, why the software is built the way it is and why the code is structured just so can be really complex. Leaning on existing knowledge and understanding can make that a lot simpler.</p><p style="text-align:left;">There is also another aspect. When using jargon like that, it is clear when you <em>don’t</em> know something. You can go and research it. The mere fact that you can’t understand the text tells you both that you are missing information and where you can find it. </p><p style="text-align:left;">For software, you need to consider two scenarios. Writing code today and explaining how it works to your colleagues, and looking at code that you wrote ten years ago and trying to figure out what was going on there.</p><p style="text-align:left;">In both cases, I think that this sort of approach is a really useful way to convey information.</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/201409-A/temporal-cattle-and-other-important-jargon?Key=a141effe-2c80-40a0-b58b-2be955c6a785https://www.ayende.com/blog/201409-A/temporal-cattle-and-other-important-jargon?Key=a141effe-2c80-40a0-b58b-2be955c6a785Mon, 15 Jul 2024 12:00:00 GMTFailing to map: a tale of false hopes in mmap land<p style="text-align:left;">I usually talk about the things that I do that were successful. Today I want to discuss something that I tried but failed at. Documenting failed approaches is just as important, though less enjoyable, as documenting what we excel at.</p><p style="text-align:left;">In order to explain the failure, I need to get a bit deeper into how computers handle memory. There is physical memory, the RAM sticks that you have in your machine, and then there is how the OS and CPU present that memory to your code. Usually, the abstraction is quite seamless, and we don’t need to pay attention to it. </p><p style="text-align:left;">Occasionally, we can <em>take advantage </em>of this model. Consider the following memory setup, showing a single physical memory page that was mapped in two different locations:</p><p style="text-align:left;"><img 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"/></p><p style="text-align:left;">In this case, it means that you can do things like this:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>*page1 <span class="token operator">=</span> <span class="token string">'*'</span><span class="token punctuation">;</span>
printf<span class="token punctuation">(</span><span class="token string">"Same: %d - Val: %c<span class="token entity" title="\n">\n</span>"</span>, <span class="token punctuation">(</span>page1 <span class="token operator">==</span> page2<span class="token punctuation">)</span>, *page2<span class="token punctuation">)</span><span class="token punctuation">;</span>
// output is:
// Same: <span class="token number">0</span> - Val: *</code></pre><hr/></p><p style="text-align:left;">In other words, because the two virtual pages point to the same physical page in memory, we can modify memory in one location and see the changes in another. This isn’t spooky action at a distance, it is simply the fact that the memory addresses we use are virtual and they point to the same place. </p><p style="text-align:left;">Note that in the image above, I modified the data using the pointer to Page 1 and then read it from Page 2. The Memory Management Unit (MMU) in the CPU can do a bunch of really interesting things because of this. You’ll note that each <em>virtual </em>page is annotated with an access permission. </p><p style="text-align:left;">In this case, the second page is marked as Copy on Write. That means that when we read from this page, the MMU will happily read the data from the physical page it is pointed to. But when we <em>write</em>, the situation is different. </p><p style="text-align:left;">The MMU will raise an exception to the operating system, telling it that a write was attempted on this page, which is forbidden. At this point, the OS will allocate a <em>new</em> physical page, copy the data to it, and then update the virtual address to point to the new page. 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;">Now we have two <em>distinct </em>mappings. A write to either one of them will <em>not</em> be reflected on the other. Here is what this looks like in code:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>*page1 <span class="token operator">=</span> <span class="token string">'1'</span><span class="token punctuation">;</span> // now
printf<span class="token punctuation">(</span><span class="token string">"Page1: %c, Page2: %c<span class="token entity" title="\n">\n</span>"</span>, *page1, *page2<span class="token punctuation">)</span><span class="token punctuation">;</span>
// output: Page1: <span class="token number">1</span>, Page2: <span class="token number">1</span>
*page2 <span class="token operator">=</span> <span class="token string">'2'</span><span class="token punctuation">;</span> // force the copy on <span class="token function">write</span> to occur
printf<span class="token punctuation">(</span><span class="token string">"Page1: %c, Page2: %c<span class="token entity" title="\n">\n</span>"</span>, *page1, *page2<span class="token punctuation">)</span><span class="token punctuation">;</span>
// output: Page1: <span class="token number">1</span>, Page2: <span class="token number">2</span></code></pre><hr/></p><p style="text-align:left;">As long as the modifications happened through the first page address (the orange one in the image), there was no issue and any change would be reflected in both pages. When we make a modification to the second page (the green one in the image), the OS will create a new physical page and effectively split them forever. </p><p style="text-align:left;">Changes made to either page will only be reflected in that page, not both, since they aren’t sharing the same page.</p><p style="text-align:left;">Note that this behavior applies at a <em>page</em> boundary. What happens if I have a buffer, 1GB in size, and I use this technique on it? Let’s assume that we have a buffer that is 1GB in size and I created a copy-on-write mapping on top of it. </p><p style="text-align:left;">The amount of physical memory that I would consume is still just 1GB. </p><p style="text-align:left;"><img 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"/></p><p style="text-align:left;">In fact, I would effectively memcpy()<em>very</em> quickly, since I’m not <em>actually</em> copying anything. And for all intents and purposes, it works. I can change the data through the second buffer, and it would not show up in the first buffer. Of particular note is that when I modify the data on the second buffer, only a <em>single</em> page is changed. 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;">So instead of having to copy 1GB all at once, we map the buffer again as copy on write, and we can get a new page whenever we actually modify our “copy” of the data.</p><p style="text-align:left;">So far, this is great, and it is heavily used for many optimizations. It is also something that I want to use to implement cheap snapshots of a potentially large data structure. The idea that I have is that I can use this technique to implement it. </p><p style="text-align:left;">Here is the kind of code that I want to write:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-dart'><code class='line-numbers language-dart'><span class="token keyword">var</span> list <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">CopyOnWriteList</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token class-name"><span class="token namespace">list<span class="token punctuation">.</span></span>Put</span><span class="token punctuation">(</span><span class="token number">1</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token class-name"><span class="token namespace">list<span class="token punctuation">.</span></span>Put</span><span class="token punctuation">(</span><span class="token number">2</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> snapshot1 <span class="token operator">=</span> <span class="token class-name"><span class="token namespace">list<span class="token punctuation">.</span></span>CreateSnapshot</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token class-name"><span class="token namespace">list<span class="token punctuation">.</span></span>Put</span><span class="token punctuation">(</span><span class="token number">3</span><span class="token punctuation">)</span>
<span class="token keyword">var</span> snapshot2 <span class="token operator">=</span> <span class="token class-name"><span class="token namespace">list<span class="token punctuation">.</span></span>CreateSnapshot</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token class-name"><span class="token namespace">list<span class="token punctuation">.</span></span>Put</span><span class="token punctuation">(</span><span class="token number">4</span><span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">And the idea is that I’ll have (at the <em>same</em> time) the following:</p><table style="width:100%;" class="table-bordered table-striped" ><tr><strong><td>list</td><td>snapshot1</td><td>snapshot2</td></strong></tr><tr><td>1,2,3,4</td><td>1,2</td><td>1,2,3</td></tr></table><p style="text-align:left;">I want to have effectively unlimited snapshots, and the map may contain a <em>large</em> amount of data. In graphical form, you can see it here:</p><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">We started with Page 1, created a Copy of Write for Page 2, m<em>odified</em> Page 2 (breaking the Copy on Write), and then attempted to create a Copy on Write for Page 2. That turns out to be a problem.</p><p style="text-align:left;">Let’s see the code that we need in order to create a copy using copy-on-write mapping on Linux:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-csharp'><code class='line-numbers language-csharp'><span class="token class-name"><span class="token keyword">int</span></span> shm_fd <span class="token operator">=</span> <span class="token function">shm_open</span><span class="token punctuation">(</span><span class="token string">"/third"</span><span class="token punctuation">,</span> O_CREAT <span class="token operator">|</span> O_RDWR<span class="token punctuation">,</span> <span class="token number">0666</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">ftruncate</span><span class="token punctuation">(</span>shm_fd<span class="token punctuation">,</span> <span class="token number">4096</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">char</span> <span class="token operator">*</span>page1 <span class="token operator">=</span> <span class="token function">mmap</span><span class="token punctuation">(</span>NULL<span class="token punctuation">,</span> <span class="token number">4096</span><span class="token punctuation">,</span> PROT_READ <span class="token operator">|</span> PROT_WRITE<span class="token punctuation">,</span> MAP_SHARED<span class="token punctuation">,</span> shm_fd<span class="token punctuation">,</span> <span class="token number">0</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
page1<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token char">'A'</span><span class="token punctuation">;</span> page1<span class="token punctuation">[</span><span class="token number">1</span><span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token char">'B'</span><span class="token punctuation">;</span>
<span class="token comment">// pages1 = 'AB'</span>
<span class="token keyword">char</span> <span class="token operator">*</span>page2 <span class="token operator">=</span> <span class="token function">mmap</span><span class="token punctuation">(</span>NULL<span class="token punctuation">,</span> <span class="token number">4096</span><span class="token punctuation">,</span> PROT_READ <span class="token operator">|</span> PROT_WRITE<span class="token punctuation">,</span> MAP_PRIVATE<span class="token punctuation">,</span> shm_fd<span class="token punctuation">,</span> <span class="token number">0</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token comment">// pages2 = 'AB'</span>
page1<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span><span class="token operator">=</span> <span class="token char">'a'</span><span class="token punctuation">;</span>
<span class="token comment">// pages1 = 'aB'</span>
<span class="token comment">// pages2 = 'aB' (same pagee)</span>
page2<span class="token punctuation">[</span><span class="token number">2</span><span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token char">'C'</span><span class="token punctuation">;</span> <span class="token comment">// force a private copy creation</span>
<span class="token comment">// pages1 = 'aB'</span>
<span class="token comment">// pages2 = 'aBC'</span>
page1<span class="token punctuation">[</span><span class="token number">1</span><span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token char">'b'</span><span class="token punctuation">;</span>
<span class="token comment">// pages1 = 'ab'</span>
<span class="token comment">// pages2 = 'aBC' (no change here)</span></code></pre><hr/></p><p style="text-align:left;">The code in Windows is pretty similar and behaves in the same manner:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-php'><code class='line-numbers language-php'><span class="token constant">HANDLE</span> hMapFile <span class="token operator">=</span> <span class="token function">CreateFileMapping</span><span class="token punctuation">(</span><span class="token constant">INVALID_HANDLE_VALUE</span><span class="token punctuation">,</span>
<span class="token constant">NULL</span><span class="token punctuation">,</span><span class="token constant">PAGE_READWRITE</span><span class="token punctuation">,</span><span class="token number">0</span><span class="token punctuation">,</span><span class="token number">4096</span><span class="token punctuation">,</span> <span class="token function">TEXT</span><span class="token punctuation">(</span><span class="token string double-quoted-string">"Local\\MySharedMemory"</span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
char<span class="token operator">*</span> page1 <span class="token operator">=</span> <span class="token function">MapViewOfFile</span><span class="token punctuation">(</span>hMapFile<span class="token punctuation">,</span>
<span class="token class-name">FILE_MAP_READ</span> <span class="token operator">|</span> <span class="token class-name">FILE_MAP_WRITE</span><span class="token punctuation">,</span> <span class="token number">0</span><span class="token punctuation">,</span> <span class="token number">0</span><span class="token punctuation">,</span> <span class="token number">4096</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
page1<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token string single-quoted-string">'A'</span><span class="token punctuation">;</span> page1<span class="token punctuation">[</span><span class="token number">1</span><span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token string single-quoted-string">'B'</span><span class="token punctuation">;</span>
<span class="token comment">// pages1 = 'AB'</span>
char<span class="token operator">*</span> page2 <span class="token operator">=</span> <span class="token function">MapViewOfFile</span><span class="token punctuation">(</span>hMapFile<span class="token punctuation">,</span>
<span class="token constant">FILE_MAP_COPY</span><span class="token punctuation">,</span> <span class="token number">0</span><span class="token punctuation">,</span> <span class="token number">0</span><span class="token punctuation">,</span> <span class="token number">4096</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token comment">// pages2 = 'AB'</span>
page1<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token string single-quoted-string">'a'</span><span class="token punctuation">;</span>
<span class="token comment">// pages1 = 'aB'</span>
<span class="token comment">// pages2 = 'aB' (same pagee)</span>
page2<span class="token punctuation">[</span><span class="token number">2</span><span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token string single-quoted-string">'C'</span><span class="token punctuation">;</span> <span class="token comment">// force a copy on write </span>
<span class="token comment">// pages1 = 'aB'</span>
<span class="token comment">// pages2 = 'aBC'</span>
page1<span class="token punctuation">[</span><span class="token number">1</span><span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token string single-quoted-string">'b'</span><span class="token punctuation">;</span>
<span class="token comment">// pages1 = 'ab'</span>
<span class="token comment">// pages2 = 'aBC' (no change here)</span></code></pre><hr/></p><p style="text-align:left;">Take a look at the API we have for creating a copy-on-write:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>MapViewOfFile<span class="token punctuation">(</span>hMapFile, FILE_MAP_COPY, <span class="token number">0</span>, <span class="token number">0</span>, <span class="token number">4096</span><span class="token punctuation">)</span><span class="token punctuation">;</span> // windows
mmap<span class="token punctuation">(</span>NULL, <span class="token number">4096</span>, PROT_READ <span class="token operator">|</span> PROT_WRITE, MAP_PRIVATE, shm_fd, <span class="token number">0</span><span class="token punctuation">)</span><span class="token punctuation">;</span> // linux</code></pre><hr/></p><p style="text-align:left;">A key aspect of the API is that we need to provide a <em>source</em> for the Copy-on-Write operation. That means that we can only create a Copy-on-Write from a <em>single</em> source. We cannot perform a Copy-on-Write on top of a page that was marked as copy-on-write. This is because we cannot <em>refer</em> to it. Basically, I don’t have a <em>source</em> that I can use for this sort of mapping.</p><p style="text-align:left;">I tried being clever and wrote the following code on Linux:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>int selfmem <span class="token operator">=</span> open<span class="token punctuation">(</span><span class="token string">"/proc/self/mem"</span>, O_RDWR<span class="token punctuation">)</span><span class="token punctuation">;</span>
char *page2 <span class="token operator">=</span> mmap<span class="token punctuation">(</span>NULL, <span class="token number">4096</span>, PROT_READ <span class="token operator">|</span> PROT_WRITE,
MAP_PRIVATE, selfmem, <span class="token punctuation">(</span>off_t<span class="token punctuation">)</span>page1<span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">On Linux, you can use the special file /proc/self/mem to refer to your memory using file I/O. That means that I can get a file descriptor for my own memory, which provides a source for my copy-on-write operation. </p><p style="text-align:left;">I was <em>really </em>excited when I realized that this was a possibility. I spent a <em>lot</em> of time trying to figure out how I could do the same on Windows. However, when I actually ran the code on Linux, I realized that this doesn’t work. </p><p style="text-align:left;">The mmap() call will return ENODEV when I try that. It looks like this isn’t <span style="text-decoration:underline;"><a style="color:inherit;" href="https://stackoverflow.com/questions/4404917/linux-mapping-virtual-memory-range-to-existing-virtual-memory-range">a supported action</a></span>.</p><p style="text-align:left;">Linux has another call that looks <em>almost</em> right, which is mremap(), but that either zeros out or sets up a userfaulfdhandler for the region. So it can’t serve my needs.</p><p style="text-align:left;">Looking around, I’m not the first person to try this, but it doesn’t seem like <span style="text-decoration:underline;"><a style="color:inherit;" href="https://stackoverflow.com/questions/16965505/allocating-copy-on-write-memory-within-a-process">there is an actual solution</a></span>.</p><p style="text-align:left;">This is quite annoying since we are <em>almost</em> there. All the relevant pieces are available, if we had a way to tell the kernel to create the mapping, everything else should just work from there.</p><p style="text-align:left;">Anyway, this is my tale of woe, trying (and failing) to create a snapshot-based system using the Memory Manager Unit. Hopefully, you’ll either learn something from my failure or let me know that <em>there</em> is a way to do this…</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/201345-B/failing-to-map-a-tale-of-false-hopes-in-mmap-land?Key=a76ad01a-ac92-462a-bce1-89907cf6aa1ahttps://www.ayende.com/blog/201345-B/failing-to-map-a-tale-of-false-hopes-in-mmap-land?Key=a76ad01a-ac92-462a-bce1-89907cf6aa1aMon, 08 Jul 2024 12:00:00 GMTReading unfamiliar codebases quickly: LMDB<p style="text-align:left;">Reading code is a Skill (with a capital letter, yes) that is really important for developers. You cannot be a good developer without it.</p><p style="text-align:left;">Today I want to talk about one aspect of this. The ability to go into an unfamiliar codebase and extract <em>one</em> piece of information out. The idea is that we don’t need to understand the entire system, grok the architecture, etc. I want to understand one thing about it and get away as soon as I can.</p><p style="text-align:left;">For example, you know that project Xyz is doing some operation, and you want to figure out how this is done. So you need to look at the code and figure that out, then you can go your merry way.</p><p style="text-align:left;">Today, I’m interested in understanding how the LMDB project writes data to the disk on Windows. This is because LMDB is based around a memory-mapped model, and Windows <span style="text-decoration:underline;"><a style="color:inherit;" href="https://learn.microsoft.com/en-us/windows/win32/api/memoryapi/nf-memoryapi-mapviewoffile#remarks">doesn’t keep the data between file I/O and mmap I/O coherent</a></span>.</p><p style="text-align:left;">LMDB is an embedded database engine (similar to Voron, and in fact, Voron is based on some ideas from LMDB) written in C. If you are interested in it, I wrote <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/posts/series/162754/reviewing-lightning-memory-mapped-database-library">11 posts going through every line of code</a></span> in the project. </p><p style="text-align:left;">So I’m familiar with the project, but the last time I read the code was over a decade ago. From what I recall, the code is <em>dense</em>. There are about 11.5K lines of code in a single file, implementing the entire thing.</p><p style="text-align:left;">I’m using <span style="text-decoration:underline;"><a style="color:inherit;" href="https://git.openldap.org/openldap/openldap/-/blob/master/libraries/liblmdb/mdb.c?ref_type=heads#L3432">the code from here</a></span>.</p><p style="text-align:left;">The first thing to do is find the relevant section in the code. I started by searching for the WriteFile() function, the Win32 API to write. The first occurrence of a call to this method is in the <span style="color:#795e26;">mdb_page_flush </span><span style="text-decoration:underline;"><a style="color:inherit;" href="https://git.openldap.org/openldap/openldap/-/blob/master/libraries/liblmdb/mdb.c?ref_type=heads#L3432">function</a></span>.</p><p style="text-align:left;">I look at this code, and… there isn’t really anything there. It is fairly obvious and straightforward code (to be clear, that is a <em>compliment</em>). I was expecting to see a trick there. I couldn’t find it.</p><p style="text-align:left;">That meant either the code had a gaping hole and potential data corruption (highly unlikely) or I was missing something. That led me to a long trip of trying to distinguish between documented <em>guarantees</em> and actual behavior. </p><p style="text-align:left;">The documentation for <span style="text-decoration:underline;"><a style="color:inherit;" href="https://learn.microsoft.com/en-us/windows/win32/api/memoryapi/nf-memoryapi-mapviewoffile">MapViewOfFile</a></span> is pretty clear:</p><blockquote><p style="text-align:left;"><span style="color:#161616;">A mapped view of a file is not guaranteed to be coherent with a file that is being accessed by the </span><a style="color:inherit;" href="https://learn.microsoft.com/en-us/windows/desktop/api/fileapi/nf-fileapi-readfile">ReadFile</a><span style="color:#161616;"> or </span><a style="color:inherit;" href="https://learn.microsoft.com/en-us/windows/desktop/api/fileapi/nf-fileapi-writefile">WriteFile</a><span style="color:#161616;"> function.</span></p></blockquote><p style="text-align:left;">I have <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/164577/is-select-broken-memory-mapped-files-with-unbufferred-writes-race-condition">my own run-ins with this behavior</a></span>, which was super confusing. This means that I had experimental evidence to say that this is broken. But it didn’t make sense, there was no code in LMDB to handle it, and this is pretty easy to trigger. </p><p style="text-align:left;">It turns out that while the documentation is pretty broad about <em>not</em> guaranteeing the behavior, the actual issue only occurs if you are working with remote files or using unbuffered I/O.</p><p style="text-align:left;">If you are working with local files and buffered I/O (which is 99.99% of the cases), then you can rely on this behavior. I found some <span style="text-decoration:underline;"><a style="color:inherit;" href="https://community.osr.com/t/memory-mapped-file-position/13911/2">vague</a></span><span style="text-decoration:underline;"><a style="color:inherit;" href="https://community.osr.com/t/coherency-memory-mapped-file-write/13919/3">references </a></span>to this, but that wasn’t enough. There is <span style="text-decoration:underline;"><a style="color:inherit;" href="https://community.osr.com/t/memory-mapped-file-detection-logic/43826/11">this post that is really interesting</a></span>, though.</p><p style="text-align:left;">I pinged Howard Chu, the author of LMDB, for clarification, and he was quick enough to assure me that yes, my understanding was (now) correct. On Windows, you can mix memory map operations with file I/O and get the right results.</p><blockquote><p style="text-align:left;">The documentation appears to be a holdover from Windows 9x, with the NT line always being able to ensure coherency for local files. This is a guess about the history of documentation, to be honest. Not something that I can verify.</p></blockquote><p style="text-align:left;">I had the wrong information in my head for over a decade. I did <em>not</em> expect this result when I started this post, I was sure I would be discussing navigating complex codebases. I’m going to stand in the corner and feel upset about this for a while now. </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/201313-B/reading-unfamiliar-codebases-quickly-lmdb?Key=64d1c380-b6d1-47a0-8ce6-d4cb741659b1https://www.ayende.com/blog/201313-B/reading-unfamiliar-codebases-quickly-lmdb?Key=64d1c380-b6d1-47a0-8ce6-d4cb741659b1Fri, 05 Jul 2024 12:00:00 GMTImplementing "Suggested Destinations" in a few lines of code<p style="text-align:left;">Today I got in my car to drive to work and realized that Waze suggested “Work” as the primary destination to select. I had noticed that before, and it is a really nice feature. Today, I got to thinking about how I would implement something like that. </p><p style="text-align:left;">That was a nice drive since I kept thinking about algorithms and data flow. When I got to the office, I decided to write about how we can implement something like that. Based on historical information, let’s suggest the likely destinations. </p><p style="text-align:left;">Here is the information we have:</p><p style="text-align:left;"><img 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"/></p><p style="text-align:left;">The Lat & Lng coordinates represent the start location, the time is the start time for the trip, and the destination is obvious. In the data set above, we have trips to and from work, to the gym once a week, and to our parents over the weekends.</p><p style="text-align:left;">Based on this data, I would like to build recommendations for destinations. I could try to analyze the data and figure out all sorts of details. The prediction that I want to make is, given a location & time, to find where my likely destination is going to be.</p><p style="text-align:left;">I could try to analyze the data on a deep level, drawings on patterns, etc. Or I can take a very different approach and just throw some computing power at the problem. </p><p style="text-align:left;">Let’s talk in code since this is easier. I have a list of trips that look like this:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-java'><code class='line-numbers language-java'><span class="token keyword">public</span> <span class="token keyword">record</span> <span class="token class-name">Trip</span><span class="token punctuation">(</span><span class="token keyword">double</span> <span class="token class-name">Lat</span><span class="token punctuation">,</span> <span class="token keyword">double</span> <span class="token class-name">Lng</span><span class="token punctuation">,</span> string <span class="token class-name">Destination</span><span class="token punctuation">,</span> <span class="token class-name">DateTime</span> <span class="token class-name">Time</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token class-name">Trip</span><span class="token punctuation">[</span><span class="token punctuation">]</span> trips <span class="token operator">=</span> <span class="token class-name">RecentTrips</span><span class="token punctuation">(</span><span class="token class-name">TimeSpan<span class="token punctuation">.</span>FromDays</span><span class="token punctuation">(</span><span class="token number">90</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;">Given that, I want to be able to write this function:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-java'><code class='line-numbers language-java'>string<span class="token punctuation">[</span><span class="token punctuation">]</span> <span class="token class-name">SuggestDestination</span><span class="token punctuation">(</span><span class="token punctuation">(</span><span class="token keyword">double</span> <span class="token class-name">Lat</span><span class="token punctuation">,</span> <span class="token keyword">double</span> <span class="token class-name">Lng</span><span class="token punctuation">)</span> location<span class="token punctuation">,</span> <span class="token class-name">DateTime</span> now<span class="token punctuation">)</span></code></pre><hr/></p><p style="text-align:left;">I’m going to start by processing the trips data, to extract the relevant information:</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> historyByDest <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Dictionary</span><span class="token operator"><</span>string<span class="token punctuation">,</span> List<span class="token operator"><</span>double<span class="token punctuation">[</span><span class="token punctuation">]</span><span class="token operator">>></span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">foreach</span> <span class="token punctuation">(</span><span class="token parameter"><span class="token keyword">var</span> trip <span class="token keyword">in</span> trips</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token keyword">if</span> <span class="token punctuation">(</span>historyByDest<span class="token punctuation">.</span><span class="token function">TryGetValue</span><span class="token punctuation">(</span>trip<span class="token punctuation">.</span>Destination<span class="token punctuation">,</span> out <span class="token keyword">var</span> list<span class="token punctuation">)</span> is <span class="token boolean">false</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
historyByDest<span class="token punctuation">[</span>trip<span class="token punctuation">.</span>Destination<span class="token punctuation">]</span> <span class="token operator">=</span> list <span class="token operator">=</span> <span class="token keyword">new</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
list<span class="token punctuation">.</span><span class="token function">Add</span><span class="token punctuation">(</span><span class="token punctuation">[</span>
trip<span class="token punctuation">.</span>Lat<span class="token punctuation">,</span>
trip<span class="token punctuation">.</span>Lng<span class="token punctuation">,</span>
trip<span class="token punctuation">.</span>Time<span class="token punctuation">.</span>Hour <span class="token operator">*</span> <span class="token number">100</span> <span class="token operator">+</span> trip<span class="token punctuation">.</span>Time<span class="token punctuation">.</span>Minute<span class="token punctuation">,</span> <span class="token comment">// minutes after midnight</span>
trip<span class="token punctuation">.</span>Time<span class="token punctuation">.</span>DayOfYear<span class="token punctuation">,</span>
<span class="token punctuation">(</span>int<span class="token punctuation">)</span>trip<span class="token punctuation">.</span>Time<span class="token punctuation">.</span>DayOfWeek
<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;">What this code does is extract details (location, day of the week, time of day, etc.) from the trip information and store them in an array. For each trip, we basically break apart the trip across multiple dimensions. </p><p style="text-align:left;">The next step is to make the actual prediction we want, which will begin by extracting the same dimensions from the inputs we get, like so:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-go'><code class='line-numbers language-go'>double<span class="token punctuation">[</span><span class="token punctuation">]</span> compare <span class="token operator">=</span> <span class="token punctuation">[</span>
location<span class="token punctuation">.</span>Lat<span class="token punctuation">,</span>
location<span class="token punctuation">.</span>Lng<span class="token punctuation">,</span>
now<span class="token punctuation">.</span>Hour <span class="token operator">*</span> <span class="token number">100</span> <span class="token operator">+</span> now<span class="token punctuation">.</span>Minute<span class="token punctuation">,</span>
now<span class="token punctuation">.</span>DayOfYear<span class="token punctuation">,</span>
<span class="token punctuation">(</span><span class="token builtin">int</span><span class="token punctuation">)</span>now<span class="token punctuation">.</span>DayOfWeek
<span class="token punctuation">]</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">Now we basically have an array of values from which we want to predict, and for each destination, an array that represents the same dimensions of historical trips. Here is the actual computation:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-lua'><code class='line-numbers language-lua'>List<span class="token operator"><</span><span class="token punctuation">(</span>string Dest<span class="token punctuation">,</span> double Score<span class="token punctuation">)</span><span class="token operator">></span> scores <span class="token operator">=</span> <span class="token function">new</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">foreach</span> <span class="token punctuation">(</span><span class="token function">var</span> <span class="token punctuation">(</span>dest<span class="token punctuation">,</span> items<span class="token punctuation">)</span> <span class="token keyword">in</span> historyByDest<span class="token punctuation">)</span>
<span class="token punctuation">{</span>
double score <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span>
<span class="token function">foreach</span> <span class="token punctuation">(</span>var cur <span class="token keyword">in</span> items<span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token keyword">for</span> <span class="token punctuation">(</span>var i <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> i <span class="token operator"><</span> cur<span class="token punctuation">.</span>Length<span class="token punctuation">;</span> i<span class="token operator">+</span><span class="token operator">+</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
score <span class="token operator">+</span><span class="token operator">=</span> Math<span class="token punctuation">.</span><span class="token function">Abs</span><span class="token punctuation">(</span>cur<span class="token punctuation">[</span>i<span class="token punctuation">]</span> <span class="token operator">-</span> compare<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 punctuation">}</span>
score <span class="token operator">/</span><span class="token operator">=</span> items<span class="token punctuation">.</span>Count<span class="token punctuation">;</span>
scores<span class="token punctuation">.</span><span class="token function">Add</span><span class="token punctuation">(</span><span class="token punctuation">(</span>dest<span class="token punctuation">,</span> score<span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
scores<span class="token punctuation">.</span><span class="token function">Sort</span><span class="token punctuation">(</span><span class="token punctuation">(</span>x<span class="token punctuation">,</span> y<span class="token punctuation">)</span> <span class="token operator">=</span><span class="token operator">></span> x<span class="token punctuation">.</span>Score<span class="token punctuation">.</span><span class="token function">CompareTo</span><span class="token punctuation">(</span>y<span class="token punctuation">.</span>Score<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 we do here is compute the difference between the two arrays: the current start location & time compared to the start location & time of historical trips. We do that not only on the raw data but also extract additional features from the information.</p><p style="text-align:left;">For example, one dimension is the day of the week, and the other is the time of day. It is not sufficient to compare just the date itself. </p><p style="text-align:left;">The end result is the distance between the current trip start and previous trips for each of the destinations I have. Then I can return the destinations that most closely match my current location & time.</p><p style="text-align:left;">Running this over a few tests shows that this is remarkably effective. For example, if I’m at home on a Saturday, I’m very likely to visit either set of grandparents. On Sunday morning, I head to the Gym or Work, but on Monday morning, it is more likely to be Work.</p><p style="text-align:left;">All of those were mostly fixed, with the day of the week and the time being different. But If I’m at my parents’ house on a weekday (which is unusual), the location would have a far greater weight on the decision, etc. Note that the code is really trivial (I spent more time generating the actual data), but we can extract some nice information from this. </p><p style="text-align:left;">The <span style="text-decoration:underline;"><a style="color:inherit;" href="https://gist.github.com/ayende/49cbff5cb3ba1f3a75f13f8c8fb71bf4">entire code is here</a></span>, admittedly it’s pretty dirty code since I wanted to test how this would actually work. At this point, I’m going to update my Curriculum Vitae and call myself a senior AI developer. </p><p style="text-align:left;">Joking aside, this approach provides a good (although highly simplified) overview of how modern AI systems work. Given a data item (image, text, etc.), you run that through the engine that outputs the embedding (those arrays we saw earlier, with values for each dimension) and then try to find its nearest neighbors across multiple dimensions. </p><p style="text-align:left;">In the example above, I explicitly defined the dimensions to use, whereas LLMs would have their“secret sauce” for this. The concept, at a sufficiently high level, is the same. </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/201249-A/implementing-suggested-destinations-in-a-few-lines-of-code?Key=842ed16f-1454-4730-a5f3-e3f9e8fce6f3https://www.ayende.com/blog/201249-A/implementing-suggested-destinations-in-a-few-lines-of-code?Key=842ed16f-1454-4730-a5f3-e3f9e8fce6f3Wed, 26 Jun 2024 12:00:00 GMTThe code that lived in my head rent free for 30 years<p style="text-align:left;">I have a piece of code that has been living, rent-free, in my head for the past 30 years or so.</p><p style="text-align:left;">In middle school (I was 12 - 13 at the time), I was taught Pascal as the entry-level programming language. I found it to be a really fascinating topic, as you can imagine. </p><p style="text-align:left;">One of the things I did was try to read other people’s code and see what sense I could make out of it. That was <em>way</em> before the Internet was a thing, though. Even at that time, Pascal was mostly on its way out, and there wasn’t much code that a kid could access. </p><p style="text-align:left;">To give some context, at the time, if you wanted to move data from one place to the next, the only real option was to physically disassemble your computer, take out the hard disk, wrap it in a towel for protection, and carry it to your destination. I recall doing that and then spending some hours at a friend’s house, trying to figure out the right jumper configuration so the BIOS would recognize <em>two</em> drives at once. </p><p style="text-align:left;">Because of this, I had a great interest in <span style="text-decoration:underline;"><a style="color:inherit;" href="https://retrocomputing.stackexchange.com/questions/11545/on-dos-computers-what-would-the-park-command-do">disk parking</a></span>, a technique that helps ensure that taking the hard drive from one location to the next wouldn’t ruin it. I remember running into a particular piece of code to handle disk parking in Pascal and being quite excited by this. Here I had something that I <em>needed</em> to do, and also in a language that I was familiar with. </p><p style="text-align:left;">I remember staring at the code and trying to make sense of it for a <em>while</em>. I couldn’t figure it out. In fact, I couldn’t even begin to understand what was going on there. I remember feeling both frustrated and stupid because I could understand the syntax but not what it was doing.</p><p style="text-align:left;">In fact, it was so far above my head that I was upset about it for days, to the point that decades later, it still pops into my head. When it came back for a visit this week, I decided to try to figure it out once and for all. </p><p style="text-align:left;">That led to the first problem, which is that I cannot actually <em>recall</em> the code. I remember it was in Pascal, that it dealt with parking the disk needles, and it was full of weird numbers that I couldn’t grasp. Turning to Google didn’t help much, I found some code samples, but nothing that really jived with what I recalled. I ended up cobbling something that more or less matches what I had in my head. </p><p style="text-align:left;"><hr/><pre class='line-numbers language-pascal'><code class='line-numbers language-pascal'><span class="token keyword">program</span> DiskPark<span class="token punctuation">;</span>
<span class="token keyword">function</span> ParkHead<span class="token punctuation">(</span>drive<span class="token punctuation">:</span> char<span class="token punctuation">)</span><span class="token punctuation">:</span> Boolean<span class="token punctuation">;</span>
<span class="token keyword">var</span>
regs<span class="token punctuation">:</span> Registers<span class="token punctuation">;</span>
<span class="token keyword">begin</span>
<span class="token keyword">with</span> regs <span class="token keyword">do</span>
<span class="token keyword">begin</span>
AH <span class="token operator">:=</span> <span class="token number">$13</span><span class="token punctuation">;</span>
AL <span class="token operator">:=</span> Ord<span class="token punctuation">(</span>drive<span class="token punctuation">)</span> <span class="token operator">-</span> Ord<span class="token punctuation">(</span><span class="token string">'A'</span><span class="token punctuation">)</span> <span class="token operator">+</span> <span class="token number">$80</span><span class="token punctuation">;</span>
DL <span class="token operator">:=</span> AL<span class="token punctuation">;</span>
Intr<span class="token punctuation">(</span><span class="token number">$13</span><span class="token punctuation">,</span> regs<span class="token punctuation">)</span><span class="token punctuation">;</span>
ParkHead <span class="token operator">:=</span> <span class="token punctuation">(</span>Flags <span class="token operator">and</span> FCarry<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">end</span><span class="token punctuation">;</span>
<span class="token keyword">end</span><span class="token punctuation">;</span>
<span class="token keyword">begin</span>
<span class="token keyword">if</span> ParkHead<span class="token punctuation">(</span><span class="token string">'A'</span><span class="token punctuation">)</span> <span class="token keyword">then</span>
WriteLn<span class="token punctuation">(</span><span class="token string">'Success: parked'</span><span class="token punctuation">)</span>
<span class="token keyword">else</span>
WriteLn<span class="token punctuation">(</span><span class="token string">'Failure, no idea why!'</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">end</span><span class="token punctuation">.</span></code></pre><hr/></p><p style="text-align:left;">The actual code that I remember was beefier, and I think that it handled a bunch of additional scenarios, but it had been 30 years, I can’t recall it. </p><blockquote><p style="text-align:left;">Amusingly enough, I actually had to update my publishing software, since I never thought I would be publishing Pascal code snippets 🙂.</p></blockquote><p style="text-align:left;">What is interesting is that, as I look at this code and try to view it through the glasses of my 12-year-old self, I can understand exactly the frustration. </p><p style="text-align:left;">Look at this code, it is filled with random numbers and letters. What is AH or the Intr() call? I mean, looking at this, there is no place to get started understanding this.</p><p style="text-align:left;">Let’s look at this line:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-go'><code class='line-numbers language-go'>AH <span class="token operator">:=</span> $<span class="token number">13</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">There is no definition of AH anywhere, I can’t tell where it is coming from. And $13, what is that about? A bad luck omen because I can’t figure it out, I think…</p><p style="text-align:left;">The problem was that my 12-year-old self wrote programs like “Guess the number”, and really advanced stuff was bubble sort. I approached the code above with the same mindset. There is a <em>logic</em> to this that I can figure out if I can just stare at this long enough.</p><p style="text-align:left;">The problem is that the code above is basically arbitrary, there is nothing intrinsic about it.</p><p style="text-align:left;">The weird variables that come from nowhere (AL, DL, and AH) are registers (at the time, I don’t believe I was even aware that those existed). The weird numbers are just arguments that we pass to the BIOS when you invoke a command. </p><p style="text-align:left;">In the same sense, consider this code:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'><span class="token builtin class-name">return</span> syscall<span class="token punctuation">(</span><span class="token number">437</span>, ptr, <span class="token number">525376</span><span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">This line will tell you absolutely nothing about the reasoning behind the code. While the numbers seem arbitrary,in this case, they correspond to calling <span style="color:#008000;">SYS_openat</span> with the flags <span style="color:#008000;">O_APPEND | O_CREAT | O_CLOEXEC</span>. </p><p style="text-align:left;">The whole program above is just the way you have to go to invoke a system call (as we would call it today), and there is no logic or sense to it. Just something that you have to know. And once you do know, all of this can be packaged into a much simpler, higher-level concept: the system call. (Yes, it is an interrupt invocation, not the same thing. You may go stand in the pedantic corner, mind.)</p><p style="text-align:left;">Hopefully, I wouldn’t ever have to think about this program any longer. I managed to not only understand what it does, but actually <em>grok</em> 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/201185-B/the-code-that-lived-in-my-head-rent-free-for-30-years?Key=d5d7b74b-bb4d-4890-936c-b3fba32b2423https://www.ayende.com/blog/201185-B/the-code-that-lived-in-my-head-rent-free-for-30-years?Key=d5d7b74b-bb4d-4890-936c-b3fba32b2423Fri, 07 Jun 2024 12:00:00 GMTBuilding a serverless secured dead drop<p style="text-align:left;">I ran into this <span style="text-decoration:underline;"><a style="color:inherit;" href="https://securedrop.org/news/introducing-securedrop-protocol/">fascinating article</a></span> (<span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/201121-B/re-secure-drop-protocol?key=415a8f5e43be4f98afdae6a6ea87d7b0">I </a></span><span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/201121-B/re-secure-drop-protocol?key=415a8f5e43be4f98afdae6a6ea87d7b0">wrote another blog post</a></span><span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/201121-B/re-secure-drop-protocol?key=415a8f5e43be4f98afdae6a6ea87d7b0"> discussing it</a></span>) and that got me thinking. How would I approach building a dead-drop implementation? For that matter, what do we <em>need</em> from a dead-drop system?</p><p style="text-align:left;">I think that the following are reasonable (loosely based on what Secure Drop aims for):</p><ul><li>Completely anonymous:</li></ul><ul><li>No accounts, no registrations.</li><li>No server-side state about users.</li></ul><ul><li> Prevent metadata tracking:</li></ul><ul><li>It’s not just message contents that are hidden.</li><li>Cannot tell if A talks to B or C.</li></ul><ul><li>Accessible via Tor to protect against traffic analysis.</li></ul><ul><li>Cannot tell <em>who </em>is talking to me at all.</li></ul><ul><li>Assume that the server may be compromised by a malicious entity.</li></ul><ul><li>No special trust should be granted to the server.</li></ul><h1 style="text-align:left;">Reasoning</h1><p style="text-align:center;">(You can skip this part to read the actual implementation below)</p><p style="text-align:left;">Let’s consider an actual usage scenario. We have Whistleblower Will (WW from now on) who wants to send sensitive information to Journalist Jane (JJ from now on). Let’s assume that the adversary in this case is a Big Bad Behemoth. I believe that the current villain de jour is Boeing, which is a <em>huge</em> company and had a couple of strange incidents with whistleblowers recently.</p><p style="text-align:left;">If WW wants to send stuff to JJ, why can’t he just email [email protected] from his personal email [email protected] ? Practically speaking, email today is being sent using TLS anyway, so we can assume that no one can read the message in the middle. Moreover, even pretty sophisticated traffic analysis would find it difficult to track the email, as WW is talking to AOL (or GMail, or their likely email provider), and then AOL is communicating with the nice.journalist server (which is likely hosted by Exchange, Gmail, etc.) In other words, any such message would likely be lost in the noise of regular traffic.</p><p style="text-align:left;">However, while that is <em>likely</em> to happen, it isn’t <span style="text-decoration:underline;">guaranteed</span><span style="text-decoration:underline;"><strong>.</strong></span> Given the risk of life & limb involved in our scenario, we would like to ensure that this is the case. I’m writing this post because it is an interesting scenario, not because I actually have a use case. As usual in my encryption posts, this is merely my musings on the matter, don’t take me as an authority on the subject. That said, I’m actually quite interested in realistic threat models here. Please provide any feedback, I would love to know more about this.</p><p style="text-align:left;">One thing to pay attention to with regards to this scenario, however, is that if my threat model is a Bad Company that is one thing, but what if my threat model includes a nation state? I would point you to this wonderful article: <span style="text-decoration:underline;"><a style="color:inherit;" href="https://www.usenix.org/system/files/1401_08-12_mickens.pdf">This World of Ours</a></span> by James Mickens which manages to be both hilarious and informative. The level of capability that you face when your opponent is a nation state is <em>high</em>.</p><p style="text-align:left;">When thinking about nation-states and whistleblowers… Snowden is the first name that comes to mind. In this case, the issue isn’t whether there is some plaintext being sent over the wire for everyone who cares to listen. Assume you are sending such an email from AOL to Gmail. <em>Both companies </em>will provide any data they have, including the full contents of any messages, if provided with an appropriate court order.</p><p style="text-align:left;">Moving from legal (but dubious) actions to the other side, I’m fairly certain that it would take very little investigative work to find an appropriate person who: </p><ul><li>Works at an email provider.</li><li>Has access to the email contents.</li><li>Is able to make use of an appropriate cash infusion in their life.</li></ul><p style="text-align:left;">I would also further assume that the actual amount required is surprisingly low. </p><p style="text-align:left;">Another thing to consider is that our whistleblower may want to provide the information to the journalist, but may <em>absolutely</em> not want to be identified. That includes being identified by the journalist. </p><p style="text-align:left;">In short, the whole mindset when building something like a dead drop is extremely paranoid. With that in mind, let’s see how we can build such a system.</p><h1 style="text-align:left;">Implementation</h1><p style="text-align:left;">The concept behind this system is that a journalist will publish their public key in some manner, probably in their newspaper. That is a fairly simple and obvious step, of course. The issue with needing a dead drop isn’t about being able to hide the <em>contents</em> of the messages. If that were the case, a PGP encrypted message would suffice. The real issue is that we want to hide the fact that we are even communicating at all. </p><p style="text-align:left;">Note that this isn’t about any form of instant messaging. This is about dropping a message (text, files, etc.) and having it sent securely to the other side. The key aspect is that not only are the contents hidden, but also the fact that we even sent it in the first place. And even if you are watching the source or the destination, you can’t tell who the other side is. For reference, think of spycraft techniques in the Cold War era.</p><p style="text-align:left;">Given a journalist public key, the whistleblower will package all the data they want to send in a zip file and encrypt that using the public key. That is easy enough, the problem now is that we need to push that file somewhere and then have the journalist get it. That is where our system has a role.</p><p style="text-align:left;">In the design of the system, I tried to intentionally reduce the amount of information that we provide to the server. That way, even if the server is malicious, there isn’t much that they can do with what they have.</p><p style="text-align:left;">I decided to use a serverless architecture here, for two primary reasons. The first reason is that I’m currently teaching a Cloud Development course and that was a nice project to play with. The second reason is that by running everything as a serverless function, I reduced the amount of data that I can easily aggregate since invocations are independent of one another.</p><p style="text-align:left;">From a client perspective, here is the manner in which I’m able to send my sensitive information to a journalist. We need two pieces of information, first is the address of the dead drop, in this case I’m using a dummy .onion service and the journalist public key. The public key is used to encrypt the information so only the journalist can see it. </p><p style="text-align:left;">Let’s look at the code first, and then discuss what is going on there:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-julia><code class='line-numbers language-julia'>BASE_URL <span class="token operator">=</span> <span class="token string">"https://deaddrop0j22dp4vl2id.onion"</span> # example only
JOURNALIST_PUB_KEY <span class="token operator">=</span> base64<span class="token punctuation">.</span><span class="token function">b64decode</span><span class="token punctuation">(</span><span class="token string">'GVT0GzjFRvMxcDh9c6jpmXkHoGB5KoIp9vyU3RozT2A='</span><span class="token punctuation">)</span>
data <span class="token operator">=</span> <span class="token function">open</span><span class="token punctuation">(</span><span class="token string">'secrets.zip'</span><span class="token punctuation">,</span> <span class="token string">'rb'</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">read</span><span class="token punctuation">(</span><span class="token punctuation">)</span> # file to send
searler <span class="token operator">=</span> <span class="token function">SealedBox</span><span class="token punctuation">(</span><span class="token function">PublicKey</span><span class="token punctuation">(</span>JOURNALIST_PUB_KEY<span class="token punctuation">)</span><span class="token punctuation">)</span>
enc_file <span class="token operator">=</span> searler<span class="token punctuation">.</span><span class="token function">encrypt</span><span class="token punctuation">(</span>data<span class="token punctuation">)</span>
with torpy<span class="token punctuation">.</span>http<span class="token punctuation">.</span><span class="token function">requests</span><span class="token punctuation">(</span><span class="token punctuation">)</span> as s<span class="token punctuation">:</span>
res <span class="token operator">=</span> s<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span>BASE_URL <span class="token operator">+</span> <span class="token string">"/upload-url"</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">json</span><span class="token punctuation">(</span><span class="token punctuation">)</span>
s<span class="token punctuation">.</span><span class="token function">put</span><span class="token punctuation">(</span>res<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'url'</span><span class="token punctuation">)</span><span class="token punctuation">,</span>files<span class="token operator">=</span><span class="token punctuation">{</span><span class="token string">'file'</span><span class="token punctuation">:</span>enc_file<span class="token punctuation">}</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">raise_for_status</span><span class="token punctuation">(</span><span class="token punctuation">)</span>
file_id <span class="token operator">=</span> res<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'id'</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">encode</span><span class="token punctuation">(</span><span class="token string">'ascii'</span><span class="token punctuation">)</span> <span class="token operator">+</span> b<span class="token string">'='</span>
enc_id <span class="token operator">=</span> searler<span class="token punctuation">.</span><span class="token function">encrypt</span><span class="token punctuation">(</span>base64<span class="token punctuation">.</span><span class="token function">urlsafe_b64decode</span><span class="token punctuation">(</span>base64_id<span class="token punctuation">)</span><span class="token punctuation">)</span>
s<span class="token punctuation">.</span><span class="token function">put</span><span class="token punctuation">(</span>BASE_URL <span class="token operator">+</span><span class="token string">"/register-id"</span><span class="token punctuation">,</span> data<span class="token operator">=</span>enc_id<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">raise_for_status</span><span class="token punctuation">(</span><span class="token punctuation">)</span></code></pre><hr/></p><p style="text-align:left;">The first step is to encrypt the data to send (in this case, the file <em>secrets.zip</em>) using SealedBox. That is the act of encrypting the data using a public key so only the corresponding private key can open it. </p><p style="text-align:left;">The next step is to use Tor to call GET /upload-url to get a JSON object back, with url and id properties. The output of this request looks something like this:</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 string">"id"</span><span class="token punctuation">:</span> <span class="token string">"ArMvWgDBEXyVap-O7VbD-ELzDJ0ZB_2ir9E51RVv9-4"</span><span class="token punctuation">,</span>
<span class="token string">"url"</span><span class="token punctuation">:</span> "https<span class="token punctuation">:</span><span class="token operator">/</span><span class="token operator">/</span>cloud<span class="token operator">-</span>dead<span class="token operator">-</span>drop<span class="token punctuation">.</span>s3<span class="token punctuation">.</span>amazonaws<span class="token punctuation">.</span>com<span class="token operator">/</span>uploads<span class="token operator">/</span>ArMvWgDBEXyVap<span class="token operator">-</span>O7VbD<span class="token operator">-</span>ELzDJ0ZB
_2ir9E51RVv9<span class="token operator">-</span><span class="token number">4</span><span class="token operator">?</span>X<span class="token operator">-</span>Amz<span class="token operator">-</span>Algorithm<span class="token operator">=</span>AWS4<span class="token operator">-</span>HMAC<span class="token operator">-</span>SHA256<span class="token operator">&</span>X<span class="token operator">-</span>Amz<span class="token operator">-</span>Credential<span class="token operator">=</span>ASIARAM4NNC5DUOXEDI7<span class="token operator">%</span><span class="token number">2</span>F20240522<span class="token operator">%</span><span class="token number">2</span>Fil<span class="token operator">-</span>central<span class="token operator">-</span><span class="token number">1</span><span class="token operator">%</span><span class="token number">2</span>Fs3<span class="token operator">%</span><span class="token number">2</span>Faws4_request<span class="token operator">&</span>X<span class="token operator">-</span>Amz<span class="token operator">-</span>Date<span class="token operator">=</span><span class="token number">20240522</span>T18412
<span class="token number">7</span>Z<span class="token operator">&</span>X<span class="token operator">-</span>Amz<span class="token operator">-</span>Expires<span class="token operator">=</span><span class="token number">3600</span><span class="token operator">&</span>X<span class="token operator">-</span>Amz<span class="token operator">-</span>SignedHeaders<span class="token operator">=</span>host<span class="token operator">&</span>X<span class="token operator">-</span>Amz<span class="token operator">-</span>Security<span class="token operator">-</span>Token<span class="token operator">=</span>IQoJb3JpZ2
luX2VjEE<span class="token operator">-</span>redacted<span class="token operator">-</span>Z1BIyzgmj<span class="token operator">%</span><span class="token number">2</span>F9NhhNqdIPwnSV<span class="token operator">%</span><span class="token number">2</span>F6nvRhWrthEz0H8jRNU6U<span class="token operator">%</span><span class="token number">2</span>BoPh7zZTtQ
IrU5ahNmpWjLNGUnqNMYfNCNU<span class="token operator">%</span><span class="token number">2</span>FRX<span class="token operator">%</span><span class="token number">2</span>BUyERFwlMT7yrYIbxUyWUDwde1IXOHjkTns07kXmBlLG1u
Bvt6RDrE0xjFs<span class="token operator">%</span><span class="token number">3</span>D<span class="token operator">&</span>X<span class="token operator">-</span>Amz<span class="token operator">-</span>Signature<span class="token operator">=</span>c9498fb<span class="token operator">-</span>redacted<span class="token operator">-</span><span class="token number">9150</span>ce4cb85"
<span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">The output is basically a random name of the file and an S3 presigned URL. Note that the file id is a base64 value, with the padding removed, which is why I have to add back the = character when decoding the value. </p><p style="text-align:left;">We can use that URL to upload the file to S3 (or a compatible service), and then we PUT /register-id with the <em>encrypted</em> file id, again using the journalist public key. </p><p style="text-align:left;">In other words, we have broken the upload process into four separate stages:</p><ul><li>Encrypt the file</li><li>Request an upload url and get a random file id</li><li>Upload the encrypted file</li><li>Encrypt the file id and register it</li></ul><p style="text-align:left;">The entire process is done over Tor, ensuring that our physical location is not leaked. </p><p style="text-align:left;">It’s interesting to note that just using Tor isn’t enough. A<span style="text-decoration:underline;"><a style="color:inherit;" href="https://edition.cnn.com/2013/12/17/justice/massachusetts-harvard-hoax/index.html"> Harvard student making bomb threats was arrested because he used Tor via the campus WiFi</a></span>. It was easy enough to narrow down “all Tor users in a particular time frame from location” and go through them one at a time.</p><p style="text-align:left;"><span style="text-decoration:underline;"><a style="color:inherit;" href="https://docs.securedrop.org/en/stable/source/before_you_submit.html">SecureDrop has a whole </a></span><span style="text-decoration:underline;"><em><a style="color:inherit;" href="https://docs.securedrop.org/en/stable/source/before_you_submit.html">list</a></em></span><span style="text-decoration:underline;"><a style="color:inherit;" href="https://docs.securedrop.org/en/stable/source/before_you_submit.html"> of steps</a></span> to take in order to increase your safety at this stage, by the way, Tor is basically just the start here, and physical security is of paramount importance. </p><p style="text-align:left;">This looks like a really convoluted way to do things, I know, but there is some logic behind everything. Let’s look at the actual implementation and see how all those pieces look from the other side. In terms of the architectural diagram, here is what we use to generate the upload URL:</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;">The following code implements the logic for the <em>upload-url </em>endpoint. As you can see, there is really <em>nothing</em> here. We generate a random 32-byte token, which will serve as the file id, generate the pre-signed URL, and hand it over to the caller.</p><p style="text-align:left;"><hr/><pre class='line-numbers language-python><code class='line-numbers language-python'>upload_bucket <span class="token operator">=</span> os<span class="token punctuation">.</span>environ<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'UPLOAD_BUCKET'</span><span class="token punctuation">)</span>
s3 <span class="token operator">=</span> boto3<span class="token punctuation">.</span><span class="token function">client</span><span class="token punctuation">(</span><span class="token string">'s3'</span><span class="token punctuation">)</span>
def <span class="token function">generate_upload_url</span><span class="token punctuation">(</span>event<span class="token punctuation">,</span> context<span class="token punctuation">)</span><span class="token punctuation">:</span>
id <span class="token operator">=</span> secrets<span class="token punctuation">.</span><span class="token function">token_urlsafe</span><span class="token punctuation">(</span><span class="token number">32</span><span class="token punctuation">)</span>
resp <span class="token operator">=</span> s3<span class="token punctuation">.</span><span class="token function">generate_presigned_url</span><span class="token punctuation">(</span><span class="token string">'put_object'</span><span class="token punctuation">,</span>
Params<span class="token operator">=</span><span class="token punctuation">{</span><span class="token string">'Bucket'</span><span class="token punctuation">:</span> upload_bucket<span class="token punctuation">,</span> <span class="token string">'Key'</span><span class="token punctuation">:</span> <span class="token string">'uploads/'</span> <span class="token operator">+</span> id <span class="token punctuation">}</span><span class="token punctuation">,</span>
ExpiresIn<span class="token operator">=</span><span class="token number">3600</span><span class="token punctuation">)</span>
body <span class="token operator">=</span> json<span class="token punctuation">.</span><span class="token function">dumps</span><span class="token punctuation">(</span><span class="token punctuation">{</span><span class="token string">'id'</span><span class="token punctuation">:</span> id<span class="token punctuation">,</span> <span class="token string">'url'</span><span class="token punctuation">:</span> resp<span class="token punctuation">}</span><span class="token punctuation">)</span>
<span class="token keyword">return</span> <span class="token punctuation">{</span><span class="token string">'statusCode'</span><span class="token punctuation">:</span> <span class="token number">200</span><span class="token punctuation">,</span><span class="token string">'body'</span><span class="token punctuation">:</span> body<span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">The caller is free to make one or more such calls and use (or not) the pre-signed URLs that it got. The backend doesn’t have any say in this, nor any way to influence the caller. </p><p style="text-align:left;">The intent here is that we split the responsibilities, instead of having an upload that the server can gather information about. If we assume a malicious server, then requesting an upload URL doesn’t provide much information, just the Tor exit node IP that was used. </p><p style="text-align:left;">Proper setup would mean that the S3 bucket we use is not logging anything. Even if we assume that it is doing so, the only data in the log would be the Tor exit node IP. A malicious server would also have access to the actual uploaded file, but that is not usable without the private key of the journalist.</p><p style="text-align:left;">At this point we have an uploaded file, but how do we actually get the journalist to <em>know</em> about it? This is the part where the <em>real</em> fun happens. First, let’s look at the architectural diagram, then we’ll discuss how it works in detail.</p><p style="text-align:left;"><img 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" style="float: right"/></p><p style="text-align:left;">There are a <em>lot</em> of moving pieces here. The design is intentionally meant to be hard to pierce since we are trying to ensure that even if the system is operated by a malicious entity, it will still retain much of its secured capabilities. (Again, this is a mental exercise for me, something to do for fun. If your life/liberty is at stake here, you probably want to get a second opinion on this design).</p><p style="text-align:left;">How do we let the journalist know that we have a new file for them (and along the way, not let anyone else know about it)? The whistleblower has the file id from the server, the one used as the file name for the upload. </p><p style="text-align:left;">I’m using Libsodium SealedBox. SealedBox is a way to encrypt a value given a public key in such a way that only the owner of the associated private key can access it. </p><p style="text-align:left;">SealedBox has an envelope size of 48 bytes. In other words, encrypting a 32-byte id + 48 envelope gives us exactly 80 bytes. </p><p style="text-align:left;">The whistleblower will use SealedBox to encrypt the file name, and then call the register id endpoint. Here is the associated lambda backend for the <em>register-id</em> endpoint:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-python><code class='line-numbers language-python'>queue_url <span class="token operator">=</span> os<span class="token punctuation">.</span>environ<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'NOTIFICATIONS_QUEUE'</span><span class="token punctuation">)</span>
sqs <span class="token operator">=</span> boto3<span class="token punctuation">.</span><span class="token function">client</span><span class="token punctuation">(</span><span class="token string">'sqs'</span><span class="token punctuation">)</span>
def <span class="token function">register_id</span><span class="token punctuation">(</span>event<span class="token punctuation">,</span> context<span class="token punctuation">)</span><span class="token punctuation">:</span>
<span class="token keyword">return</span> <span class="token function">register_id_internal</span><span class="token punctuation">(</span>event<span class="token punctuation">[</span><span class="token string">'body'</span><span class="token punctuation">]</span><span class="token punctuation">)</span>
def <span class="token function">register_id_internal</span><span class="token punctuation">(</span>msg<span class="token punctuation">)</span><span class="token punctuation">:</span>
# <span class="token number">32</span> bytes payload <span class="token operator">+</span> SealedBox <span class="token operator">=</span> <span class="token number">80</span> bytes <span class="token operator">-</span><span class="token operator">></span> base <span class="token number">64</span> <span class="token operator">==</span> <span class="token number">108</span> bytes
<span class="token keyword">if</span> <span class="token function">len</span><span class="token punctuation">(</span>msg<span class="token punctuation">)</span> <span class="token operator">!=</span> <span class="token number">108</span><span class="token punctuation">:</span>
<span class="token keyword">return</span> <span class="token punctuation">{</span><span class="token string">'statusCode'</span><span class="token punctuation">:</span> <span class="token number">400</span><span class="token punctuation">,</span> <span class="token string">'body'</span><span class="token punctuation">:</span> <span class="token string">'Invalid ID'</span><span class="token punctuation">}</span>
sqs<span class="token punctuation">.</span><span class="token function">send_message</span><span class="token punctuation">(</span>QueueUrl<span class="token operator">=</span>queue_url<span class="token punctuation">,</span> MessageBody<span class="token operator">=</span>msg<span class="token punctuation">)</span>
<span class="token keyword">return</span> <span class="token punctuation">{</span><span class="token string">'statusCode'</span><span class="token punctuation">:</span> <span class="token number">204</span><span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">It… doesn’t do much (you may have noticed a theme here), we are simply verifying that the size of the value matched, and then we send that to an SQS queue. </p><p style="text-align:left;">By the way, if we are sending 80 bytes, why are we receiving 108 bytes? This is because we are using lambda, and the binary data is being base64’ed by the lambda infrastructure.</p><p style="text-align:left;">Just registering the (encrypted) file id in the queue isn’t really helpful. It is just… sitting there, who is going to read or operate on that? That is where the two timers come into place. Note that the architecture diagram has events that happen every minute and every 5 minutes. Every minute, we have a lambda running to maybe publish a decoy value. Its code looks like this:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-python><code class='line-numbers language-python'>queue_url <span class="token operator">=</span> os<span class="token punctuation">.</span>environ<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'NOTIFICATIONS_QUEUE'</span><span class="token punctuation">)</span>
sqs <span class="token operator">=</span> boto3<span class="token punctuation">.</span><span class="token function">client</span><span class="token punctuation">(</span><span class="token string">'sqs'</span><span class="token punctuation">)</span>
def <span class="token function">maybe_publish_decoy</span><span class="token punctuation">(</span>event<span class="token punctuation">,</span> context<span class="token punctuation">)</span><span class="token punctuation">:</span>
<span class="token keyword">if</span> secrets<span class="token punctuation">.</span><span class="token function">randbelow</span><span class="token punctuation">(</span><span class="token number">4</span><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">return</span> # <span class="token number">75</span><span class="token operator">%</span> of the time<span class="token punctuation">,</span> <span class="token keyword">do</span> nothing
# <span class="token number">25</span><span class="token operator">%</span> of the time<span class="token punctuation">,</span> generate a decoy message
<span class="token keyword">return</span> <span class="token function">register_id_internal</span><span class="token punctuation">(</span>
base64<span class="token punctuation">.</span><span class="token function">urlsafe_b64encode</span><span class="token punctuation">(</span>secrets<span class="token punctuation">.</span><span class="token function">token_bytes</span><span class="token punctuation">(</span><span class="token number">80</span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">decode</span><span class="token punctuation">(</span><span class="token string">'ascii'</span><span class="token punctuation">)</span>
<span class="token punctuation">)</span></code></pre><hr/></p><p style="text-align:left;">The <em>maybe_publish_decoy() </em>lambda will usually do nothing, but 25% of the time it will register a decoy value in an SQS queue. Note that the actual message we generate is just random bytes, nothing meaningful. </p><p style="text-align:left;">Remember that when a user registers a file id, the file <em>also</em> ends up in the queue. Because both user ids and decoy ids end up in the same queue, and they both look like random bits, there is no way for an external observer to tell which is which. </p><p style="text-align:left;">For that matter, there is no way to tell <em>for the system itself</em>. Once a decoy is posted to the queue, there is no way to know whether it is a decoy value or a real one. </p><p style="text-align:left;">The last component in our system is actually working with the messages in the queue. Those are handled by the <em>publish_ids() </em>lambda, which is invoked every 5 minutes. Let’s look at the code:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-python><code class='line-numbers language-python'>MAX_MSGS <span class="token operator">=</span> <span class="token number">8</span>
upload_bucket <span class="token operator">=</span> os<span class="token punctuation">.</span>environ<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'UPLOAD_BUCKET'</span><span class="token punctuation">)</span>
def <span class="token function">publish_ids</span><span class="token punctuation">(</span>event<span class="token punctuation">,</span> context<span class="token punctuation">)</span><span class="token punctuation">:</span>
<span class="token keyword">while</span> True<span class="token punctuation">:</span>
result <span class="token operator">=</span> sqs<span class="token punctuation">.</span><span class="token function">receive_message</span><span class="token punctuation">(</span>QueueUrl<span class="token operator">=</span>queue_url<span class="token punctuation">,</span>
MaxNumberOfMessages<span class="token operator">=</span>MAX_MSGS<span class="token punctuation">)</span>
msgs <span class="token operator">=</span> result<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'Messages'</span><span class="token punctuation">,</span> <span class="token punctuation">[</span><span class="token punctuation">]</span><span class="token punctuation">)</span>
ids <span class="token operator">=</span> <span class="token punctuation">[</span>msg<span class="token punctuation">[</span><span class="token string">'Body'</span><span class="token punctuation">]</span> <span class="token keyword">for</span> msg <span class="token keyword">in</span> msgs<span class="token punctuation">]</span>
<span class="token keyword">while</span> <span class="token function">len</span><span class="token punctuation">(</span>ids<span class="token punctuation">)</span> <span class="token operator"><</span> MAX_MSGS<span class="token punctuation">:</span>
rnd <span class="token operator">=</span> secrets<span class="token punctuation">.</span><span class="token function">token_bytes</span><span class="token punctuation">(</span><span class="token number">80</span><span class="token punctuation">)</span>
fake_id <span class="token operator">=</span> base64<span class="token punctuation">.</span><span class="token function">urlsafe_b64encode</span><span class="token punctuation">(</span>rnd<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">decode</span><span class="token punctuation">(</span><span class="token string">'ascii'</span><span class="token punctuation">)</span>
ids<span class="token punctuation">.</span><span class="token function">append</span><span class="token punctuation">(</span>fake_id<span class="token punctuation">)</span>
ids <span class="token operator">=</span> <span class="token function">sorted</span><span class="token punctuation">(</span>ids<span class="token punctuation">,</span> key<span class="token operator">=</span>lambda _<span class="token punctuation">:</span> secrets<span class="token punctuation">.</span><span class="token function">randbelow</span><span class="token punctuation">(</span><span class="token number">1024</span><span class="token punctuation">)</span><span class="token punctuation">)</span>
output <span class="token operator">=</span> <span class="token function">byte</span><span class="token punctuation">(</span><span class="token string">'\n'</span><span class="token punctuation">.</span><span class="token function">join</span><span class="token punctuation">(</span>ids<span class="token punctuation">)</span><span class="token punctuation">,</span> <span class="token string">'ascii'</span><span class="token punctuation">)</span>
now <span class="token operator">=</span> datetime<span class="token punctuation">.</span>datetime<span class="token punctuation">.</span><span class="token function">now</span><span class="token punctuation">(</span>datetime<span class="token punctuation">.</span>timezone<span class="token punctuation">.</span>utc<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">isoformat</span><span class="token punctuation">(</span><span class="token punctuation">)</span>
s3<span class="token punctuation">.</span><span class="token function">put_object</span><span class="token punctuation">(</span>Bucket<span class="token operator">=</span>upload_bucket<span class="token punctuation">,</span> Key<span class="token operator">=</span><span class="token string">'ids/'</span> <span class="token operator">+</span> now<span class="token punctuation">,</span> Body<span class="token operator">=</span>output<span class="token punctuation">)</span>
<span class="token keyword">if</span> <span class="token function">len</span><span class="token punctuation">(</span>msgs<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">break</span>
sqs<span class="token punctuation">.</span><span class="token function">delete_message_batch</span><span class="token punctuation">(</span>QueueUrl<span class="token operator">=</span>queue_url<span class="token punctuation">,</span> Entries<span class="token operator">=</span><span class="token punctuation">[</span>
<span class="token punctuation">{</span><span class="token string">'Id'</span><span class="token punctuation">:</span> msg<span class="token punctuation">[</span><span class="token string">'MessageId'</span><span class="token punctuation">]</span><span class="token punctuation">,</span> <span class="token string">'ReceiptHandle'</span><span class="token punctuation">:</span> msg<span class="token punctuation">[</span><span class="token string">'ReceiptHandle'</span><span class="token punctuation">]</span><span class="token punctuation">}</span>
<span class="token keyword">for</span> msg <span class="token keyword">in</span> msgs
<span class="token punctuation">]</span><span class="token punctuation">)</span></code></pre><hr/></p><p style="text-align:left;">Every 5 minutes, the <em>publis_ids()</em> lambda runs, and it starts by reading messages from the queue. We read a batch of maximum 8 messages at a time, and round up with made up ids if there are not enough messages to store. Here is what such a file looks like:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-rust><code class='line-numbers language-rust'>K7VruHnGhlpzWssB92OpMUjAw0<span class="token operator">-</span>FoDyED_6p4w2LMgcV7JrsVB4SQdH7VNQzAT<span class="token operator">-</span>jywYZsVhHM8lNF<span class="token operator">-</span>JiWWUgXONK_Qb2DJw29aLVqw9rvIs<span class="token operator">=</span>
HG3vHyYVCC42gzeZqgugwIciPqzeQEdNcQrFdqcpUcY5dMRInZKA_ZSFBuyvPdAfJnZm8wkS<span class="token operator">-</span>jE0cdXZUZmp1wx2CZYWcPGu1uXocdWn2D4<span class="token operator">=</span>
OpJWZRfQkMGuXRci8x8YrHx0REE4PdBZctj27gXjH0JvRtaSFMweL47q9nB9r6XomGnOfu5632JbEuMKPOEkkdYiVvst<span class="token operator">-</span><span class="token number">1</span>Qpw1TNzTPcQmY<span class="token operator">=</span>
drjhGt6d<span class="token operator">-</span>aV3h8_BjC81cE5kayXiWikgD8qxWEPYL0T4l8BrW<span class="token operator">-</span>MadhanXcr465vIs7eBzK<span class="token operator">-</span>DdwrmtqO8rQsrHN60<span class="token operator">-</span>f2KirpN<span class="token operator">-</span>qHpdlpxSbk<span class="token operator">=</span>
rDKdp0CHSm4<span class="token operator">-</span>Dvf8BOToLQSv79GpfqLnV3fXLECwUK9HdVEDeRK<span class="token operator">-</span>T3SycyDmwvjUgjkH0vNMB9Yx_AeaHIS87hD2mCpyEGYKNpGMsnWZlHg<span class="token operator">=</span>
CQ<span class="token operator">-</span><span class="token number">5</span>sgobc29<span class="token operator">-</span><span class="token number">1</span>x6adr09tOgk2yb4WNirzZ2dflQOHkXKDY0uk5B9pq_KKDjNoyWZVsRazgvqRPz3mqan2yKb3P0xAQDmF2CjyN6hMR3bjsQ<span class="token operator">=</span>
<span class="token number">44</span>DYBoGFiPeN8dP7FGn579W7vFgUp8<span class="token operator">-</span>lblI7nfFP3a0TUqo5sjCnV_Ozr4aPXbdVam6kpyhkpqkQeSeroQNP_x7iq2dpNskjx2x4WO8ezJ0<span class="token operator">=</span>
TMC5ralR9BjHwTf0xk36kuUcbseD6HVkZgK3e1bpckyk62O_trNINa7FMNLLEwUZeQRvUBuj1CRhNWiz0wRjBvv_hxpbi9ToFymJXkz1ocA<span class="token operator">=</span></code></pre><hr/></p><p style="text-align:left;">We then write the file to another S3 folder, note that we use the iso format for the file name, which gives us lexical sorting for the values by time. Here is what this looks like on the bucket itself:</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;">As you can see, roughly every 5 minutes, we have some values being written out. The file size is always the same, and we can’t tell based on the presence of a file if there were messages posted at a given time. </p><p style="text-align:left;">In the time frame shown here, I didn’t post any messages, but you can see that we still have two files written at 04:15, likely because there were enough messages in the queue to force us to run a second file (basically, a race condition between the decoy lambda and the publish lambda). That is a <em>desirable</em> outcome, by the way.</p><p style="text-align:left;">This is… pretty much it, I have to say. There aren’t any additional behaviors or things to explore. This Rube Goldberg machine is meant to create a system that breaks apart the different sections and <em>loses</em> information as we move forward. </p><p style="text-align:left;">I’ll cover the impact of this design in the case of a malicious server later on in the post. For now, I want to cover how the journalist can read the data. The server currently holds two folders:</p><ul><li>uploads/ - allows anonymous GET for files, auto-expires in 14 days, uploads require a pre-signed URL</li><li>ids/ - allow anonymous GET and LIST, auto-expires in 14 days, only written to be the backend (from the queue)</li></ul><p style="text-align:left;">A journalist is going to be running a check every 5 - 10 minutes, using Tor, on the contents of the <em>ids/</em> bucket, like so:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-python><code class='line-numbers language-python'>def <span class="token function">read_messages</span><span class="token punctuation">(</span>session<span class="token punctuation">,</span> base_url<span class="token punctuation">,</span> reveal<span class="token punctuation">,</span> last_file <span class="token operator">=</span> <span class="token string">""</span><span class="token punctuation">)</span><span class="token punctuation">:</span>
<span class="token keyword">while</span> True<span class="token punctuation">:</span>
res <span class="token operator">=</span> session<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span>base_url<span class="token punctuation">,</span> params<span class="token operator">=</span><span class="token punctuation">{</span>
<span class="token string">'prefix'</span><span class="token punctuation">:</span> <span class="token string">'ids/'</span><span class="token punctuation">,</span>
<span class="token string">'start-after'</span><span class="token punctuation">:</span> last_file<span class="token punctuation">,</span>
<span class="token string">'list-type'</span><span class="token punctuation">:</span> <span class="token number">2</span><span class="token punctuation">}</span><span class="token punctuation">)</span>
res<span class="token punctuation">.</span><span class="token function">raise_for_status</span><span class="token punctuation">(</span><span class="token punctuation">)</span>
dict_data <span class="token operator">=</span> xmltodict<span class="token punctuation">.</span><span class="token function">parse</span><span class="token punctuation">(</span>res<span class="token punctuation">.</span>content<span class="token punctuation">)</span>
contents <span class="token operator">=</span> dict_data<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'ListBucketResult'</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'Contents'</span><span class="token punctuation">)</span>
<span class="token keyword">if</span> <span class="token function">len</span><span class="token punctuation">(</span>contents<span class="token punctuation">)</span> <span class="token operator">==</span> <span class="token number">0</span><span class="token punctuation">:</span>
time<span class="token punctuation">.</span><span class="token function">sleep</span><span class="token punctuation">(</span><span class="token number">5</span> <span class="token operator">*</span> <span class="token number">60</span><span class="token punctuation">)</span>
<span class="token keyword">continue</span>
<span class="token keyword">for</span> file <span class="token keyword">in</span> contents<span class="token punctuation">:</span>
last_file <span class="token operator">=</span> file<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'Key'</span><span class="token punctuation">)</span>
data <span class="token operator">=</span> session<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span>base_url <span class="token operator">+</span> last_file<span class="token punctuation">)</span>
<span class="token keyword">for</span> line <span class="token keyword">in</span> io<span class="token punctuation">.</span><span class="token function">BytesIO</span><span class="token punctuation">(</span>data<span class="token punctuation">.</span>content<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">readlines</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">:</span>
id <span class="token operator">=</span> base64<span class="token punctuation">.</span><span class="token function">urlsafe_b64decode</span><span class="token punctuation">(</span>line<span class="token punctuation">)</span>
<span class="token keyword">try</span><span class="token punctuation">:</span>
file_name <span class="token operator">=</span> reveal<span class="token punctuation">.</span><span class="token function">decrypt</span><span class="token punctuation">(</span>id<span class="token punctuation">)</span>
yield file_name
except<span class="token punctuation">:</span>
pass</code></pre><hr/></p><p style="text-align:left;">What we are doing here is scanning the <em>id/</em> folder, getting all the id files that we haven’t seen yet. For each of those files, we get it, and try to decrypt each of the lines in it. When done processing all the files in the folder, we’ll wait 5 minutes, and then read the <em>next</em> file. </p><p style="text-align:left;">This relies on the fact that S3 buckets return items in lexical sort order, and our <em>publish_ids()</em> lambda generates the file names in the <em>ids/</em> folder using lexically sorted timestamps.</p><p style="text-align:left;">If there are many journalists listening on the system, each one of them will be making 1 - 2 remote calls every 5 minutes, seeing if there are any ids in there that they can decrypt. Note that this gives the server absolutely no information about what data each journalist is able to access. It also drastically reduces the amount of information that you need to deal with and distribute. </p><p style="text-align:left;">Each journalist will need to go through roughly 250 KB per day of ids to scan for messages aimed at them. That is assuming that we have a low load system, with < 8 messages / every 5 minutes. Note that this is still over 2,300 messages/day.</p><p style="text-align:left;">Assuming that we have a very high load and have to push 100,000 messages a day, the amount of data that each journalist will have to scan is under 10 MB. Those are good numbers, especially since we don’t <em>intend</em> this to be a high-traffic system.</p><p style="text-align:left;">With the file id in hand, the journalist can now download and decrypt the data, like so:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-python><code class='line-numbers language-python'>BASE_URL <span class="token operator">=</span> <span class="token string">"https://deaddrop0j22dp4vl2id.onion"</span> # example only
PRIVATE_KEY <span class="token operator">=</span> <span class="token string">'Iei28jYsIl5E/Kks9BzGeg/36CKsrojEh65IUE2eNvA='</span>
key <span class="token operator">=</span> <span class="token function">PrivateKey</span><span class="token punctuation">(</span>base64<span class="token punctuation">.</span><span class="token function">b64decode</span><span class="token punctuation">(</span>PRIVATE_KEY<span class="token punctuation">)</span><span class="token punctuation">)</span>
reveal <span class="token operator">=</span> <span class="token function">SealedBox</span><span class="token punctuation">(</span>key<span class="token punctuation">)</span>
with torpy<span class="token punctuation">.</span>http<span class="token punctuation">.</span><span class="token function">requests</span><span class="token punctuation">(</span><span class="token punctuation">)</span> as s<span class="token punctuation">:</span>
<span class="token keyword">for</span> msg <span class="token keyword">in</span> <span class="token function">read_messages</span><span class="token punctuation">(</span>s<span class="token punctuation">,</span> BASE_URL<span class="token punctuation">,</span> reveal<span class="token punctuation">)</span><span class="token punctuation">:</span>
res <span class="token operator">=</span> s<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span>BASE_URL <span class="token operator">+</span> <span class="token string">"uploads/"</span> <span class="token operator">+</span> msg<span class="token punctuation">)</span>
<span class="token keyword">try</span><span class="token punctuation">:</span>
<span class="token function">print</span><span class="token punctuation">(</span>reveal<span class="token punctuation">.</span><span class="token function">decrypt</span><span class="token punctuation">(</span>res<span class="token punctuation">.</span>content<span class="token punctuation">)</span><span class="token punctuation">)</span>
except<span class="token punctuation">:</span>
pass</code></pre><hr/></p><p style="text-align:left;">We get the file ids, download them from the S3 bucket, and decrypt them. And now the journalist can start actually looking at the data. To reply, the whistleblower would need to send their own public key to the journalist, and subscribe in the same manner to the updates. </p><p style="text-align:left;">Note that this is <em>not</em> meant to be an online protocol, and you can scan the data once a day or once a week, without any real problems. That makes this system attractive since you can schedule a weekly trip to a remote location where you can anonymously check if you have anything new in your “mailbox”, without anyone being able to tell.</p><p style="text-align:left;">With the raw technical details out of the way, let’s consider some of the implications of this sort of system design.</p><h1 style="text-align:left;">The cautious playbook</h1><p style="text-align:left;">A journalist would publish their public key, likely in their paper or website. They are <em>interested in</em> getting such information from anonymous sources. At the same time, they need to ensure that no one can tell if someone sent them information. A whistleblower wants to send information, but be protected from anything knowing that they sent it. Ideally, we should even limit the knowledge that any information <em>was</em> sent.</p><p style="text-align:left;">The way SecureDrop recommends, access to the system is only via Tor and usually from a location that isn’t near your usual haunts, which you traveled to without a phone, paid in cash, using a live-cd Tails instance. </p><p style="text-align:left;">The idea of adding additional layers beyond the system encryption is that even with a powerful adversary, the number of hurdles they have to go through is very high. You have to break the system encryption, and then Tor, and then you reach some coffee shop in the middle of nowhere and need to go over footage to try to identify someone. </p><p style="text-align:left;">The crazy thing is that this is actually <em>viable</em>. It isn’t science fiction today to obtain the security footage (which we can safely assume exists), run it through a facial recognition system and get a list of people to check. So we need to have multiple layers of defense in place. </p><p style="text-align:left;">From the point of view of this dead drop system, all the data is encrypted, the only information you have is about analyzing traffic patterns. A good way to alleviate even that is to <em>not</em> run everything at once. </p><p style="text-align:left;">The whole point of breaking it into discrete steps is that you can execute it in isolation. You can get the upload url, upload the file, and then actually register the id a day later, for example. That makes timing analysis a <em>lot</em> harder.</p><p style="text-align:left;">Or consider a few bots that would (via different Tor exit nodes for each operation):</p><ul><li>Request upload urls on an ongoing basis </li><li>Occasionally upload random files to those urls</li><li>Read the <em>ids</em>/ folder files</li><li><em>Download</em> some of those urls</li></ul><p style="text-align:left;">If we have a few of those bots, and they send <em>each other</em> “messages” that generate decoy traffic, it is going to be much harder to track who and what is happening, since you’ll have activity (anonymized via Tor) that hides the real actions.</p><p style="text-align:left;">I think that those bots are likely to be another important layer of security, defeating traffic analysis and masking actual usage by people.</p><h1 style="text-align:left;">Consequences of a malicious takeover</h1><p style="text-align:left;">Let’s consider for a moment what will happen if the system is taken over by a malicious party. In this case, we assume that there is a valid system that was taken over. Therefore, we need to figure out the impact of <em>old</em> messages that were sent and <em>new</em> messages that will be sent from now on.</p><p style="text-align:left;">The design of the system calls for the following important configurations:</p><ul><li>Disabling logging on access (S3, endpoints, etc).</li><li>All files (ids, uploads, etc) are deleted within 14 days.</li><li>We are routing data in such a way that information is lost (registered id will be merged with decoys, etc)</li></ul><p style="text-align:left;">Assuming that a proper system was taken over by a malicious party, the only additional information that they now have is all the contents of the <em>uploads/</em> folder, which aren’t visible to other parties (you have to know the file name to download). </p><p style="text-align:left;">Given that the files are encrypted, there isn’t much that is leaked. And the bots I talked about will mask the real traffic with dummy files. </p><p style="text-align:left;">Once the system has been taken over, we can assume that the following happens: There is correlation now between calls to upload-url and the actual uploaded file. You can also correlate a registered id with an upload, assuming sufficiently low traffic (which is likely). </p><p style="text-align:left;">Those are the only additional bits of information that you gain from having access to the system. When we register an id to be published, the whistleblower sends the <em>encrypted</em> value, which the server has no way of correlating to the recipient.</p><p style="text-align:left;">The server can now do traffic analysis, for example, monitor that someone is reading the <em>ids/</em> folder and then downloading a file from the <em>uploads/</em> folder. But that is of limited utility, that would be:</p><ul><li>Masked by the bots traffic.</li><li>Only give you the Tor exit node. </li></ul><p style="text-align:left;">A malicious party could also disable expiration and retain long-term all the uploaded files, in case they get the keys at a later time, but beyond that, I can’t think of anything else that they will get from actually having control over the system. </p><p style="text-align:left;">In particular, for the whistleblower, there is no data leakage about who they are or who they are talking to. Even with the collaboration of the journalist, if the whistleblower didn’t provide that information, they remain anonymous.</p><h1 style="text-align:left;">Side channels</h1><p style="text-align:left;">Another aspect of this system is that we don’t <em>need</em> to go with the id registration and publication to journalists. The fact that this is stored (and encrypted) means that you now don’t need to pass potentially a lot of data to a journalist, but can just give them the id itself. That is 108 bytes in base64 format, and doesn’t convey any additional information beyond that.</p><p style="text-align:left;">The question is, of course, if you can pass the id, why not just pass the encrypted file directly. </p><h1 style="text-align:left;">Attacks and mitigations</h1><p style="text-align:left;">The design of the system makes certain attacks impossible to execute or impossible to hide. For example, you can perform denial of service attacks on a journalist by sending <em>many</em> messages that they would have to go through (you have the public key, after all). But that is obviously detectable. </p><p style="text-align:left;">In general, denial of service attacks on the system can be mitigated by requiring proof of work to submit the files. </p><p style="text-align:left;">What about <em>blocking</em> access from a source or to a particular journalist? There is no identifying the source, so you cannot block based on that. You can also not block the journalist, since the server doesn’t have any idea who the destination is. </p><p style="text-align:left;">You <em>can</em> block access to the system, simply by ignoring id registrations. From the outside world, it will look like someone just didn’t send us any messages. However, that is easily detectable. A journalist can send a message to herself, and upon not receiving it, detect that the system is not operationable.</p><h1 style="text-align:left;">Key leakage</h1><p style="text-align:left;">What happens if the key pair of a journalist leaks? That would be catastrophic for the journalist and the sources because it would enable decryption of any messages that were sent. This is mitigated by only keeping messages for a maximum of 14 days, but we must assume that an adversary has copies of all the messages that were ever sent.</p><p style="text-align:left;">In this scenario, key leadage would compromise all communications intended for the journalist. Technically speaking, we can try to do a key exchange using this system, and have a temporary key assigned for a particular conversation. The problem is that this sort of system is mostly offline, with days or weeks between interactions.</p><p style="text-align:left;">That means that we need to persist the keys (and can thus assume that a key pair leak will also leak any “temporary” keys). Something that you can do is publish not just <em>a</em> public key but several over time, with built-in expiry. Let’s say that you publish your key in January, and replace that with a new key in February. In March, you’ll destroy the January key, so you don’t have a way to leak that. </p><p style="text-align:left;">Having rotating keys is a cute idea, but I think in practice this is too complex. People have a hard enough time remembering things like their passwords, requiring them to remember (and change) multiple passphrases is too much. On a yearly basis, however, that makes a lot more sense. But then again, what does “destroy the old key” mean exactly.</p><h1 style="text-align:left;">Summary</h1><p style="text-align:left;">Well, this post has gone on <em>entirely</em> too long. I actually started writing it to play around with serverless system architecture, but I got sidetracked into everything else. It is long enough that I won’t try to dive into the serverless aspect in this post. Maybe in a future one.</p><p style="text-align:left;">As a reminder, this is a nice design, and the blog post and research consumed quite a few very enjoyable evenings, but I’m not a security or cryptography expert. If you require a system like this, I would recommend consulting an actual professional.</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/201153-B/building-a-serverless-secured-dead-drop?Key=47eb1aad-9008-499c-85a1-8fcfbf39e437https://www.ayende.com/blog/201153-B/building-a-serverless-secured-dead-drop?Key=47eb1aad-9008-499c-85a1-8fcfbf39e437Thu, 30 May 2024 12:00:00 GMTre: Secure Drop protocol<p style="text-align:left;">I just read this (excellent) <span style="text-decoration:underline;"><a style="color:inherit;" href="https://securedrop.org/news/introducing-securedrop-protocol/">introduction to the Secure Drop protocol</a></span>, meant for journalists to have a way to safely accept anonymous information from sources. </p><p style="text-align:left;">Using Tor and something like Tails (with <span style="text-decoration:underline;"><a style="color:inherit;" href="https://docs.securedrop.org/en/stable/source/before_you_submit.html#choose-the-right-location">a pretty good guide</a></span> on how to connect to it from an unusual location) you can probably get to the right website in an anonymous manner. With the <em>current</em> version of Secure Drop, you go to a website, such as <span style="text-decoration:underline;"><a style="color:inherit;" href="https://techcrunch.com/securedrop">TechCrunch</a></span>, and get a .onion address that you can put into the Tor browser. You then get a codename and can upload files and a message. </p><p style="text-align:left;">You are trusting the server to a very large extent, as far as I can see. If the server you are reaching has been compromised, it can just send anything you add directly to the Bad Guys. I mean, the website recommends using GPG to encrypt the messages locally, but then it <em>gives</em> you the GPG key. </p><p style="text-align:left;">For fun, I tested this with the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://www.washingtonpost.com/anonymous-news-tips/">Washington Post</a></span>. They have a couple of ways to provide information anonymously. One is via Secure Drop and the other is via GPG email. The keys for both are <em>different</em>. That doesn’t inspire confidence.</p><p style="text-align:left;">For that matter, the TechCrunch instance is running on version 2.5.2, whereas the current version is 2.8.0. I assume that those instances are basically set up once and then never maintained. For context, the TechCrunch current version of Secure Drop was released in Feb 2023, quite a while ago.</p><p style="text-align:left;">Let’s assume that there is a security vulnerability (I know of none, just to be clear) in an old version that hasn’t been updated. What happens if it is attacked and taken over by an adversary? Since the current model is to trust the server, you get access to everything. </p><p style="text-align:left;">I think that the new Secure Drop protocol's whole <em>point</em> is to get end-to-end encryption and break the requirement to trust the server. And more to the point, I think that the <em>way</em> they do that is really interesting. </p><p style="text-align:left;">Here are their stated requirements:</p><ol><li>No accounts, and therefore no user authentication.</li><li>No message flow metadata, meaning messages can’t be linked together, and different types of messages are indistinguishable from one another.</li><li>No changes in server state are observable externally.</li><li>No ciphertext collection or information leaks via trial decryption – a given recipient receives pertinent ciphertext only.</li></ol><p style="text-align:left;">Basically, there are three methods:</p><ul><li>Send</li><li>Fetch</li><li>Download</li></ul><p style="text-align:left;">A source needs to send information to a journalist. The journalist publishes their public key somewhere. For example, as a QR code in a physical magazine, etc. Using the journalist's public key, we can start the ball rolling.</p><p style="text-align:left;">They encrypt the data locally and then Send the encrypted file to the server, where it is stored. The next step is for the journalist to <em>Fetch</em> and <em>Download</em> the data. </p><p style="text-align:left;">Each time the source sends information to the server, it is considered a separate action, and there is no way to link them together. To reply back, the sender needs to include <em>their </em>public key in their message. </p><p style="text-align:left;">But there is a problem here. You don’t want the <em>server</em> to know who is the recipient of the messages. Note that this holds both ways, you should not be able to see that a particular journalist got a message or trace a reply to the source.</p><p style="text-align:left;">In other words, the server should have as little information as possible about what is going on. And the way they implemented that feature is absolutely beautiful. Remember, the source will encrypt the message locally using the journalist’s public key. </p><p style="text-align:left;">That is done using an ephemeral key pair, used only for this message. Along with the encrypted message, they send the (ephemeral) public key for the message and also compute a Diffie-Hellman key from the ephemeral private key and the journalist public key. </p><p style="text-align:left;">This is what it would look like:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-java'><code class='line-numbers language-java'>def <span class="token function">send</span><span class="token punctuation">(</span>msg<span class="token punctuation">,</span> journalist_public_key<span class="token punctuation">)</span><span class="token operator">:</span>
tmp_key_pair <span class="token operator">=</span> <span class="token function">generate_key_pair</span><span class="token punctuation">(</span><span class="token punctuation">)</span>
enc_msg<span class="token operator">=</span> <span class="token function">encrypt</span><span class="token punctuation">(</span>msg<span class="token punctuation">,</span> journalist_public_key<span class="token punctuation">)</span>
msg_gdh <span class="token operator">=</span> <span class="token function">scalar_mult</span><span class="token punctuation">(</span>tmp_key_pair<span class="token punctuation">.</span><span class="token keyword">private</span><span class="token punctuation">,</span> journalist_public_key<span class="token punctuation">)</span>
<span class="token keyword">return</span> enc_msg<span class="token punctuation">,</span> msg_gdh<span class="token punctuation">,</span> tmp_key_pair<span class="token punctuation">.</span><span class="token keyword">public</span></code></pre><hr/></p><p style="text-align:left;">The Gdh here refers to Group Diffie-Hellman. Note that this isn’t actually <em>used</em> for anything, we just send that to the server.</p><p style="text-align:left;">When a journalist tries to fetch messages, they aren’t providing <em>any</em> information to the server. The server has no way of knowing who it is talking to. And yet the idea is to send information that only the journalist can read. In order to do that, the server will generate an ephemeral key pair (only for that request) and Diffie-Hellman key from the current request’s private key and Gdh value provided by the source. </p><p style="text-align:left;">The server will compute <em>another</em> Gdh value. This time between the message’s public key and the private key of the request. It will send the encrypted message, the public key of the request and the server computed Gdh value to the journalist. Here is what the code looks like:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-java'><code class='line-numbers language-java'>def <span class="token function">fetch</span><span class="token punctuation">(</span>msg_id<span class="token punctuation">,</span> msg_gdh<span class="token punctuation">,</span> msg_public_key<span class="token punctuation">)</span><span class="token operator">:</span>
tmp_key_pair<span class="token operator">=</span> <span class="token function">generate_key_pair</span><span class="token punctuation">(</span><span class="token punctuation">)</span>
enc_key <span class="token operator">=</span> <span class="token function">scalar_mult</span><span class="token punctuation">(</span>tmp_key_pair<span class="token punctuation">.</span><span class="token keyword">private</span><span class="token punctuation">,</span> msg_gdh<span class="token punctuation">)</span>
msg_srv_gdh <span class="token operator">=</span> <span class="token function">scalar_mult</span><span class="token punctuation">(</span>tmp_key_pair<span class="token punctuation">.</span><span class="token keyword">private</span><span class="token punctuation">,</span> msg_public_key<span class="token punctuation">)</span>
enc_msg_id <span class="token operator">=</span> <span class="token function">encrypt</span><span class="token punctuation">(</span>msg_id<span class="token punctuation">,</span> enc_key<span class="token punctuation">)</span>
<span class="token keyword">return</span> enc_msg_id<span class="token punctuation">,</span> msg_srv_gdh<span class="token punctuation">,</span> tmp_key_pair<span class="token punctuation">.</span><span class="token keyword">public</span></code></pre><hr/></p><p style="text-align:left;">That looks like utter nonsense, right? What is going on here? Let’s go back to first principles. Classic Diffie-Hellman is based on multiplication on a finite field. Let’s assume that we agreed on Base = 5, and Modulus = 23 (<span style="text-decoration:underline;"><a style="color:inherit;" href="https://en.wikipedia.org/wiki/Diffie%E2%80%93Hellman_key_exchange">values taken from Wikipedia</a></span>).</p><p style="text-align:left;">The journalist generates a private key: 13 and computes 513 mod 23 = 21. The journalist thus publishes 21 as its public key.</p><table style="width:100%;" class="table-bordered table-striped" ><tr><strong><td>Journalist key pair</td></strong></tr><tr><td>Private: 13Public: 21</p></td></tr></table><p style="text-align:left;">The source generates a private key (for a single message): 3 and computes 53 mod 23 = 10. The source also computes a Diffie-Hellman key exchange from the message private key and the journalist public key using: 213 mod 23 = 15. That is marked as the message GDH (Group Diffie-Hellman).</p><table style="width:100%;" class="table-bordered table-striped" ><tr><strong><td>Journalist</td><td>Source (per message, ephemeral)</td><td>Adversary knows…</td></strong></tr><tr><td>Private: 1Public: 5</p></td><td>Private: 3Public: 10</p>Message GDH: 15</p></td><td>Journalist public key: 5</td></tr></table><p style="text-align:left;">Note that usually, the GDH value (15 in our case) would be used as the agreed-upon encryption key between the source and the journalist. Instead of doing that, we are jumping through a few more hoops. </p><p style="text-align:left;">When the source sends a message to the server, it sends it its public key (10) and the GDH (15). This is stored internally and isn’t really doing anything interesting until a journalist needs to fetch messages from the server. </p><p style="text-align:left;">This is where the magic happens. During the processing of the fetch request, the server doesn’t have any idea who the journalist is, there are no keys or authentication happening. A key requirement is that the journalist is able to get new messages without the server knowing what messages they are able to read.</p><p style="text-align:left;">Let’s consider Lois and Clark as two journalists, and assume for simplicity that there is only a single message involved. Both Lois and Clark send a request to the server to get new messages. Since the server cannot tell them apart, it will respond in the same way.</p><p style="text-align:left;">The first step in the server processing the request is to generate an ephemeral private key: 9 and compute 59 mod 23 = 11. It will then compute a Group Diffie-Hellman, between its private key and the message public key: 109 mod 23 = 20, this is called the request GDH. It also computes another Group Diffie-Hellman, this time with the message GDH and its private key: 159 mod 23 = 14. That serves as the encryption key for the message, and the server uses that to send an encrypted message ID to the journalist. </p><table style="width:100%;" class="table-bordered table-striped" ><tr><strong><td>Journalist (Lois)</td><td>Journalist (Clark)</td><td>Server</td></strong></tr><tr><td>Private: 13Public: 21</p></td><td>Private: 17Public: 15</p></td><td>Request Private: 9Request Public: 11</p>Request GDH: 20</p>Encryption key: 14</p></td></tr><tr><td>-</td><td>-</td><td>Server reply:</td></tr><tr><td>-</td><td>-</td><td>Request GDH: 20encrypted(msg_id, 14)</p></td></tr></table><p style="text-align:left;">Note that in the table above, the reply from the server is computed in the <em>same</em> manner to both journalists (the server cannot tell which is which). However, for each request, the server will generate a <em>new</em> request key pair. So on each request, you’ll get a different result, even for the same data.</p><p style="text-align:left;">Now, what can the journalists do with this information? We have the message public key and the request GDH. Let’s have Lois do Group Diffie-Hellman on them: 2013 mod 23 = 14. That gives us the <em>encryption</em> key that was used by the server. We can use that to decrypt the message the server sent (which by itself is a reference to the actual encrypted message held by the oblivious server). </p><p style="text-align:left;">What about Clark? Using his own key, he can compute 2017 mod 23 = 7. And that means that he cannot get the encryption key to figure out what the server sent. </p><p style="text-align:left;">How does this work? Let’s break it down.</p><table style="width:100%;" class="table-bordered table-striped" ><tr><strong><td>Message GDH</td><td>213 mod 23 = 15 </td></strong></tr><tr><td>Encryption key for server</td><td>159 mod 23 = 14</td></tr><tr><td>Request GDH</td><td>109 mod 23 = 20</td></tr><tr><td>Encryption key for journalist</td><td>2013 mod 23 = 14</td></tr></table><p style="text-align:left;">The reason we get the same encryption key is that we actually end up computing:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-java'><code class='line-numbers language-java'>enc_key_server <span class="token operator">=</span> <span class="token function">pow</span><span class="token punctuation">(</span>
<span class="token function">pow</span><span class="token punctuation">(</span>journalist_public_key<span class="token punctuation">,</span> message_private_key<span class="token punctuation">)</span><span class="token punctuation">,</span>
request_private_key
<span class="token punctuation">)</span> <span class="token operator">%</span> <span class="token number">23</span> # <span class="token punctuation">(</span><span class="token punctuation">(</span><span class="token number">21</span><span class="token operator">^</span><span class="token number">3</span><span class="token punctuation">)</span><span class="token operator">^</span><span class="token number">9</span><span class="token punctuation">)</span> <span class="token operator">%</span> <span class="token number">23</span> <span class="token operator">=</span> <span class="token number">14</span>
enc_key_journalist <span class="token operator">=</span> <span class="token function">pow</span><span class="token punctuation">(</span>
<span class="token function">pow</span><span class="token punctuation">(</span>message_public_key<span class="token punctuation">,</span> request_private_key<span class="token punctuation">)</span><span class="token punctuation">,</span>
journalist_private_key
<span class="token punctuation">)</span> <span class="token operator">%</span> <span class="token number">23</span> # <span class="token punctuation">(</span><span class="token punctuation">(</span><span class="token punctuation">(</span><span class="token number">10</span><span class="token operator">^</span><span class="token number">9</span><span class="token punctuation">)</span><span class="token operator">^</span><span class="token number">13</span><span class="token punctuation">)</span> <span class="token operator">%</span> <span class="token number">23</span> <span class="token operator">=</span> <span class="token number">14</span></code></pre><hr/></p><p style="text-align:left;">In other words, when the server computes the encryption key, it involves:</p><ul><li>Message public key</li><li>Journalist public key ^ message private key</li><li>Request private key</li></ul><p style="text-align:left;">And when the journalist computes it, it involves:</p><ul><li>Request public key</li><li>Journalist public key ^ message private key</li><li>Journalist private key</li></ul><p style="text-align:left;">That is a <em>really</em> cool result. It makes <em>sense</em>, but it was non-obvious. Hence why I wrote it out in detail to understand it properly.</p><p style="text-align:left;">In terms of cryptographic theory, I’m not aware of any other use of something like that (note, not a cryptographer), and it would probably require a thorough review by actual cryptographers to verify.</p><p style="text-align:left;">In practical terms, actually <em>making use</em> of this is pretty hard. It uses a pretty low-level cryptographic primitive that is usually not exposed by modern encryption API. More to the point, I think that it isn’t a good direction to go toward, and <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/201153-B/building-a-serverless-secured-dead-drop?key=47eb1aad9008499c85a18fcfbf39e437">I have in mind a much simpler solution instead. </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/201121-B/re-secure-drop-protocol?Key=415a8f5e-43be-4f98-afda-e6a6ea87d7b0https://www.ayende.com/blog/201121-B/re-secure-drop-protocol?Key=415a8f5e-43be-4f98-afda-e6a6ea87d7b0Tue, 28 May 2024 12:00:00 GMTModeling: Date vs. DateTime<p style="text-align: left;">I got a really interesting comment on a blog post talking about query optimization. The context was that working with dates is much easier for a query engine than working with date & time at the millisecond granularity. You can read the <span style="text-decoration: underline;"><a style="color: inherit;" href="https://ayende.com/blog/201025-C/corax-query-plan-visualization?key=4d05e664836741a484112029d0071ceb#comment4">details on that in the post</a></span>. Here, I want to focus on the modeling difference between the two.</p>
<p style="text-align: left; padding-left: 30px;"><span style="color: #222222;">In real-life scenarios, </span><span style="color: #222222;">DateTime.Date</span><span style="color: #222222;"> is kind of useless. I don't know if any application will use such a query unless they are a UK-only application or an application that says they only deal with UTC. In practice, it is often hour or minute precision due to the </span><span style="color: #222222;"><strong>time zone</strong></span><span style="color: #222222;">.. The majority of time zones are hourly based, with some operating on minute bases. e.g. 15 or 30 minutes. (Newfoundland UTC-03:30, India UTC+5:30, Eucla UTC+8:45)</span></p>
<p style="text-align: left;">This is a great example of the difference in thinking between developers and business people. Because we typically work with date & time, we tend to assume that all the associated considerations for time also apply to dates. However, that isn’t actually the case.</p>
<p style="text-align: left;">The date 2024-05-13 is a <em>date</em>. It is the same in the UK and in India. The <em>start time</em> for that date may be different, but the date is the same. A date doesn’t have a time zone. Mostly because that isn’t a meaningful distinction.</p>
<p style="text-align: left;">Let’s consider the most famous date of all, your birthday. You were born at a given point in time (date time) in a particular location (time zone). However, for the <em>vast</em> majority of scenarios, such details are irrelevant.</p>
<p style="text-align: left;">If you were born on Baker Island (UTC-12) and currently reside in Line Islands (UTC+14), you’ll celebrate your birthday based on the <em>date</em>, not the <em>time</em>. That is made obvious when you consider that a year is not an exact measurement in terms of time and the duration of time within a year varies considerably between different years.</p>
<p style="text-align: left;">When we talk about businesses and dates, it really gets more complex. Consider the simplest scenario, we have a business that has stores in Honolulu, Hawaii, and Dallas, Texas. On Dec 31, 2023, a purchase was made in the Honolulu store at 8PM. That is already Jan 1st, 2024 in Dallas, mind. What year would taxes be paid on that sale?</p>
<p style="text-align: left;">You can make all sorts of cases here, for paying that in the current year or the previous one, etc. In practice, it doesn’t matter. The <em>date</em> the sale was made is what determines the tax year. That means that a sale in Honolulu will be registered in 2023, while a sale that happened half an hour <em>earlier</em> in Dallas will be registered for 2024.</p>
<p style="text-align: left;">The reason for that is simply that there is no really good answer here when you start working across time zones. And trying to maintain the distinction between when the day started is not really meaningful from a business perspective.</p>
<p style="text-align: left;">Here is another consideration, if I signed an office lease for 6 months starting on January 1st. However, in March, daylight savings time came into effect. When is my lease going to expire?</p>
<p style="text-align: left;">The answer is May 31, 23:59, regardless of changes in DST. Because the duration is in <em>months</em> (and days) not in terms of time(and hours).</p>
<p style="text-align: left;">There are scenarios in business that I care <em>deeply</em> about the time that passed. A great example would be for payroll purposes. I did a night shift with daylight savings time in it. You <em>bet</em> that I want to get paid for the total number of hours that passed, not the difference between the hours on the clock. For fun, it gets <em>really</em> complex when you have shifts that cross payroll periods (how do you calculate overtime), but that is a topic for another time (pun intended).</p>
<p style="text-align: left;">The common case, however, is that you only care about the date, and the timezone is not relevant.</p>https://www.ayende.com/blog/201057-A/modeling-date-vs-datetime?Key=e3e86457-cc47-46a1-a6a9-4a0159a883edhttps://www.ayende.com/blog/201057-A/modeling-date-vs-datetime?Key=e3e86457-cc47-46a1-a6a9-4a0159a883edTue, 14 May 2024 12:00:00 GMTDeniable Encryption<p style="text-align:left;">I ran into an interesting <span style="text-decoration:underline;"><a style="color:inherit;" href="https://www.reddit.com/r/cryptography/comments/1chfi6d/comment/l23xaf7/?utm_source=share&utm_medium=web3x&utm_name=web3xcss&utm_term=1&utm_content=share_button">Reddit comment</a></span> about deniable encryption and decided to spend an evening playing with it. The concept is that we have a way to encrypt a message in such a way that we can provide a key that would reveal a <em>different</em> message.</p><p style="text-align:left;">The idea is that if you are forced to reveal your key, you can do so, without spilling your secret. From a technical perspective, this is a truly fascinating scenario. Of course, it comes with the problem that if you’ve provided a key that doesn’t show anything the adversary is happy with, they’ll assume that there is another key.</p><p style="text-align:left;">Note: As usual when talking about cryptography, I’m at best an amateur in this area. This is strictly me having fun, don’t try to keep your Bitcoin keys here (instead, send them to me by snail mail).</p><p style="text-align:left;">In theory, there is a simple way to do so. Behold my prediction for the winner of the 2024 US election. I don’t <em>want</em> to reveal to you ahead of time, but here is the encrypted value:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-unknown><code class='line-numbers language-unknown'><span class="token number">4</span>a<span class="token operator">/</span><span class="token number">8</span>AqOcEFzlMRP9VsLgEtXIq8<span class="token operator">+</span>Cc11bKKp6<span class="token operator">+</span>iR3c975qOrNtA<span class="token operator">==</span></code></pre><hr/></p><p style="text-align:left;">After the election, I’ll share the key that will show that I properly predicted this (you should send me bitcoins at that point). Let’s commit further and show you how you can verify this, it’s really simple:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript><code class='line-numbers language-javascript'>string <span class="token function">Decrypt</span><span class="token punctuation">(</span><span class="token parameter">string encrypted<span class="token punctuation">,</span> string key</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token keyword">var</span> t <span class="token operator">=</span> Convert<span class="token punctuation">.</span><span class="token function">FromBase64String</span><span class="token punctuation">(</span>encrypted<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> k <span class="token operator">=</span> Convert<span class="token punctuation">.</span><span class="token function">FromBase64String</span><span class="token punctuation">(</span>key<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">return</span> Encoding<span class="token punctuation">.</span><span class="token constant">UTF8</span><span class="token punctuation">.</span><span class="token function">GetString</span><span class="token punctuation">(</span>
t<span class="token punctuation">.</span><span class="token function">Select</span><span class="token punctuation">(</span><span class="token punctuation">(</span><span class="token parameter">b<span class="token punctuation">,</span> i</span><span class="token punctuation">)</span> <span class="token operator">=></span> <span class="token punctuation">(</span>byte<span class="token punctuation">)</span><span class="token punctuation">(</span>b <span class="token operator">^</span> k<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 function">ToArray</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;">In the interest of time (and those bitcoins), I’ll let you know that the answer is either:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-unknown><code class='line-numbers language-unknown'>tsaSbMbuMDODESHNZPbAR4bozqPnECkyR8Rak1dNU4qL3Ye9mg<span class="token operator">==</span>
tsaSbMbuMDODESHNZPbAR4bozqPnECkyR8Rak1dNU5yQzI<span class="token operator">+</span>jmg<span class="token operator">==</span></code></pre><hr/></p><p style="text-align:left;">Voila, we are done, right? Not only did I demonstrate my ability to properly predict the future, but I was also able to show how you can use two separate keys to decrypt the same data. </p><p style="text-align:left;">This is just a property of the way I “encrypted” the data. What happened is that I took some random bytes, and when I needed to produce an answer, I XORed those bytes with the message I wanted to get and then I sent you the XORed value. When you XOR it again with the “message” you previously got, we get the output I want. In essence, that “message” you got is a one-time pad, and I can use that to send you any message I want.</p><p style="text-align:left;">This also has all the usual <em>limitations</em> of one-time pads, you can only send data up to the size of the key, it doesn’t protect you from the text being corrupted, and it is <em>malleable</em>. In other words, you have no way to ensure (cryptographically) that the message you received was actually sent by me. </p><p style="text-align:left;">Modern cryptography relies on something called AEAD (Authenticated Encryption with Associated Data), which ensures that you can send as much encrypted data as you want and ensures that no one can alter the data I receive if the decryption process is successful. </p><p style="text-align:left;">What I aim to do is create a proper way to encrypt a message and be able to retrieve it later, but also provide another key if needed. Here is the API that I have in my mind:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-ruby><code class='line-numbers language-ruby'>var output <span class="token operator">=</span> DeniableEncryption<span class="token punctuation">.</span><span class="token function">Encrypt</span><span class="token punctuation">(</span>
<span class="token punctuation">(</span><span class="token string">"P@ssw0rd"</span><span class="token punctuation">,</span> <span class="token string">"Joey doesn't share food!"</span><span class="token punctuation">)</span><span class="token punctuation">,</span>
<span class="token punctuation">(</span><span class="token string">"swordfish"</span><span class="token punctuation">,</span> <span class="token string">"Meet at dawn by the beach to toast the new year"</span><span class="token punctuation">)</span><span class="token punctuation">,</span>
<span class="token punctuation">(</span><span class="token string">"adm1n!str@t0r"</span><span class="token punctuation">,</span> <span class="token string">"We were on a break!"</span><span class="token punctuation">)</span><span class="token punctuation">,</span>
<span class="token punctuation">(</span><span class="token string">"Qwerty!Asdf@2024"</span><span class="token punctuation">,</span>
<span class="token string">"Bitcoin seed: lonely ghost need apology spend shy festival funds"</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, we are actually encrypting <em>multiple messages</em> here, each with its own password. The output of this code will be something like this:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-rust><code class='line-numbers language-rust'>OwlVWixT3NMen2vuklHsY34SEIfu<span class="token operator">+</span>zuDKJx5UMQKEjP4GnDnSDsagUiMWxcl83kC4GRI1s64JEU7
x7vf4u15FZOw3DDzwCG71Mqatfjc7nTzAox7Cr9FtVnxqsqkIyeOVsq6yHbiP56HAlUkbu7<span class="token operator">/</span>D3kp
RrRmNtdqo5S6Dl7Y50fH492W<span class="token operator">/</span><span class="token operator">+</span><span class="token operator">/</span>wtEhNePfWP7YhO1KsvUcnX2S4B7VKnTZbhJDhvxgTUlMK4<span class="token operator">/</span>Cl
UdQiP3H0R1CZ8ucB1mb1yP<span class="token operator">/</span>gkwIPYA7ComAzKtM9VOviCzqP5wqzdq7KcWM2FdJH3Lqpuoi376Lr
<span class="token number">3</span>Dnh4FUDe8jJhU2xlNhj7O9tXPczIeeUu7GuG0FHegeHprqRc7AkKK5b5kiEN7VnQz58fk29WBAQ
<span class="token number">2</span>LTYrBwbDn47Sw4PybMFcl9Wy4Yuw9ElHQoZcvXGk9hAXsqWdRyRgOq8HREiuZpzvSyx5v56T2<span class="token operator">+</span>u
<span class="token number">3</span>hGVeXStKfYF6T5R9w8wqPKQ8UB3<span class="token operator">/</span>blKguQZjtJNlueXDSpJ5Jzl<span class="token operator">/</span><span class="token number">7</span>FKUCSJfK16l9NgiVpcGGLg
qke4cZ1aVdpL6rsCH8uLLjEO0MVliuLjjX2VP76UrJBpTdh2uuyjaNDa6tFxQ<span class="token operator">/</span>zx0jz5VlVbNZv<span class="token operator">+</span>
w4KOl9jkQYk1U9VZ4K1v8IP6swZ1AOmfkWDuXmeNHlBeFk7Au0<span class="token operator">+</span>ZDgpAJptwZrSDP2rgRgnrTlDL
qN9YqSlV4Q2TBmcVmQy9<span class="token operator">+</span>sW1aI7yHhUdzfx3wZ551BmJX0IBLJviMKm<span class="token operator">+</span><span class="token number">1</span>DglKlHfs<span class="token operator">/</span><span class="token operator">+</span>BZ1fz1HR2
ygnSSq2FXMf8y8vDZRjxb54Q<span class="token operator">/</span><span class="token number">4</span>JzgvYMpq47<span class="token operator">/</span>ukmzPgc6JcYfkLtDCNXeJ<span class="token operator">+</span><span class="token number">0</span>bUDjn5r<span class="token operator">+</span><span class="token number">2</span>I8d3DLF
FbkGa6oB<span class="token operator">+</span>um1ipAAeO5paH6aqzERtK3qEDw<span class="token operator">+</span>nmnHW<span class="token operator">+</span>y7BQUrQ7VRq2rmmPI2Hq8aMGcyCu5MpI97
<span class="token operator">/</span>TXgcZDsUxFgRvA4ZQWz0UJ1ZNZOHgCRWgsAOkp1Y6zUKYwcJlhiICfUlfuj<span class="token operator">+</span><span class="token number">6</span>I2YayldANn<span class="token operator">/</span>GR<span class="token operator">/</span>
jn8<span class="token operator">/</span>U4W2UXN3cAkl9AtgkxooGVQThPnAVTqo4l<span class="token operator">+</span>EiL9X7WLo3EyaTJSNzxSSgudMQZJJJc<span class="token operator">+</span>nYK66
A592plmhCzsvWedUeBzacE<span class="token operator">/</span>pifyWM9DGDHqa5K75VLGV1AenIIBsUkYc44UPDLazpLSUBfTXB7LZ
Tig4sHmmLvfiXrD<span class="token operator">/</span>lH1jFKEsAdTHiYWLooxTBD0Q2COpEM6kyKkljwfko8FVpO6HRNwiyqwQCsDM
xSMOO2Vk5qQVAb7VOEXN0fQjxEjSeB890XODduP6d941dqk<span class="token operator">+</span>L1iAQK50GHk8WWCkZFn6FricVCFs
<span class="token number">5</span>T6fEWRj6wJlD4EISmoNVmanqAmF79Spg4YCOr3N2EbSdokf5d4ZNA7GtDFX9esbHTIPS0SiXyUx
MHgS99CllTACSEpmEisu<span class="token operator">/</span>JiEsWKHOg0oy6oCZbi9hrMbeMGGQ9jM4sIxQ20<span class="token operator">/</span>u7dV1maut67CPN0H
F5VYkRQ0<span class="token operator">/</span>PNqhvT4Tb3CuGLndxD<span class="token operator">/</span>nsvs9MgOOZljVZWLaF<span class="token comment">//Gdno2CNNPjnnHTuURScpcIFKMN5c</span>
<span class="token number">80</span>NDgQX6kO8Hoiho7NFc61QwDCNYk1xk2qVDo9jcOaJ2zdtFWJfVavhLCNnEfWoHxzBmS4oL6Ss<span class="token operator">=</span></code></pre><hr/></p><p style="text-align:left;">And I’m able to turn that back into the encrypted message using this code:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-csharp><code class='line-numbers language-csharp'>var msg <span class="token keyword">in</span> DeniableEncryption<span class="token punctuation">.</span><span class="token function">Decrpyt</span><span class="token punctuation">(</span>pwd<span class="token punctuation">,</span> encrypted<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>msg<span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:left;">If I don’t have the password, on the other hand, it should be completely unfeasible for me to figure out what the message is. In fact, let’s try to list the requirements from such a scheme:</p><ul><li>With a password, I can easily decrypt the message.</li><li>Knowing one password isn’t useful for decrypting a message using any other password.</li><li>I cannot tell how many messages are hiding in the encrypted text.</li><li>I cannot detect anything about the messages themselves. </li></ul><p style="text-align:left;">I’m an amateur at best in cryptography, so I’m not going to try to construct something myself. Let’s see if I can cobble together something that would at least hold up for a bit.</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;">I’m using real passwords, and I need to turn them into encryption keys. I’m going to be using PBKDF2 to do that, and for the encryption itself, I’ll use the AES-GCM algorithm. Here is the rough format of the output.</p><p style="text-align:left;">We start with a salt (32 bytes generated using CSRNG) which is used to feed into the PBKDF2 algorithm, then a set of offsets into the file, and the actual data itself. Note that we are always “storing” exactly 8 messages. </p><p style="text-align:left;">In practice, I’m going to allow up to 6 user-defined messages, to ensure that we always have “empty” slots. The size of the data is also meaningful, so we need to ensure that we aren’t leaking that. </p><p style="text-align:left;">What I’m doing is ensuring that we round up (by 64 bytes) the size of all the messages that we want to encrypt and ensure that each data block is of the same size. To avoid leaking even what is the exact size at 64-byte intervals, I’m writing some additional random bytes at the end.<img src="data:image/png;base64,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" style="float: right"/></p><p style="text-align:left;">Let’s look a bit deeper into the format of the data block itself. We start by writing the actual size of the block, then the nonce and authentication tag (important for the AES-GCM usage), and then the encrypted message. The rest is filled with random data.</p><p style="text-align:left;">You’ll note that the offsets in the overall output format and the size in the data format implies that we are leaking information about the messages we encrypted. Given that I need to know where to look for the value in the value, and I need to know the size, why am I spending so much time trying to obfuscate that?</p><p style="text-align:left;">The idea is that I actually have two levels of encryption here. When I derive the key with PBKDF2, I’m asking it to use SHA512 and give me 40 bytes of derived key material. I’m actually only using 32 bytes of those as the actual encryption key, leaving me with 8 bytes (two pairs of 4 bytes) that I can use to XOR with the offset and the length. That hides the actual offset and size (basically using some of the PBKFD2 output as a stream cipher). </p><p style="text-align:left;">It has all the usual problems of raw stream cipher, but I don’t care about malleability or authentication in this scenario. I rely on AES-GCM to handle that part of the process and just need to hide the information from other prying eyes. A man-in-the-middle attack targeting those values is going to be able to cause me to try (and fail) to decrypt a value, so I don’t think that this matters.</p><p style="text-align:left;">With all of that said, let’s look at the actual code for the encryption portion:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript><code class='line-numbers language-javascript'><span class="token keyword">public</span> <span class="token keyword">static</span> byte<span class="token punctuation">[</span><span class="token punctuation">]</span> <span class="token function">Encrypt</span><span class="token punctuation">(</span><span class="token parameter"><span class="token function">params</span> <span class="token punctuation">(</span>string Password<span class="token punctuation">,</span> string Value<span class="token punctuation">)</span><span class="token punctuation">[</span><span class="token punctuation">]</span> items</span><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>Length <span class="token operator">></span> MaxUserItems<span class="token punctuation">)</span>
<span class="token keyword">throw</span> <span class="token keyword">new</span> <span class="token class-name">ArgumentException</span><span class="token punctuation">(</span><span class="token string">"You are allowed up to 6 items"</span><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">GroupBy</span><span class="token punctuation">(</span><span class="token parameter">x</span> <span class="token operator">=></span> x<span class="token punctuation">.</span>Password<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">Any</span><span class="token punctuation">(</span><span class="token parameter">x</span> <span class="token operator">=></span> x<span class="token punctuation">.</span><span class="token function">Count</span><span class="token punctuation">(</span><span class="token punctuation">)</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">throw</span> <span class="token keyword">new</span> <span class="token class-name">ArgumentException</span><span class="token punctuation">(</span><span class="token string">"No reusing passwords"</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> totalSize <span class="token operator">=</span> items<span class="token punctuation">.</span><span class="token function">Max</span><span class="token punctuation">(</span>
<span class="token parameter">x</span> <span class="token operator">=></span> Encoding<span class="token punctuation">.</span><span class="token constant">UTF8</span><span class="token punctuation">.</span><span class="token function">GetByteCount</span><span class="token punctuation">(</span>x<span class="token punctuation">.</span>Value<span class="token punctuation">)</span> <span class="token operator">+</span>
<span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">+</span> AesGcm<span class="token punctuation">.</span>NonceByteSizes<span class="token punctuation">.</span>MaxSize <span class="token operator">+</span>
AesGcm<span class="token punctuation">.</span>TagByteSizes<span class="token punctuation">.</span>MaxSize
<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> sizeAlignedUp <span class="token operator">=</span> <span class="token punctuation">(</span>totalSize <span class="token operator">+</span> BlockSize <span class="token operator">-</span> <span class="token number">1</span><span class="token punctuation">)</span> <span class="token operator">&</span> <span class="token operator">-</span>BlockSize<span class="token punctuation">;</span>
<span class="token keyword">var</span> additionalSizeMixed <span class="token operator">=</span> RandomNumberGenerator<span class="token punctuation">.</span><span class="token function">GetInt32</span><span class="token punctuation">(</span><span class="token number">1</span><span class="token punctuation">,</span> <span class="token number">4</span><span class="token punctuation">)</span> <span class="token operator">*</span>
RandomNumberGenerator<span class="token punctuation">.</span><span class="token function">GetInt32</span><span class="token punctuation">(</span>BlockSize <span class="token operator">/</span> <span class="token number">2</span><span class="token punctuation">,</span> BlockSize<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> outputBuffer <span class="token operator">=</span> RandomNumberGenerator<span class="token punctuation">.</span><span class="token function">GetBytes</span><span class="token punctuation">(</span>
ItemsCount <span class="token operator">*</span> sizeAlignedUp <span class="token operator">+</span> OffsetsBlockSize <span class="token operator">+</span> SaltSize <span class="token operator">+</span>
additionalSizeMixed
<span class="token punctuation">)</span><span class="token punctuation">;</span>
Span<span class="token operator"><</span>byte<span class="token operator">></span> output <span class="token operator">=</span> outputBuffer<span class="token punctuation">;</span>
<span class="token keyword">var</span> salt <span class="token operator">=</span> output<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span><span class="token number">0</span><span class="token punctuation">,</span> SaltSize<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> offsetsBlock <span class="token operator">=</span> MemoryMarshal<span class="token punctuation">.</span>Cast<span class="token operator"><</span>byte<span class="token punctuation">,</span> int<span class="token operator">></span><span class="token punctuation">(</span>
output<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span>SaltSize<span class="token punctuation">,</span> OffsetsBlockSize<span class="token punctuation">)</span>
<span class="token punctuation">)</span><span class="token punctuation">;</span>
int index <span class="token operator">=</span> RandomNumberGenerator<span class="token punctuation">.</span><span class="token function">GetInt32</span><span class="token punctuation">(</span>ItemsCount<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">foreach</span> <span class="token punctuation">(</span><span class="token parameter"><span class="token keyword">var</span> <span class="token punctuation">(</span>pwd<span class="token punctuation">,</span> val<span class="token punctuation">)</span> <span class="token keyword">in</span> items</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
ReadOnlySpan<span class="token operator"><</span>byte<span class="token operator">></span> derived <span class="token operator">=</span> Rfc2898DeriveBytes<span class="token punctuation">.</span><span class="token function">Pbkdf2</span><span class="token punctuation">(</span>pwd<span class="token punctuation">,</span>
salt<span class="token punctuation">,</span> Iterations<span class="token punctuation">,</span> HashAlgorithmName<span class="token punctuation">.</span><span class="token constant">SHA512</span><span class="token punctuation">,</span>
<span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">+</span> DerivedKeySize <span class="token operator">+</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span>
<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> plaintext <span class="token operator">=</span> Encoding<span class="token punctuation">.</span><span class="token constant">UTF8</span><span class="token punctuation">.</span><span class="token function">GetBytes</span><span class="token punctuation">(</span>val<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> requiredSize <span class="token operator">=</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">+</span> AesGcm<span class="token punctuation">.</span>NonceByteSizes<span class="token punctuation">.</span>MaxSize <span class="token operator">+</span>
AesGcm<span class="token punctuation">.</span>TagByteSizes<span class="token punctuation">.</span>MaxSize <span class="token operator">+</span> plaintext<span class="token punctuation">.</span>Length<span class="token punctuation">;</span>
<span class="token keyword">var</span> offset <span class="token operator">=</span> sizeAlignedUp <span class="token operator">*</span> index <span class="token operator">+</span> SaltSize <span class="token operator">+</span> OffsetsBlockSize <span class="token operator">+</span>
RandomNumberGenerator<span class="token punctuation">.</span><span class="token function">GetInt32</span><span class="token punctuation">(</span>sizeAlignedUp <span class="token operator">-</span> requiredSize<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> sizeMask <span class="token operator">=</span> MemoryMarshal<span class="token punctuation">.</span>Read<span class="token operator"><</span>int<span class="token operator">></span><span class="token punctuation">(</span>derived<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span><span class="token number">0</span><span class="token punctuation">,</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
offsetsBlock<span class="token punctuation">[</span>index<span class="token punctuation">]</span> <span class="token operator">=</span> offset <span class="token operator">^</span> sizeMask<span class="token punctuation">;</span>
index <span class="token operator">=</span> <span class="token punctuation">(</span>index <span class="token operator">+</span> <span class="token number">1</span><span class="token punctuation">)</span> <span class="token operator">%</span> ItemsCount<span class="token punctuation">;</span>
Span<span class="token operator"><</span>byte<span class="token operator">></span> mem <span class="token operator">=</span> output<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span>offset<span class="token punctuation">,</span> requiredSize<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> lenMask <span class="token operator">=</span> MemoryMarshal<span class="token punctuation">.</span>Read<span class="token operator"><</span>int<span class="token operator">></span><span class="token punctuation">(</span>
derived<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span><span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">,</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">)</span>
<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> mask <span class="token operator">=</span> lenMask <span class="token operator">^</span> plaintext<span class="token punctuation">.</span>Length<span class="token punctuation">;</span>
MemoryMarshal<span class="token punctuation">.</span><span class="token function">Write</span><span class="token punctuation">(</span>mem<span class="token punctuation">,</span> mask<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> derivedKey <span class="token operator">=</span> derived<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span>
<span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">+</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">,</span>
DerivedKeySize
<span class="token punctuation">)</span><span class="token punctuation">;</span>
using <span class="token keyword">var</span> cipher <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">AesGcm</span><span class="token punctuation">(</span>derivedKey<span class="token punctuation">,</span> AesGcm<span class="token punctuation">.</span>TagByteSizes<span class="token punctuation">.</span>MaxSize<span class="token punctuation">)</span><span class="token punctuation">;</span>
cipher<span class="token punctuation">.</span><span class="token function">Encrypt</span><span class="token punctuation">(</span>
<span class="token literal-property property">nonce</span><span class="token operator">:</span> mem<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span><span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">,</span> AesGcm<span class="token punctuation">.</span>NonceByteSizes<span class="token punctuation">.</span>MaxSize<span class="token punctuation">)</span><span class="token punctuation">,</span>
<span class="token literal-property property">plaintext</span><span class="token operator">:</span> plaintext<span class="token punctuation">,</span>
<span class="token literal-property property">ciphertext</span><span class="token operator">:</span> mem<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span><span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">+</span> AesGcm<span class="token punctuation">.</span>NonceByteSizes<span class="token punctuation">.</span>MaxSize <span class="token operator">+</span>
AesGcm<span class="token punctuation">.</span>TagByteSizes<span class="token punctuation">.</span>MaxSize<span class="token punctuation">,</span> plaintext<span class="token punctuation">.</span>Length
<span class="token punctuation">)</span><span class="token punctuation">,</span>
<span class="token literal-property property">tag</span><span class="token operator">:</span> mem<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span><span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">+</span> AesGcm<span class="token punctuation">.</span>NonceByteSizes<span class="token punctuation">.</span>MaxSize<span class="token punctuation">,</span>
AesGcm<span class="token punctuation">.</span>TagByteSizes<span class="token punctuation">.</span>MaxSize<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> outputBuffer<span class="token punctuation">;</span>
<span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">We validate that the user provided us with up to 6 messages (MaxUserItems) to encrypt and that there are no repeated passwords, then we compute the size required to encrypt the longest message. We align that on 64 bytes (BlockSize) and use that to compute the actual overall buffer size. Note that we also add a bit of additional space at the end, to confuse attempts to figure out values based on size (such as the BEAST attack). </p><p style="text-align:left;">We then get the output buffer. Note that in this case, we are asking the RandomNumberGenerator class to give us a buffer that is already filled with random data. The idea is that we don’t need to worry about filling stuff up with cryptographically secured data. We start with random noise, and we add whatever meaning we need from there.</p><p style="text-align:left;">The first 32 bytes (SaltSize) are the salt, this is used to mitigate rainbow table attacks, among others. The next 32 bytes are used as the offsets array, which are used to store the location of the actual encrypted messages. </p><p style="text-align:left;">For the message we want to encrypt, we start by using PBKDF2 to derive a 40-byte cryptographic key. We are using SHA512 (which has a block size of 64 bytes) and 210,000 iterations to derive the key, per <span style="text-decoration:underline;"><a style="color:inherit;" href="https://cheatsheetseries.owasp.org/cheatsheets/Password_Storage_Cheat_Sheet.html#pbkdf2">the OWASP recommendation</a></span>.</p><p style="text-align:left;">We want to be unpredictable, so we aren’t writing the first element to the first offset position. Instead, we start the offset position in a random location. We figure out what is the size of the encrypted value (including the size, nonce, tag, and actual encrypted bytes) and stash that at a random location in a random offset in the output buffer.</p><p style="text-align:left;">We then take the first 4 bytes of the derived key value and XOR that with the offset of the value we’ll be writing. We are using those bytes as a stream cipher, basically. We write the encrypted offset to the offsets table. Note that in order to decrypt that, you need to re-run the PBKDF2 computation, which requires that you have the password.</p><p style="text-align:left;">The next 4 bytes (4..8) are used as a stream cipher to encrypt the <em>length</em> of the value we are about to encrypt. And the other 32 bytes (8..40) are used as the encryption key itself.</p><p style="text-align:left;">Note that we are “missing” things like nonce generation. We don’t need that, since the nonce buffer we point to has already been seeded with random values from a cryptographic source.</p><p style="text-align:left;">The Encrypt() does most of the work, and… this is pretty much it. There isn’t a lot of code, most of it is in how we put things together. </p><p style="text-align:left;">The decryption portion is a lot more interesting, I think, so let’s take a look at it:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript><code class='line-numbers language-javascript'><span class="token keyword">public</span> <span class="token keyword">static</span> string<span class="token operator">?</span> <span class="token function">Decrpyt</span><span class="token punctuation">(</span><span class="token parameter">string pwd<span class="token punctuation">,</span> byte<span class="token punctuation">[</span><span class="token punctuation">]</span> encrypted</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
Span<span class="token operator"><</span>byte<span class="token operator">></span> mem <span class="token operator">=</span> encrypted<span class="token punctuation">;</span>
<span class="token keyword">var</span> salt <span class="token operator">=</span> mem<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span><span class="token number">0</span><span class="token punctuation">,</span> SaltSize<span class="token punctuation">)</span><span class="token punctuation">;</span>
ReadOnlySpan<span class="token operator"><</span>byte<span class="token operator">></span> derived <span class="token operator">=</span> Rfc2898DeriveBytes<span class="token punctuation">.</span><span class="token function">Pbkdf2</span><span class="token punctuation">(</span>pwd<span class="token punctuation">,</span> salt<span class="token punctuation">,</span>
Iterations<span class="token punctuation">,</span> HashAlgorithmName<span class="token punctuation">.</span><span class="token constant">SHA512</span><span class="token punctuation">,</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">+</span>
DerivedKeySize <span class="token operator">+</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span>
<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> offsetMask <span class="token operator">=</span> MemoryMarshal<span class="token punctuation">.</span>Read<span class="token operator"><</span>int<span class="token operator">></span><span class="token punctuation">(</span>derived<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span><span class="token number">0</span><span class="token punctuation">,</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> lenMask <span class="token operator">=</span> MemoryMarshal<span class="token punctuation">.</span>Read<span class="token operator"><</span>int<span class="token operator">></span><span class="token punctuation">(</span>
derived<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span><span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">,</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">)</span>
<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> derivedKey <span class="token operator">=</span> derived<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span><span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">+</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">,</span> DerivedKeySize<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> offsetsBlock <span class="token operator">=</span> MemoryMarshal<span class="token punctuation">.</span>Cast<span class="token operator"><</span>byte<span class="token punctuation">,</span> int<span class="token operator">></span><span class="token punctuation">(</span>
mem<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span>SaltSize<span class="token punctuation">,</span> OffsetsBlockSize<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>int i <span class="token operator">=</span> <span class="token number">0</span><span class="token punctuation">;</span> i <span class="token operator"><</span> ItemsCount<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">var</span> offset <span class="token operator">=</span> offsetsBlock<span class="token punctuation">[</span>i<span class="token punctuation">]</span> <span class="token operator">^</span> offsetMask<span class="token punctuation">;</span>
<span class="token keyword">if</span> <span class="token punctuation">(</span>offset <span class="token operator"><</span> SaltSize <span class="token operator">+</span> OffsetsBlockSize <span class="token operator">||</span>
offset <span class="token operator">+</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">></span> mem<span class="token punctuation">.</span>Length<span class="token punctuation">)</span>
<span class="token keyword">continue</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> maskedLen <span class="token operator">=</span> MemoryMarshal<span class="token punctuation">.</span>Read<span class="token operator"><</span>int<span class="token operator">></span><span class="token punctuation">(</span>
mem<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span>offset<span class="token punctuation">,</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">)</span>
<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> len <span class="token operator">=</span> maskedLen <span class="token operator">^</span> lenMask<span class="token punctuation">;</span>
<span class="token keyword">if</span> <span class="token punctuation">(</span>len <span class="token operator"><</span> <span class="token number">0</span> <span class="token operator">||</span> offset <span class="token operator">+</span> len <span class="token operator">+</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">></span> mem<span class="token punctuation">.</span>Length<span class="token punctuation">)</span>
<span class="token keyword">continue</span><span class="token punctuation">;</span>
using <span class="token keyword">var</span> cipher <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">AesGcm</span><span class="token punctuation">(</span>derivedKey<span class="token punctuation">,</span> AesGcm<span class="token punctuation">.</span>TagByteSizes<span class="token punctuation">.</span>MaxSize<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> outputBuf <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">byte</span><span class="token punctuation">[</span>len<span class="token punctuation">]</span><span class="token punctuation">;</span>
<span class="token keyword">try</span>
<span class="token punctuation">{</span>
cipher<span class="token punctuation">.</span><span class="token function">Decrypt</span><span class="token punctuation">(</span>
<span class="token literal-property property">nonce</span><span class="token operator">:</span> mem<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span>
offset <span class="token operator">+</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span><span class="token punctuation">,</span>
AesGcm<span class="token punctuation">.</span>NonceByteSizes<span class="token punctuation">.</span>MaxSize
<span class="token punctuation">)</span><span class="token punctuation">,</span>
<span class="token literal-property property">ciphertext</span><span class="token operator">:</span> mem<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span>
offset <span class="token operator">+</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">+</span> AesGcm<span class="token punctuation">.</span>NonceByteSizes<span class="token punctuation">.</span>MaxSize <span class="token operator">+</span>
AesGcm<span class="token punctuation">.</span>TagByteSizes<span class="token punctuation">.</span>MaxSize<span class="token punctuation">,</span>
len
<span class="token punctuation">)</span><span class="token punctuation">,</span>
<span class="token literal-property property">tag</span><span class="token operator">:</span> mem<span class="token punctuation">.</span><span class="token function">Slice</span><span class="token punctuation">(</span>
offset <span class="token operator">+</span> <span class="token function">sizeof</span><span class="token punctuation">(</span>int<span class="token punctuation">)</span> <span class="token operator">+</span> AesGcm<span class="token punctuation">.</span>NonceByteSizes<span class="token punctuation">.</span>MaxSize<span class="token punctuation">,</span>
AesGcm<span class="token punctuation">.</span>TagByteSizes<span class="token punctuation">.</span>MaxSize
<span class="token punctuation">)</span><span class="token punctuation">,</span>
outputBuf<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
<span class="token keyword">catch</span> <span class="token punctuation">(</span>CryptographicException<span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token comment">// expected, we may hit a dummy value or wrong password</span>
<span class="token punctuation">}</span>
<span class="token keyword">return</span> Encoding<span class="token punctuation">.</span><span class="token constant">UTF8</span><span class="token punctuation">.</span><span class="token function">GetString</span><span class="token punctuation">(</span>outputBuf<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">null</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">Here we take the first 32 bytes (the salt) and use PBKDF2 and the password to generate the derived key. Again, we are getting 40 bytes back. The first 4 bytes are the offset mask (to figure out where to look for the values, the next 4 bytes are the length mask, to figure out the length for decryption, and the last 32 bytes are the decryption key.</p><p style="text-align:left;">Without the password, we cannot get to the derived key, remember. Then we start scanning through the offsets block. For each of the items we XOR the value in the offsets with the mask. Here we have three options:</p><ul><li>The XORed value is completely off, which we detect and skip. </li><li>The XORed value is correct and points to the right offset to continue the operation.</li><li>The XORed value <em>appears</em> to be correct (its value in bounds). We’ll continue the operation, but fail in the next stage when we actually try to decrypt the value. This is because we are using AES-GCM, which is an AEAD (authenticated encryption) that validates (using cryptographic primitives) that the decrypted value matches the value that was encrypted. I wrote <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/196483-A/badly-implementing-encryption-part-vii-implementing-authenticated-encryption">a blog post</a></span> (<span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/posts/series/196449-A/badly-implementing-encryption">part of a larger series</a></span>) explaining this in detail.</li></ul><p style="text-align:left;">With the offset, we can now read the masked length of the buffer, which has the same problems as the masked offset. We XOR that with the right mask and need to deal with the obvious wrong, correct, or appears to be correct but actually wrong scenario as well. We don’t really care, since we leave the actual validation to the authenticated encryption portion. </p><p style="text-align:left;">If we are able to correctly decrypt the value, we immediately return it. But if not, we’ll try with the next offset, etc. Note that for decryption, we are <em>scanning</em> the offsets array and attempting to check whether the key we derived from the password is able to decrypt the current value. During encryption, we randomized where everything goes, and here we can just do a simple scan and stop on the first value that was successfully decrypted.</p><p style="text-align:left;">As I mentioned, that was a lovely evening to spend on an interesting exercise. I think that this is a valid way to go about building a deniable encryption scheme. <span style="text-decoration:underline;"><a style="color:inherit;" href="https://gist.github.com/ayende/d5e0c2392bec98c73f580dc1182380ff">The full code is here</a></span>, I would love your feedback on both the code and the actual idea.</p><p style="text-align:left;">I like that I can provide multiple passwords and messages, in a simple manner. I think that a viable use case would be to encrypt three values. Safe, honeypot, and the real deal. For example:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-lua><code class='line-numbers language-lua'>var output <span class="token operator">=</span> DeniableEncryption<span class="token punctuation">.</span><span class="token function">Encrypt</span><span class="token punctuation">(</span>
<span class="token punctuation">(</span><span class="token string">"safe"</span><span class="token punctuation">,</span> <span class="token string">"I don't like Mondays"</span><span class="token punctuation">)</span><span class="token punctuation">,</span>
<span class="token punctuation">(</span><span class="token string">"honeypot"</span><span class="token punctuation">,</span> <span class="token string">"I microwave fish in the office break room and I’m not going to stop"</span><span class="token punctuation">)</span><span class="token punctuation">,</span>
<span class="token punctuation">(</span><span class="token string">"motherlode"</span><span class="token punctuation">,</span> <span class="token string">"Bitcoin seed: armor cactus gaze off future blade artist"</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;">There is no way to tell whether there is a third option here, and the format is intentionally always assuming 8 “entries”, even if you provide less than the maximum. Of course, that also raises the problem of what if <em>after</em> you give up the motherlode, the other side still suspects there are more secrets. At this point, I’ll point you out to <span style="text-decoration:underline;"><a style="color:inherit;" href="https://www.usenix.org/system/files/1401_08-12_mickens.pdf">Mickens and a </a></span><span style="text-decoration:underline;"><em><a style="color:inherit;" href="https://www.usenix.org/system/files/1401_08-12_mickens.pdf">wonderful</a></em></span><span style="text-decoration:underline;"><a style="color:inherit;" href="https://www.usenix.org/system/files/1401_08-12_mickens.pdf"> article</a></span> about threat models.</p><p style="text-align:left;"> Check out <span style="text-decoration:underline;"><a style="color:inherit;" href="https://gist.github.com/ayende/d5e0c2392bec98c73f580dc1182380ff">the code</a></span> and let me know what you think about this. </p>
<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" /></p>
https://www.ayende.com/blog/200993-C/deniable-encryption?Key=425d04e4-6c67-4830-ad02-6f6ab305848chttps://www.ayende.com/blog/200993-C/deniable-encryption?Key=425d04e4-6c67-4830-ad02-6f6ab305848cFri, 03 May 2024 12:00:00 GMTCollabTalk Podcast | Episode 123 with Oren Eini–Building a business with Open Source foundations<p>For Episode 123 of the CollabTalk Podcast, we explored the pivotal role of community in shaping businesses, discussing my guest’s founding of his company and the strategies for building and nurturing open-source communities. We covered the symbiosis between commercial success and community engagement, emphasizing the importance of community feedback in innovation and the challenges and benefits of integrating open-source models into business strategies. You can listen to the podcast above and follow me using your favorite app, such as Spotify, Apple Podcasts, Stitcher, Soundcloud, or the iHeartRadio app. Be sure to subscribe!<p><iframe width="720" height="405" title="CollabTalk Podcast - Episode 123 with Oren Eini" src="https://www.youtube.com/embed/viLgXRZ1ixg" 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/200961-B/collabtalk-podcast-episode-123-with-oren-eini-building-a-business-with-open-source-foundations?Key=9e4b5300-1105-4872-b4a9-36543c63b7abhttps://www.ayende.com/blog/200961-B/collabtalk-podcast-episode-123-with-oren-eini-building-a-business-with-open-source-foundations?Key=9e4b5300-1105-4872-b4a9-36543c63b7abFri, 19 Apr 2024 12:00:00 GMTVacations, leaky abstractions, and modeling concerns, oh my!<p style="text-align:left;"><img 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" style="float: right"/></p><p style="text-align:left;">Our task today is to request (and obtain approval for) a vacation. But before we can make that request, we need to handle the challenge of building the vacation requesting system. Along the way, I want to focus a little bit on how to deal with some of the technical issues that may arise, such as concurrency.</p><p style="text-align:left;">In most organizations, the actual details of managing employee vacations are a mess of a truly complicated series of internal policies, labor laws, and individual contracts. For this post, I’m going to ignore all of that in favor of a much simplified workflow. </p><p style="text-align:left;">An employee may Request a Vacation, which will need to be approved by their manager. For the purpose of discussion, we’ll ignore all other aspects and set out to figure out how we can create a backend for this system.</p><p style="text-align:left;">I’m going to use a relational database as the backend for now, using the following schema. Note that this is obviously a highly simplified model, ignoring many real-world requirements. But this is sufficient to talk about the actual issue.</p><p style="text-align:left;"><img 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" style="float: right"/></p><p style="text-align:left;">After looking at the table structure, let’s look at the code (again, ignoring data validation, error handling, and other rather important concerns).</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'>app<span class="token punctuation">.</span><span class="token function">post</span><span class="token punctuation">(</span><span class="token string">'/api/vacations/request'</span><span class="token punctuation">,</span> <span class="token keyword">async</span> <span class="token punctuation">(</span><span class="token parameter">req<span class="token punctuation">,</span> res</span><span class="token punctuation">)</span> <span class="token operator">=></span> <span class="token punctuation">{</span>
<span class="token keyword">const</span> <span class="token punctuation">{</span> employeeId<span class="token punctuation">,</span> dates<span class="token punctuation">,</span> reason <span class="token punctuation">}</span> <span class="token operator">=</span> req<span class="token punctuation">.</span>body<span class="token punctuation">;</span>
<span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">BEGIN TRANSACTION;</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">const</span> managerId <span class="token operator">=</span> <span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span>
<span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">SELECT manager FROM Employees WHERE id = $1;</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>employeeId<span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">.</span>rows<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span><span class="token punctuation">.</span>id<span class="token punctuation">;</span>
<span class="token keyword">const</span> vacReqId <span class="token operator">=</span> <span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span>
<span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">INSERT INTO VacationRequests (empId,approver,reason,status)
VALUES ($1,$2,$3,'Pending') RETURNING id;</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>employeeId<span class="token punctuation">,</span>managerId<span class="token punctuation">,</span>reason<span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">.</span>rows<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</span><span class="token punctuation">.</span>id<span class="token punctuation">;</span>
<span class="token keyword">for</span><span class="token punctuation">(</span><span class="token keyword">const</span> date <span class="token keyword">of</span> date<span class="token punctuation">)</span> <span class="token punctuation">{</span>
<span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span>
<span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">INSERT INTO VacationRequestDates
(vacReqId, date, mandatory ,notes)
VALUES ($1, $2, $3, $4);</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>vacReqId<span class="token punctuation">,</span> d<span class="token punctuation">.</span>date<span class="token punctuation">,</span> d<span class="token punctuation">.</span>mandatory<span class="token punctuation">,</span> d<span class="token punctuation">.</span>notes<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> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">COMMIT;</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">)</span><span class="token punctuation">;</span>
res<span class="token punctuation">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">201</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">json</span><span class="token punctuation">(</span><span class="token punctuation">{</span> <span class="token literal-property property">requestId</span><span class="token operator">:</span> result<span class="token punctuation">.</span>rows<span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">]</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 punctuation">)</span><span class="token punctuation">;</span></code></pre><hr/></p><p style="text-align:justify;">We create a new transaction, find who the manager for the employee is, and register a new VacationRequest for the employee with all the dates for that vacation. Pretty simple and easy, right? Let’s look at the other side of this, approving a request.</p><p style="text-align:justify;">Here is how a manager is able to get the vacation dates that they need to approve for their employees. </p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'>app<span class="token punctuation">.</span><span class="token function">get</span><span class="token punctuation">(</span><span class="token string">'/api/vacations/approval'</span><span class="token punctuation">,</span> <span class="token keyword">async</span> <span class="token punctuation">(</span><span class="token parameter">req<span class="token punctuation">,</span> res</span><span class="token punctuation">)</span> <span class="token operator">=></span> <span class="token punctuation">{</span>
<span class="token keyword">const</span> <span class="token punctuation">{</span> whoAmI <span class="token punctuation">}</span> <span class="token operator">=</span> req<span class="token punctuation">.</span>body<span class="token punctuation">;</span>
<span class="token keyword">const</span> vacations <span class="token operator">=</span> <span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span>
<span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">SELECT VRD.id, VR.empId, VR.reason, VRD.date, E.name,
VRD.mandatory, VRD.notes
FROM VacationRequests VR
JOIN VacationRequestDates VRD ON VR.id = VRD.vacReqId
JOIN Employees E ON VR.empId = E.id
WHERE VR.approver = $1 AND VR.status = 'Pending'</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>whoAmI<span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
res<span class="token punctuation">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">200</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">json</span><span class="token punctuation">(</span><span class="token punctuation">{</span> vacations <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;">As you can see, most of the code here consists of the SQL query itself. We join the three tables to find the dates that still require approval.</p><p style="text-align:left;">I’ll stop here for a second and let you look at the two previous pieces of code for a bit. I have to say, even though I’m writing this code specifically to point out the problems, I had to force myself not to delete it. There was mental pressure behind my eyes as I wrote those lines. </p><p style="text-align:left;">The issue isn’t a problem with a lack of error handling or security. I’m explicitly ignoring that for this sort of demo code. The actual problem that bugs me so much is modeling and behavior. </p><p style="text-align:left;">Let’s look at the output of the previous snippet, returning the vacation dates that we still need to approve. </p><table style="width:100%;"><tr><strong><td><span style="color:#333333;"><strong>id</strong></span></td><td><span style="color:#333333;"><strong>empId</strong></span></td><td><span style="color:#333333;"><strong>name</strong></span></td><td><span style="color:#333333;"><strong>reason</strong></span></td><td><span style="color:#333333;"><strong>date</strong></span></td></strong></tr><tr><td><span style="color:#333333;">8483</span></td><td><span style="color:#333333;">391</span></td><td><span style="color:#333333;">John</span></td><td><span style="color:#333333;">birthday</span></td><td><span style="color:#333333;">2024-08-01</span></td></tr><tr><td><span style="color:#333333;">8484</span></td><td><span style="color:#333333;">321</span></td><td><span style="color:#333333;">Jane</span></td><td><span style="color:#333333;">dentist</span></td><td><span style="color:#333333;">202</span><span style="color:#333333;">4-08-02</span></td></tr><tr><td><span style="color:#333333;">8484</span></td><td><span style="color:#333333;">391</span></td><td><span style="color:#333333;">John</span></td><td><span style="color:#333333;">birthday</span></td><td><span style="color:#333333;">2024-08-02</span></td></tr></table><p style="text-align:left;">We have three separate entries that we need to approve, but notice that even though two of those vacation dates belong to the same employee (and are part of the same vacation request), they can be approved separately. In fact, it is likely that the manager will decide to approve John for the 1st of August and Jane for the 2nd, denying John’s second vacation day. However, that isn’t how it works. Since the actual approval is for the entire vacation request, approving one row in the table would approve all the related dates. </p><p style="text-align:left;">When examining the model at the row level, it doesn’t really work. The fact that the data is spread over multiple tables in the database is an immaterial issue related to the impedance mismatch between the document model and the relational model.</p><p style="text-align:left;">Let’s try and see if we can structure the query in a way that would make better sense from our perspective. Here is the new query (the rest of the code remains the same as the previous snippet).</p><p style="text-align:left;"><hr/><pre class='line-numbers language-sql'><code class='line-numbers language-sql'><span class="token keyword">SELECT</span> VRD<span class="token punctuation">.</span>id<span class="token punctuation">,</span> VR<span class="token punctuation">.</span>empId<span class="token punctuation">,</span> E<span class="token punctuation">.</span>name<span class="token punctuation">,</span> VR<span class="token punctuation">.</span>reason<span class="token punctuation">,</span>
<span class="token punctuation">(</span>
<span class="token keyword">SELECT</span> json_agg<span class="token punctuation">(</span>VRD<span class="token punctuation">)</span>
<span class="token keyword">FROM</span> VacationRequestDates VRD
<span class="token keyword">WHERE</span> VR<span class="token punctuation">.</span>id <span class="token operator">=</span> VRD<span class="token punctuation">.</span>vacReqId
<span class="token punctuation">)</span> <span class="token keyword">AS</span> dates
<span class="token keyword">FROM</span> VacationRequests VR
<span class="token keyword">JOIN</span> Employees E <span class="token keyword">ON</span> VR<span class="token punctuation">.</span>empId <span class="token operator">=</span> E<span class="token punctuation">.</span>id
<span class="token keyword">WHERE</span> VR<span class="token punctuation">.</span>approver <span class="token operator">=</span> $<span class="token number">1</span> <span class="token operator">AND</span> VR<span class="token punctuation">.</span><span class="token keyword">status</span> <span class="token operator">=</span> <span class="token string">'Pending'</span></code></pre><hr/></p><p style="text-align:left;">This is a little bit more complicated, and the output it gives is quite different. If we show the data in the same way as before, it is much easier to see that there is a single vacation request and that those dates are tied together.</p><table style="width:100%;"><tr><strong><td><span style="color:#333333;"><strong>id</strong></span></td><td><span style="color:#333333;"><strong>empId</strong></span></td><td><span style="color:#333333;"><strong>name</strong></span></td><td><span style="color:#333333;"><strong>reason</strong></span></td><td><span style="color:#333333;"><strong>status</strong></span></td><td><span style="color:#333333;"><strong>date</strong></span></td></strong></tr><tr><td><span style="color:#333333;">8483</span></td><td><span style="color:#333333;">391</span></td><td><span style="color:#333333;">John</span></td><td><span style="color:#333333;">birthday</span></td><td><span style="color:#333333;">Pending</span></td><td><span style="color:#333333;">2024-08-01</span><span style="color:#333333;">and 2024-08-02</span></p></td></tr><tr><td><span style="color:#333333;">8484</span></td><td><span style="color:#333333;">321</span></td><td><span style="color:#333333;">Jane</span></td><td><span style="color:#333333;">dentist</span></td><td><span style="color:#333333;">Pending</span></td><td><span style="color:#333333;">2024-08-02</span></td></tr></table><p style="text-align:left;">We are going to ignore the scenario of partial approval because it doesn’t matter for the topic I’m trying to cover. Let’s discuss two other important features that we need to handle. How do we allow an employee to edit a vacation request, and how does the manager actually approve a request.</p><p style="text-align:left;">Let’s consider editing a vacation request by the employee. On the face of it, it’s pretty simple. We show the vacation request to the employee and add the following endpoint to handle the update.</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'>app<span class="token punctuation">.</span><span class="token function">post</span><span class="token punctuation">(</span><span class="token string">'/api/vacation-request/date'</span><span class="token punctuation">,</span> <span class="token keyword">async</span> <span class="token punctuation">(</span><span class="token parameter">req<span class="token punctuation">,</span> res</span><span class="token punctuation">)</span> <span class="token operator">=></span> <span class="token punctuation">{</span>
<span class="token keyword">const</span> <span class="token punctuation">{</span> id<span class="token punctuation">,</span> date<span class="token punctuation">,</span> mandatory<span class="token punctuation">,</span> notes<span class="token punctuation">,</span> vacReqId <span class="token punctuation">}</span> <span class="token operator">=</span> req<span class="token punctuation">.</span>body<span class="token punctuation">;</span>
<span class="token keyword">if</span><span class="token punctuation">(</span>id <span class="token keyword">typeof</span> <span class="token operator">==</span> <span class="token string">'number'</span><span class="token punctuation">)</span> <span class="token punctuation">{</span>
<span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span>
<span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">UPDATE VacationRequestDates
SET date = $1, mandatory = $2, notes = $3
WHERE id = $4</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>date<span class="token punctuation">,</span> mandatory<span class="token punctuation">,</span> notes<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">else</span> <span class="token punctuation">{</span>
<span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span>
<span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">INSERT INTO VacationRequestDates (date, mandatory, notes, vacReqId)
VALUES ($1, $2, $3, $4)</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>date<span class="token punctuation">,</span> mandatory<span class="token punctuation">,</span> notes<span class="token punctuation">,</span> vacReqId<span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
res<span class="token punctuation">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">200</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>
app<span class="token punctuation">.</span><span class="token function">delete</span><span class="token punctuation">(</span><span class="token string">'/api/vacation-request/date'</span><span class="token punctuation">,</span> <span class="token keyword">async</span> <span class="token punctuation">(</span><span class="token parameter">req<span class="token punctuation">,</span> res</span><span class="token punctuation">)</span> <span class="token operator">=></span> <span class="token punctuation">{</span>
<span class="token keyword">const</span> <span class="token punctuation">{</span> id <span class="token punctuation">}</span> <span class="token operator">=</span> req<span class="token punctuation">.</span>query<span class="token punctuation">;</span>
<span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span>
<span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">DELETE FROM VacationRequestDates WHERE id = $1</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>id<span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
res<span class="token punctuation">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">200</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;">Again, this sort of code is like nails on board inside my head. I’ll explain why in just a bit. For now, you can see that we actually need to handle three separate scenarios for editing an existing request date, adding a new one, or deleting it. I’m now showing the code for updating the actual vacation request (such as the reason for the request) since that is pretty similar to the above snippet. </p><p style="text-align:left;">The reason that this approach bugs me so much is because it violates transaction boundaries within the solution. Let’s assume that I want to take Thursday off instead of Wednesday and add Friday as well. How would that be executed using the current API?</p><p style="text-align:left;">I would need to send a request to update the date on one row in VacationRequestDates and another to add a new one. Each one of those operations would be its own independent transaction. That means that either one can fail. While I wanted to have both Thursday and Friday off, only the request for Friday may succeed, and the edit from Wednesday to Thursday might not.</p><p style="text-align:left;">It also means that the approver may see a partial state of things, leading to an interesting problem and eventually an exploitable loophole in the system. Consider the scenario of the approver looking at vacation requests and approving them. I can arrange things so that while they are viewing the request, the employee will add additional dates. When the approver approves the request, they’ll also approve the additional dates, unknowingly. </p><p style="text-align:left;">Let’s solve the problem with the transactional updates on the vacation request and see where that takes us:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-php'><code class='line-numbers language-php'>app<span class="token operator">.</span><span class="token function">post</span><span class="token punctuation">(</span><span class="token string single-quoted-string">'/api/vacation-request/update'</span><span class="token punctuation">,</span> <span class="token function">async</span> <span class="token punctuation">(</span>req<span class="token punctuation">,</span> res<span class="token punctuation">)</span> <span class="token operator">=></span> <span class="token punctuation">{</span>
<span class="token keyword">const</span> <span class="token punctuation">{</span> varRecId<span class="token punctuation">,</span> datesUpdates <span class="token punctuation">}</span> <span class="token operator">=</span> req<span class="token operator">.</span>body<span class="token punctuation">;</span>
await pgsql<span class="token operator">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token string backtick-quoted-string">`BEGIN TRANSACTION;`</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">const</span> <span class="token punctuation">{</span> op<span class="token punctuation">,</span> id<span class="token punctuation">,</span> date<span class="token punctuation">,</span> mandatory<span class="token punctuation">,</span> notes <span class="token punctuation">}</span> of datesUpdates<span class="token punctuation">)</span> <span class="token punctuation">{</span>
<span class="token keyword">if</span> <span class="token punctuation">(</span>op <span class="token operator">===</span> <span class="token string single-quoted-string">'delete'</span><span class="token punctuation">)</span> <span class="token punctuation">{</span>
await pgsql<span class="token operator">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token string backtick-quoted-string">`DELETE FROM VacationRequestDates
WHERE id = $1;`</span><span class="token punctuation">,</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">else</span> <span class="token keyword">if</span> <span class="token punctuation">(</span>op <span class="token operator">===</span> <span class="token string single-quoted-string">'insert'</span><span class="token punctuation">)</span> <span class="token punctuation">{</span>
await pgsql<span class="token operator">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token string backtick-quoted-string">`INSERT INTO VacationRequestDates
(varRecId, date, mandatory, notes)
VALUES ($1, $2, $3, $4);`</span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>varRecId<span class="token punctuation">,</span> date<span class="token punctuation">,</span> mandatory<span class="token punctuation">,</span> notes<span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
<span class="token keyword">else</span> <span class="token punctuation">{</span>
await pgsql<span class="token operator">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token string backtick-quoted-string">`UPDATE VacationRequestDates
SET date = $1, mandatory = $2, notes = $3
WHERE id = $4;`</span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>date<span class="token punctuation">,</span> mandatory<span class="token punctuation">,</span> notes<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 punctuation">}</span>
await pgsql<span class="token operator">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token string backtick-quoted-string">`COMMIT;`</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
res<span class="token operator">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">200</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 is… a lot of code to go through. Note that I looked into Sequelize as well to see what kind of code that would produce when using an OR/M, it wasn’t meaningfully simpler. </p><p style="text-align:left;">There is a hidden bug in the code above. But you probably won’t notice it no matter how much you’ll look into it. The issue is code that isn’t there. The API code above assumes that the caller will send us <em>all</em> the dates for the vacation requests, but it is easy to get into a situation where we may edit the same vacation requests from both the phone and the laptop, and get partial information. </p><p style="text-align:left;">In other words, our vacation request on the database has four dates, but I just updated three of them. The last one <em>is</em> part of my vacation request, but since I didn’t explicitly refer to that, the code above will ignore that. The end result is probably an inconsistent state.</p><p style="text-align:left;">In other words, to reduce the impedance mismatch between my database and the way I work with the user, I leaned too much toward exposing the database to the callers. The fact that the underlying database is storing the data in multiple tables has leaked into the way I model my user interface and the wire API. That leads to a significant amount of complexity.</p><p style="text-align:left;">Let’s go back to the drawing board. Instead of trying to model the data as a set of rows that would be visually represented as a single unit, we need to actually think about a vacation request as a single unit. <img 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6zYv5qaGt2HJHD+5nWVdBs2ZbBqmo1LZan0W4guv07QjksEF14gLPc4gZLAsZtLMWvSHPeYbiI3T1JTLlTE8iIGFZ9k6L6LzPnrGQsfid95KAB68pbFz97RWCqji3cQLaevoHbfMTTolkiTlEl0zFgrkrCYLuJ1ukgydS06RA+JLpJ8wUvW0nbiDBomJFKnd09qRnehRpcQHH38cAyKplZMP1zConDw8xUp0hjLWjXRs7NBzcIE0yYdMVu0hkq5h6iUsRfjjAOYrz6AyboDKjYxXCWSbP4WHOdsoMWKbYRt2Em3rHw53+vpvSiL8XOWkzEvg+x1G9i+r5Rz5y/y4cFzxJ8r/6vi08fXZOVsxH+g/J6kETRZl0HAxeOM+vs5C/5+w5ynT5j3/BlLnzxlw9PnZFw4Q8KmjXSYOYNqw0djIuuYeDRmxsoFbMpbxZKFo5g5rA9jQlsx2ac+0zs2ILV9XTI8zBnXwpWmEW3JPLSdstsXyDl7hpm5GxjgXoVl4Z2JnpaCZUgwVkmzsIyfh3X8TKwHzcBq0FTMe6dgFRGDc/J4jGS+TeIUKidOw8Q/HOM6tTCt6SzyTQd18T/G3gGYDV6CbvxCNBXmGSCyLW6BjBeiFb9Y2CcTnSGr0U3JwmhiPoZTd2I6S9h51n7xOeUqb2OYKn5npvgexesIcEznHcdYQKOAx1gl7UTqzVb8TBGW4n9MZh9Aq/cstMx0MA0PR3fQMvQSF2AcP0vAMxn1PlPRH74M25QNGI3fLH7dVhM1UzWcG9RiRtlpRh2+S/f1O+gsFy5YfFBwxlaaDh5Gl7mLpJJtlO/b8fVpxZvNSXB0JgcmhnNkYiTPcgfxrmgMn0tTOZTek8Pp8VwoHsnI5GCsW3mgNiYei9GT2HzgOHNXS0UVqVjJXIBjZ0jVjm2wq10bT+8O7Dt8RNLhF2s2LFEto2YmrOTmhO/MNHqWiN8pFhYqOEegyI2YghO4CmM6NmxC/30naTplHe2nLKfvnpP0LThG0r7zTL36N1MFRGNFQo27dBdvKQRGNevRcshU/GZlynZ2E5Wzny6ZWwlKXUj7UWPwjBtInegIKrdvhXGtymJkDVFTjlXOkyoE7HoS9vYW6FvbUsnEDA2HKujXbYKxl7ckSQwOk6Zisz4fjyPXGH/lPUuuiSTefwavDcXYp2VgNVGq2sjZmI5bgP3k5VSZmIHrtMU0mL+STutzhUUOs0gkX8GrJ+x694Q94kNOy3l5LPHy9w9e/fjKPz+/8P7XD7HnP5V6w6/fn9m9cxcjRkyirSSqbfwY1BPGoZUwGe3RC6Xy5mC5ohQ3YfJOl58RdfkBYeUXabloI7bVG5I6OIyjCT7s9W3E7iaV2d/YhkP1zThRx5ryhs7kNbYmy92IaHdrtOq64JLUh15bN+I7oi+jPKxY7OtJ1SAvAcoMDJJSsYmbIYyThmXiHCyEfey69cc6sicOQ2ZhmzQdu0FTsBCvapYi330jMbQ3QdNWaXFTQ9+zsWpd7YHp6AycIzFPJNxCFfPoDFJa3ZZhMGw1hsOz0BuTI1KqSMAj8iutTMCxT+V7TAVEqhY38T7GaYdl2jEMZx/GdK6MUxVwiWeUZY1nK/P3C/Pvx3bGboyadqJSVSeMe49BP0HOW5zsv99MDPvPRE8ApJc0X/a9Ury6tYBHpJOFoH5C4UEmHHlA3/UlhC3eILItl9DVhbQaM1l0exq9V2+g05SFhLdvACVD+Vo0hd0DWvBWGOdn0VQoTuH77oFwcSUnZyXRxtUZ92Z1iIiLoubUMSKRNrDn+kW8O7dD08aImsGd8B0/iagNeXiPGIuVuxsbdu3g+YfnXLlwFH07fdTsK6FvrIamnNDqAR3pNC2NrtnbiM7eTbfcPTRLjJMqb0fougIi1x+h1YR0YreX0b3wOD12HKP/wQsMPXyT+CN/MfDCLSLnLZYKVwuPqCiqBvhi06weZnVroO9qiZqNAMP8fwCiIaEp4NW0EC0uelzHVCSm+DRdY32RF1ZYdvDCWY7bKWUmVUZJ8i/aicumw9jvPEL93DMELL1Ac/Eaow4cYevFGyy5ep2E06fpsK2IJjnbcM7JRT+3CLPivVjl7cdy63Gstp/BZs9ZKh++SNtLjxn28CVTHj2miyS6y74LNDh3m2YX7+J17i7+Z24TfPEeMRdEbp95yPwr99n09i35YvILHj9j47nLzDxczthTxxl54Bj+cl5MVm4RttuB9ooC8VZF4nn2oLmiEEs3d4o9zfjd1IpX7avzJqAKT8Kqca9zde4HenA7pDb3Aty5GliNsqj6zPGtSWI7MzoHN8fJpSob2lQXhqqFSXBPDAcvEzabIpJtkkg3YaDBAp7YIVTulYh1//GYJs7HLmk2DoOnYyPyzq7PLOzj52Dp7SfXWUfUiHhhjxoY95+OUfx89FTAUcbCPP3ni5xdJMyzFN0hKzAYKb5nzCYMJouUmiHsowBh5n7xOvswVxhnhnyfrbS6yWf5biQgMlAaD1TT9stYzomATC/tAMbp+6k8fRfWI8XPOFZBt0VbDAfMFsZLF6+VhuHAuZj1n0WlAcJACelidwQ4qoRxNGZIYSmpV5+QsL0U/8Wr6JQ6H6/JM2iZMoLY9HT6rN1E9PJMfFs35/nGeC7PDOXS1CDYOZlv28fzpWgcvwomCrBSebdxFBfHh/IiNYbyCQHUaO5K7PwF5BzeS8Ou4YQvSKf7xjwi1xbgu1L8VMZyjGtUZ1TaBE7eOKFin5bejVR+TMtBElkqkkreWWqi5+6IaX139OvYY1BZDzV9ddqPnECPPRdoPHu5AH47A7adoNuOw8JIh4ievUyYZjxBa7JI2VCAgcgpNc0/2zORUMAi50BdAKpUPiW0bNXRtNMUT6YmoJGwNUHH3QPTwAish6ViPyMbu+XlWKy/gs2moziI2a++bi+1N+6jdnYpdVeU0Fg8TpUtu1HLL6JS3i4sdx6kSflZIk5eZsKlm0y+/5CWJy9huP00moWn0Np+EPWis6htuyhJfQ7t7DNYiUR1kt9hKnJSbeN+1NaXS8hy60UGri1Dc20pWuvLUF9XRiWl4WHTQTRzpepuP4HTrrNUKT6DY8lFnHZfwmrnBQzzT2O94RC9dp+mUGRd9tPHBIvSsKvmzO6gBhR6ujLMzYLY6qYE17CgnasVzZwt8aiiS4OqerSvZkx4TTMGeNowQzzt4IAmNLW2Zk1zZ7zaNMFgwDzMkqZhK8Cxi5uJcaIwsLCMbXAvbLrGYZ00U+TcVKz6jBAW6o1L9/7CUCIdRdZZ9xmPTv026IoH1qphhqlUfiNhGoN+6RgL6xgMWqhiIA1hIy0Bj/aQleikrEV3xHpMpxZiNLNE1WRtPVPOl4zNZh2QaWWqez5GwkD6wkAq0MxRgCSf55ZirMScUvRmK61ppdhM34n5vN0YhvQS2W2BZVSiSEUBrIBXs/9sYaE09AfMQr+feFFdW330xQQ61Hakx4QZxExLp2X3XtQMi8RTjKnX8GFEz0un/6oseknyxebm0da/MydTffm4vic/tybyrSCZHyWj+L53LBwZxZcyAcDSQaRFt6J3Q0c8gzzRql2Hhdl5pGxZQ+iyTCJWCWBW5RK+PJeolWuI2bqTml0HENgrlMMX9nLg2D6adWwswJATKb5My1YqvyS0liS4uiS6lpLw8llH+S7yrkZQJ3pIgoYUnMJ/0xG6bz1Iv9xSXAP8VDfiEuOD8YtsS+uwQAyrCcsIm6kbSuFQwCOf/xPCNKow0RBwaaPl7IqNdxQuialUnlOEzZqjmOYcE79yCL3lYv6Xn0I/+yC66/dIRd+F7cZy7LeVC4vsxXDzLsw3llJFEtsjYx/VlhbhsmIrVZZmUWfldjpuKyOibD8umevQnpIpFTMLwyWF6MryBnlifAUAWjsuU6noGrrbTmG97jBVlu+nVmYpHvPzqCU+yWXBZixnbcRwTh666TvRX7gTvaXCJssPoLb2GEZZp7DcfBKz3cdpuP8EQ45fJfP6TVa/eMj0qxdYdfkuY3YdxqayHf2c7Ohla0lcdVvmudmyTnzM+rpVWVzfiak1rEhytCLUzoJm1gZ4mGlibS6y1dIE7zpWdPCohU1UgrDKTGGRMSrJZhGfjmHSDOwSJmHh3xXHHokqIFklzsB20CSsuyVg0d4X/Q7tMYzqJoCajHHwYDScrdC1qyQsFoX2oAyMhXH0+80R9pknLDBP2EdMfLyAKlHmDV2N2chszCZuw3DadlXDgZmwjrGAwHSWSLBZuwQcezCfe0DAtB9Tpfk6VXzRrL0YpInPEd+j3McxEACZpO3FRpY1lLH95C3oeNRFy7UqpnJcWoOWYJQwT4CjAGgORhJqrt5e1Aj0xTMiiDq9+tNi8BA6TxpDePpCeq/IFrbZSuyaPDHieXRdvZmw5Rn4tG3Gg8VBItf682T9IL5vHw6lI2DvSPbP6UaPltUwMtGW5LZEs0s0LouXEjhuJKcvldN71UJiV+fRY1kOvTK20HP5VnqsFIMsSdZr0SZqtWlFo/YCGklsdTMNoXEtAYyGgKQSWiKrdCQMBTC6FiI37XWoZK1NJTF4+tZGtAsOFhk4m65SqYNLD9N61FQMDTTISo/jStl8SrdNJzTSDy1LYxw97HF2c8RJonLtylSrU1WiioQz1epWoaqHC07Vq2Jdsw7m9ZqhV68eah5uEjVRqyufGwkrtmiKWodWVOoYjLZPFJpB3dDplYDB4DFYz1iEzfJsHDYVU2XTLjy27MU1t4TKW4tw3VqIc/Z2rFduxSIjG+s127BfJ9V/mXiPadNF5vTFKNoPo969MZ82H9NN+9DZfhbDgjNYSHFw2H4Kl+KTuBQdwVnGFtsExMJQermnUM/dj1beAZGDYopFQhptOy0sdIlaBWdpteskdURdOMi51t+wC7WsAmE50frTF1G3ij1nAhvzNqAOBNaEIFfoWBm8ncDHEfzsZOzMF18XXvpV5rmfA0VeTXExscDexUEYw0u8wCwx+VOwTpyEVcJ0rOPEzyQJy/QehkVwH6oOmoBtwhQsE2aKL5omkm0SpoNmYtuxD6ZVPTFv3BTboDC03WuiIwXSuEVjAd9iDAUwhpKs2v1TxQPNFvk2B32RUgaJS9BPysB02BoMU9ZhMClfwCHgmbEXc/EyBtN2YjJ7r+r+jJH4IVPxQyYCGgU4etNL0Bdw6aXuksJTKlKuFKMZ+2TZAvRn7MIq/TBWAyaJ0tHHpJ03BgkL0BPG0ZNj0Og1TQUiNd+xqYTMWyVJLKyydhvd12yk79o1RK7YQGzmBrov3yjzNhKTsYG+Uknrdo9gjH8dPmX4826dSLcFvVmb5M+MgVLZm3uIP9GRCq6FWuN6GA2VSrN+HZXFhK9aP499x/cQsSCbyJU5xCzfQtSKzUSv30bM2s20HzeKWr6tRDKJDNNRw8DJHHtJan17Q3Qs1NETKle3VqOSjbpIKY0K8NhoCrDUMRLGMDCpxJDk7lR2taZ+TAx9RCJV6xxFEzcH9mybwp68aZQUzGTZsjQaN2vDrMxZPHv7mCdP7vDsxX1e/vOIly8f8+LVQ16+esCzf+7x9/Nb3L17livXDnHyXCn7S3MpzFnOyqXTSJsxkonjhjEiJZFuAyLxFR/XpGltXGo6YiBAVqSk0tqm5u6CmndL1LpEoj4oCcOpM7FZvJKqS1finCnAWbgOm9HjsIoOwdizNpr22qiLnFQXxtXUUENbPus3a4zp5OXobT0jyX4CjW0n0dx6Eu2c0+huPIHuhuMChhMYKp/Xn0BHQnfjcXQ3H5VljqEl09XFD6qtE8m3+TBqArpKuUfR2nBEpOJ5tCYvIVyKyK/oWnzzrcKv9q787OTKZ7/qfPWpwe8ObvzwduF7R1d+dagqoLKGSHvmuRuKL3XFPHQgBk19sEiagPngyeJ5ZgtAJuIcPwG7xLEYR/XDuscoYRvF40zGQsBjnjAD6/jJ2PSfhqlUdLOeIzCoVQMjewO0qtioCqZJfVcs46YL80jF75sqABLJJODRj09DRzyS0hKml7wEw8Sl4lPWoTtyPSYzdmA0ZQfmItcUhrGcewiL9COYCsOYzNuLiUqmCROli2yTsRLmC/ZjNrcMyzlSbOZsw3q6+NAZu2X9vZi26ICm5JtR12QBr4BYvI+eHItuH5Ft3cVA9liRSw9J5m6ZW+i6NFsAs57YZdnELt8mLLGZ3lJBu63PIXRpBjXcXDk7riNvF3bg985RUJaBd8PqqGmJ1DE1QMNFD8vAJlQdlUS9zAxqbcjFc8ggTh4tJm1TLp2XbiVC6RcnVa971gZ8JAGtWtdCzU4AZy0nzN0a68YuGFS3QluAo2Wli66lNtpi2rUsRbapQmEkYSYJhZH0RWZVEm80bGhfmsgJV7r8NIuJpForL0LbN6S8YBp786ZwZPtsMhYNZ9S0kTjUsuPUhfKKVir+kX/fSHyWULoIvZdQ+l99+jNWWrOUPlm/JP7vQZkO32TdX5+f8vHtHS5cOUjRtiUsWzCZCaMT6dunK+0CWuMuv9OpjTtG7Rtg4N0W03bNMRJwayrSUQqGukhRbfluEtQRs+5RUq2D0ZWk1lITIJmbYCG+zrTgKmp559HMP4rmtmuo58vnbWfR2XwW/U0yzjkjwDktn8+hseU8lUTuaW47RqWtCujOyLRTaOQKmGS6Tv459IuuojN5JTFy3gl1EaZxlxCAKIyjYh6JDs7QXr57VwOv6hDsws5WtlgrraE9kjAZuhT9Jv5YD0nFakga1oPTsBMWsk4Rr9NvCGYx/bESr2MlILEZPBPr5FRZJlUk3AycEqYK6GaJbBMAelQRPyrbtDdB21YHPScDzGKHY9A/XZJVjLsYdp24uSKhFqEZtwgtAY2GyDfdwRkYjBDvMyYH3Rkl6CotaOJxzOYfwWSBsPKCwxjOO4TJ/GMiz8rRFVAZCKiMhF105xxAV+YZLjiG8dLT6Ml328WnMJom0nnuMWxHZKNV1QY9ka5GA4T9hPUU9tMaIOCJFf3dc+kaegizxGTm0GPVFhmvE+Bk01NkRddV21TepEfuTpwDO5Pi2wiWhPB5TSyUz+TR1knYysbVxI/oOWpg5qxNlWpOVK5ZCwcxkPbhzYlI6cmdq9eZkFOA/5YiOq/NxntIf5wbVFGBTl1dDTuRDW6tG+LZMwjbdh7CKlrCMiL9VF5EvIkSJkpzsdLJUFhHGEfNWh0NAZym8lkqdb8+4cT17qJKRD1nJ/QdnRkVH8WR4tkcyJ/OsaLpbFwzklUb0gmNCcS+siXXb1+V1FfA8UrinYRy5+S/QaI0Bb/jxcf7XPv7JLmlq5i9eBTjxvZi9EAv4oNrsyBtjCz134OynX8B9z/DjVsnmDItiZr1HFUNFNry20205LzVrIFpjxjspokXWF2Aya7rGO59gPX261hkScXsnoSWviaGJvpYTJiNqfghy3WlaG3dg062JEvWDvTX7MBgVTH6WcUYrN2O6doijKVAGa3bjuGanRK7MFhTKuN9mKwR7b/uACbZUn23HkJjeCpR4nN++NflSwdX3vs78qGjEx87OqvG77wcede2Cm9bW/C6vSWHOjkRKMVKz9kN7YkbMYnLxKBGCywHTBCQTBXgTMQ6YRTGPeMx6BCIXZcYLLsOEnZNxjJmkEQ85gIW88gBWAWEo1+/rlxvY7mucs2VBiwbPTRkrK342vqeaHTqSSWvWCr59BCpJOH/b3RHzacbagHyOaSvRBzqYcloRo5Eo2sKGgI8zR4j0ew9Gq2eE9DsNgH12HFodBuPeswYtGJHod51BJoxsnzsSNR6j0Kt7zjUe42hkvK963A0IkahVUdkuuSXdr3maPh0Rc1LcqxDqIBHLlbXVYXErBDJtkLYZ8Umuq/aSA+Rb72XbyJq2WZCcwoJSF1IdRcnbk4J52tqe37kj4aTmaxMG4Cang51zY2IqeFIr9r2bI2rzsZeNoRX0aW+oQauzva4t2+OS/O6VG0kcq5KNSqJJHF0tqCFjzftOvvSUaptu07taCbLNWjbkDqt61Dd05Wq9arg5O6AvWzborIVJg5m6Fnpo2Guibq5BhqKfDOUkywAbNm6Nts2pNJTJKSepRGm9qasTh9N+fY5HMyfxSEB+u6tU1gwbxh5hatp1MIdF49qHD1Vzqs393n09BKX713k4KkDbClax7wFU0geF098QghdglrTuIY94yWZ5geaEd/EmGENdBjjU4v67paMTwlj9ZoMLt26LDBRwKMA8Dv/vH1Ayd5tDIjvQ91G1VXN32pmeujVFgYKjcRUvJH12j3YFd3AYO8/aJU8RqvoGoaF4l8Kz6K26y6Wu25jHzcZbU0tNKobYRveBYdmAWh71seotieGbvXRryHbq+GGoasrhgJGi7p1sJB9mFavhrFrZYxruqDvVh0Dd3eMJQzFv+nXl2jiLolfFScbfXyqm9HZ3lwUmRXB9kZ0djSSsTGBtuIn5bx3sNfFT867q76hnHMttCvbYFYnBKPqbVC30UHH0Q69ys4YVnPAoo4L1orskmtsU9MOi1pOWFevjLlcR/PqMr+GA5Y1nMTr2GErqsPZXgNTJzMMqlhhVNkcCydDrBx0MXM0xNzJGgtHK8ztLWWalcwzkGk6WDjrYlXVAMtqhhLGWFc1w6ayKTZOJlhVNpR8Eeaqoo+ZLGNRxQRzZ1Mp7iaYORnLusZYORthJfuxdDBQfbZW9uko27PXw9peHyc7DWwcdWW6JbYiwc0sjDG3leXtZD05L2q+oyfSSxim+6o8kWtb6L5yM7ErN9BtzQZ6iSbvIeCJKsrDsU1zxvvW4tfcID6v7MWv8nlwYhV9/BoSWNuEla0cWOlVlfWdq3JorAc5Cc5sHtKUXaObsCHJjTERdkQ2t6RDdUPq2Gqir1uJ0VOGSIJ9lhqtSCWJn2/5+uM1X779w6ePT3nzVrzIqzs8enKdB4+uc/PWeS5fPcG166c4e/4o+du3kL5sDuNSxxHcO5wmLauzYGZXindOY3rqANw97Nm0dAL7t6ezb7Mwz9bZHCmaR86acWRmjqFgzwqCu3lRpbYzTmJ6XWo6ULWaFTVr2FHb1ZI2jarQsZ07YS0dCWjuiq1U/nn+DiwJM2N676as7ufO6G4NGeDvSnm8PSNb61FNPNee8jx2HyykX3IPXOtVVXV8VRhWS5LNOKAz1uMXYLtWNHnBFfR33Ed7xz0MCq9jtu2SjG+jWXgXvZI7aJVexEJhoX03sd51AYOuA1GTolOjrjNF+/dytHwXJfu3U3wgj+LyHIoPraf0wFr2HMlhxprpLNqayaa9m9m4aw3Ze7PJOpDDmgNbyC7LZe1u+b5rLVk7V7G+eBUrSrewsGQdKwqzWFGQw/Li9azetYlVEmtKNrGhJIfs8kKKykvZe6ScsjNHOHyqmJPHizlyYi8HzxZy/Fgep06W0KFjE5q2rMe9B5e5e+00V64c58K1w9y4dIirlw+r4tqVI9y4dpwb109y88Yprss1vXbzNJf+usi1G+Izb56TOM9fN09w6d4ZLt2R7dw6ydWbJ7n211mu/nVG4qwoh/PcvHOJG3euSFyW7xdk/nmu37igiqs3L8g2L3BFpl1VtinbvnxD1r1xXpa7Itu4LPMuy+fL3LhxWY5FtiNx869r3JLlL905XLFfmXf+nmzvnmznrmz//kXU3PzcqNGhNbHpi+mavV2YJ5+BIuG6rsml28qN9MkuotHsCbjbmfJqfne+r47hn4IRXMsZTfHkbgTXsSbFx5XpHazp09aYqMDaeLWpS59eHRkwPIaAbs1I7N+GtKHtWTrJm9zV0QzqV5XaHnqMGa2A599BkThKh3bFYyjx9U8o/uOthOJHFA8C5y4dY/rsicycNYXZs6czduxIAkJ8qScVrldkE/oltuPg0dUMigtl5fxhHNm9kLJtMzhUNIfyPAFQwXzWLxvF6nXT2HUsh835GQR06aCiZgtbPSI6NGN2rD9LYpuQFlGdQR0ccBSvZeJgik8dYzJ97BjeyoqZkdXo1tyM3u2keEQLGzU3wEh8gIGVQQUbinxUqyk63i8Mk9ELsFopcin/LgbFr9DY8RSd7Q8wzbmOef4NjIR5dLffRb30b4zK/say4CJa83PR65WAZmAIdnJtHLdfxNgvSNVtaezsOXImlPPzWoqOcm6Uc/dCQjlfP9h2WMB07rBKPH4XR/Ze/lXmPvj6jivf/ubCx785+/ohp57/xalnFzjz9CKXH0ky/n2K86+kOL05yY2nN3nw8gZvfilsepv33x5x+eF1Dp/fx7Gj2zl2aCt7j2aTt2cdGzYvY83mGWRtmkbbdo1o1LaFrKMMCgNX9ID4/7dBbUbJKHyTO2LbpgZdly0let0Wei1fLQwkrLMmmwEb12DnXplZXVuzY2ZvRsQ0JV4qbe/G1egnnqVbMwcimlkzJqiKgMiOBGEir1qyfK/2TJZ1BnWuTb/QRnSLbku/wd0YMKIfjcTTGJiq0znQh00569m0ew37zm7n+r1jPHlyTtjmMk/f3eLvt3/z9MVjXr+4w9tX5/n54wnp86fRrHUzqbi7uH7nOocOHeDixbOcOXeG4KBg9PW0MK1sRO/+nZk1NY4V8+I5s3seh7fPZF/xDMqKZlKWn8re7WmsWz2KjRmjOFC4gKP7smnavDYaouWNxVM1EgbKGtGZ8rm9GRnZClc7fRrVsKGdqzlz2tmwMsKerp7GOMt0g+oG4rvEi2lXQt1AH/2qlbH26YT9mDmYrjmB3ra/0RCg6Oy4hl7hGQzFqJtuuYDh1psCosdo73uO/sEnGOy8ivbcLWjHJqDbqBktOvixeO5MJqTEUalJPex2lmOz8xi6zZuhLgCatGwuL3884/6zy1y4XMb+4wVsP7yZ4v2rGLttHv0XTyEndz0LM2Yya8kI0paNY8GaIazdPJK9x7M5cn0/h24f4dBfBzl1t5zTd49w/v5RLt86zdXr57jx4iS3PpwhZ082gyYm09i7MR61HYkULzS9d33SE/3pWN9arnEdVgxux+oR9ShJa023lg7UbVyfbwLUnwLbh69usn1nHps2byBry1rWb13DhrzVbCpYTV5BFluL1pO7ayOby7awrXQrO0ryKNmRx85d+RSWbGPnzlxKdm1l155tlO4roGxvEUV7tlKyc4vM20Te7m3s2pVDUXE2OTu2yjrrKRDGzN+bT9HujeTv3CBqJEe2uYntRdkUb5dx8UaKZZ0du3PYs2s9u/dtY+uejWwt3cSO0vXs2ZvH9v2FsoycTzmmAmHr0tJt7BUJvndfHvtkntqI4jgmHxiGb2ILXNq2oseGfLqI5+mzfAP9tu6gYf9ogpzMyRrXhUEt7djQvyE5cXUoSGrArsEtmN+1Hv07WjMn1IYlfuaMb+/EkPYebBvQjP193DmcUJUDCbXZNagu2xObyXotWNOnAbOjGzLItz6xHeoR3cKNju72eIqsaejqQhsPFzo1ciWkTU2SIuswZ0hL1qd3Y/TQMOxFk1+/fp3HT59Rt3UjVf83fQt9lq3JVFWD4M6BolMNiAlqQdtmzmxaMpQz21M5tjOV4zvTOb59vozncbx0HhcOZXBq3zL2yfRtW+fj49cSDaXV0FZLZegbNa5Kp1YeaMs+DAUcLT0d6djEjloOeliK9q1kLDrfSDG2GuhWccA4NAzLsRNxytopSf5IZNcrtHcJu2w9jUmO+JZtV7HLv4xhwRN0i0Sq7X2MhXgc4/l5qHcfiFaL1ni0bU/SsAS2ygX98OW+/KJfkoA/6D9czHH7Gtjuv47FupNo1xSTraZBWExH5szszOTE+ozt0YLxfZuT3q0F4aN6ELlsGq3qOzBJ5i2Z0JS1MwNYNrUNWWnt2LyiryTnIs7c2c+JO+WcEeCcu3OEC3ePcvXWcR49u0XJxVL6DY0msr07QSK54zq7sGmSP6czOvPXmihWJTVlYo/6HEwP4uHSdjxa0pL72QFEt7ajWoMmvP9e0XBScCBfVVg823WiiW8I7vI7q9avK36lspxXJzQNLdDQF7aWgqBuqC/n0wJ9c0s0zc0xrVENPTeJmtXQqeGCRhWlRc4CY/F3Wk4Szm7oVBU/Z2yIgaU1OvY1MLBzwdixMgb6Opg4uqBXTVmmsqxbFe2qruI5TTF2sEffVvYhflytqkhrcx0MnZwwtDVG28EGLXt71K2MMBafrW4nxyY+TN3WWvbpiKbMV7e3QC0pN56AyS2ZVJQgxtKKqEnzSSjYQdzqNQRPn46WnTUrBnkzMaoNGd3bsyexFVsFPFmJ7mxMqMV0f1vihHkmedkzLcSJuA6OzImqT1lcVfb3r0lhkoBGTvKehAYciPegPKEex4Y358TQ+pwZUouro+pxYUxLjoxuzTbxSIv7eghjuTDQtwrhLavg425LoLs13ds7Y2epTe/4viqQJKeMVZ3szsPCCewXouotcPzkYR49/5vq9Rxp7G6KuZUa2YtGcGP/co6XSaIcXMvR3aspzl9I5vyRDB0UgV9EG+p1qIGpmE6luVvxFKpmd6VDqhhDpXuQmrkwiqM2eg4aqu46irzTVLrsVBUD2ckb82npmK/aiWnRTbSL36CT/0zY5io6hX8JSO5gUixSrURk2d776Jc9waTkAXrL96A2cAxabbyo1qgBCckDyBXP8e7dHVXCKcPvXx/58Fsk63eRZV8+0L9vZ9TadMJu12OsMnfKhXRBS12NcQntOJ3Vk9OLw7g4J4q76TFMTAlmyckyxmXMplukI6smNGDT2JZslmudM70Nu9Ylc+FsARfvnuDc/eOcuVXO+VuHxR8c5u6bi6zclYGza2VRGZ6cnR/GkZnNODuvI2fmBnBIwLJ6aEPm9nFlX7qPgMmXCxkdubMigqXTQzGsYkONhp68+abIbdheVqDqDtU5phtD581h2IL5jFm9iilbc5mwfTvji4oYm7uVYWvWMnxDFoOWLaRT/77UlXPbMLwzVUL8cQkLxc4nCJPmXqi5VkGzc2c0IuPQUlg6PAbt+rWxiuyKUb8xGPRKwTKmDzo1HdHt3AutvkOw7NEbs6gBOPUZjmGLDnQckIBzey8suvZHLy4N3YataBw/hOrhvpgmjKTSwNGYtO6IX3RPLFt6YhERjmVYHywj+mEf2RczX7kWcVlJtJDqMelgMlW9nXCoW5M6Xb1pHx9Kw84N8Khmzt553UTPu5E3rAM7FBYZ6MLupDpsiXMVwDgwvLmY5eamdG5oSbinPZlda3M8qSZlic05OLQORwdX51BiLcplnSMSx5I92C/MtVcAVTbIg92Da7FXljsogDo6rBHnRjXh1OimlI1sya5hjSmRaRO611OBJWHcaFVj8vjpc9AwN8IjvDV2TWri2qwBS3O2qJoe5mzJkXnqaAl7pAztSuaC4fSPD6RDcCNqtXLBrLppRX82pX+bbFMVkoRKL+m2nVqSOmsCp46V8feTR6zauBJdM100lE6hAl71qg4YdfDBPnkWdivKcBIPY7v9OWa5t9Dbch6jAvEvMk1fjL9e0VX0ih9ivvsz1jv+wnB1GWqDJqHRpg1Ono3o2SeGHZuX8uTxNVWSKcN38Xdffr3gx883IlM/8PX3P3z/+USmf+DTt69EdO6Eml9bzE/dwn5hIZWcamAi/mrhiAiur+wliR7FieVdWTe9I9OWL+DYD5iUtZ4uA30YPdybMcltGDSwJWmT+7CzaC2jZo9lz+k9YspPckpk3L2nF8gXiWTnbE68XNvS1JbsmdCYvdO8KZPYOaYZOcPrsiKhPrsmduTE1FYcnNiCPdO8KBEGrB/giWGT1tStVY23HxWXhUjsYnS1KhFatxbJzerQr5EHfZp40r1JE7q1aU73gE5ER3WhR+JA+qRNYHDWAiZtXktqwTbmlhSwsDSXBaUFzCsqZMrqDQwcPZzg4Sk0HzAU9659qBEYhKWbC7bt2qIdEIZapwBMfQIwsrfEyFu+x/TFqGdP8Y8DMB+YjEnbdoQkxVO1U1ss+iaqeg8YNmqPd3wy9YJ8sU+ciPbAqVi1CySoRw8s2jXFvE8vzGMHqvrn2cf0x9xPwNNnzUDqB9ViXFkiXSaH0XVMKE3D3XFobE+z6Pb0CW9E0aieJAgV7xtRW5inJtvjXIRN6rGxrwsT/RyYIl5nXpAJ4VLxo2tbsCSqJvtSmrJ/sKcApiGHB9fjSHIDjg5pyDEJhX12xzeiNKFi/oHBjSgf0phDqvCU7/Uok+WK5QLtHezB6WFuzOpZXZXkrQN8ecdvNpbsZURmpvzgONr36EXyzGmkZ2fztxTpl7+h98ihFQ/b2YgXERCpHm/4N7QlhGEqGakJS1URNutO0c4C7j26Jz7rCSfPHWPm1EmicXepLv6y5ctU+zZs6YXjkl1YC8NYFD5BZ9dttPL/QrvgNro7bqC//TrGhQKWkjcY7X2B2Y7rWK/chUnSLDTaBuPQqDERYUHkSIV9ePumbPnfu0Pf+fHrAz+FZZT48ftNRfyqiO+qz69luW98evOE1h2aSUL0wfrYXUxnrUDbxA4zC23mjfXnSHoYpZLEJbM7MXBQCPnXrpN78zHZz14xfX8ZUw+cYdKJ04xcs4oFKxewLCtVPMNmzt89y/mHwkDXD+FYzQkdYy16B1djUmwV5gzwZJGALmu0N/kTvDmYGsjphUEcn+/FsbltODSjAddWBjIhrh1mQe0wbdUJD4+avP6o3HyGneU70dfWZHKgN3k9w9gUHUhOVCAbw3zYGNyelX6tmNO+GRNbNGRoY3cGNKxJbMPadG7QAF9PT3x82uLfNYyowQnET5zC9IwVLMnJZdX2YlbvKGHBjkJmbt/K3II8Jq5bz4AliwgePw6viB54RnTHKaQHNkERaIaHod05FO06dekUE41zh/aY9U/GWnlYr1lbOg0ZRp3gCBwHjkCv9wisvEIJENBYSrGz7CqsJSxVtdsAHLr1wdYnVMCzKYHa7V0ZXtyTkXuGMHl3CtP2JdNjXiw2NZxYOi6cVYN8SY+qTdmIGuQLeLZJUhcn1mV1jD2TfGyZ4WvH5CBbOntYMay5nbCTAEaY5MTQBgIcAc0wT44IGI4ObcTB5MYcSPbkaHx1jgxyY58AbH9SfQ7I9g4OlrGAcr8A7cBwTw4Na8DxobW4PLI+E7t4oKXchTfQJP9AKff+ec2U9RtI3bqNaes2EDdpMmfuP+DBx188/vyTR58+EtgtCrVKAhSRWSrACNMYWOvTrG1Txk4cyZlzJ3jx4jk3bt0ib2cxY2ZMp09SMkmjxjIgMVE0sRkFe0pUCTB5koCxqju2ay6hW/gPunmPMMkXZil4hJFIM92Sh+iWvcZszz3M1+9HO2U+6q064+DZmI5dvFmSmcq9O2dkS0prmNK2+IOfApgfv97/Ac57EWt/wPMHNP8dPwVA37++5iufeH7vL+q7id8bOgTT4/ewG7FZZKYxplW0mD62LTlja1M8qCljetdl6JK5rL16i433vrPk6msGHr7HhBvvmXHzCcvOnGLPvu3MmDWK0/dPcen5RaIHRNA2oA19UhIJDY+ig1Tpug3dcKxuia2dPk7mWrhZ6tHEyRj/Btb0D6zFqNj65C7sR1CXtlj3isXapzMedWoIeF6qfuvOQzvR09Jgkp8XeVGhrOsSwJLADsz3FysQ1J7VoR1ZI+dofWQnAZUfmyP82dBFpoW0Y4VfGxYJo0xu25LEds3p1sqTmMb1iGhYX/bfCN8mrfBq2R5//2DCY3vSY9RoEjMWMWrDalJ3bGHmgWIW7drHhr37WXJkPzN2FDN4wTK6jR1HldZtMI4ZKMVtMpathHlSkkTJhGIjDKTTT0DVqTNB/fpi1bYtVsI6jtH9ce05iCp9hH38wlHrt2sENdrVYsjGaKYeGcGUvUmM29eXxRdnEjc5iBWDWxEf2Jh+vWIYluDNuO7u5MU3ZHv/WqSF2DG1gyWzfKwZ1MmRSE8BW7ibsFNdYZjanBiisI0ARcBzWABxKFmYRyTY4SR3TqfU5eSwuhwfIjJuiPigIfU5MljWS67HAflcllxHWMlNwOfGcZFv4a1d0FR6GwgIBowfomqkvfzhC0VXbpB/+iKXnr3m768/uff+K3fffebvb7+48+4jcaNH0Lh9c2L69GDhqgyuPrjNszf/cPT0cRYtXUJi0jD6DYxjyuxUDp0+waM3SgtRxTAmbQaaVhacufmXfPtFrJhztTpNsCi4j1rpW/R3PsZk5yMsdj/AOvskBiPmo+bdEfOmbvhHBbFk0Twe3LmmMvz/Dr9/yva/vxTgvBJQKED57/h/B81/QsDD53e8//latvaDa8ePYGPnjM7Y+RiceYbdoKnCjgY0bGTD6lSRVyMakjuqAWHRkqCnTrPx5ju2XXtM5rlLpF+4yYL7z1l45S+6Jg8TCTyMO2+uMntlGh0C2/P5u8IYFb0svv/4zqu3z3hw7w6nTp9ixca1DJk5nq5JfQmIDqFJ+8a4NXDB3M4Q/cqWOCXG4yhVvqZHdV79YZ4dB3egq6nOhE4d2CrybK2w74JO7ZjUrCEjmnkyulVTxrdqpgJIqnd7lgQHsDwkgFUiodYEdWJtcAc2BXiRG9CRLUoEt2VjSFtWd/aSZb2Z49+eGd7i21s2IaVxfeIb1qNfrQZE1XajQ1N3/Fs0JszXn66J/Rk6ZQKj5s4XCbidPmMmoBcQi87wqZi2bItXUgLuwUHYDRyC0YDhWHuHCPP0FvnWDrteCVTuFke17nE49eyPvX8X8azlE6gT0hJfSfBpe0cx/+A45pUPZc6ZqYxY0p2cpA5s3LiAcaeO0KNAdjgghG29q7OtRzWmBVdlVicbFgTZESa+J7yhHet71qd8eFOOD1cYpwlHhjZWsY4CnuMpnjK9EQUi18YEezA9sh5ZXatyYJC7CjTHh9QVwNWRZT04LOA7KuA6OLY16dH1sbbXRc1GXXX/JDK+m3J3g6sff3LtG/z1BW6//y5G95MAR+LtJwHON54IChSQKXeHnrz6h4K9u5kydzbxo4aRODKFBSLHzl+9zNdfiotShp98+vWFD5/f8/HjR9V6obHBVK7tysNXr/n4/gX1m9dFLSQMx7Lb2K87iuGIqaiHRmMiDBPQ2Zc5aVO4dv2srKm4L2W7XytYRRLy+4/XfPv5XjyMMM5PBSwChP8HoCjjn3/it4qtvvJFBOt3Ac/3bxVeYmdxIQbOzhgvysCi/G+Me45UycsO7auzfVFzjs9swdLE+qTMGkHW/Y9k3njNhrvvWPnwFbMOn8c/MYGpqYnculPKgeNF1G9Wj3PnT8qWf/FL/NZPnsu+FfZQ9q/0/VN+k1II/r0npxSa13z58g8nTx9mzKzx1EiOo3JoF1w9avDPR6XLExQLeBTmGePTnvUiv1aFBrEuNITssGBWhnVgaVAbFvq3I7VdK6ZKoqcJw2QE+rA6JIhVIYGsFJ+3LrgjWUHeZIrMWx3kJaDyZlWwFyuCOrBMGCqjc1vWBrRnrW97lvt7szLQn41+3rKdNswXdkvz9WK8dzMmtKvH0GbuhMq0niPGYtmlH5qjpmPUvC0Bg4ZRX0Dh3Gc4lv3GY+sVhl+vHirmse+VSJVuA3Hu2hen7v2oGdULtZGHZ+A3uguVW9jRNs2H2A1dWbR3NDNOTiN+VjTt3e2ZuGwigwtWUb9/V4YG1iF3YDXSw2xZ7OVIamBl5ofbqZ7p6Otpz/Z+bhxLaSggEJ8jHubYkEbCKHU4MqyOMEgdDo6oz5ggdzxrO9NPquLY/u0ZElKDUcEujA90IC3cmW3CVqWj27Kqf3Oi2lbH3EoHDQstNJ0qqTxLkmhTBTwXP/3k7MdvnH//jWsCnlsCmPuff/FM5t379IsDV24ya/lKBg4XsIxKYUZaKtt3FPG3SLV/B0Usvf75hSdfPsq6H3ny6S3vPnzk7bvvwmRw9sVTKterSSf/DnwXYJ25cQ6r6nZYN25GrXYdierWhRVLU7ly8ZBsTWldUhJLAcxbvgk4vv9+LQAQkPx+yTcx/18FGF9/Cwhk+o/fwj4SSgIq8Us+K/Hj1z+yFeUXKsn6m0/fX3D1/rkK8PwQYAkQf6jmQ3b2crQcaqCXXYj13r9QnuRU/Fx8t/qcXBrM2Rk1GT1QZOPFZ2Q+fMb44nL8x4zHPyaCVRkzuHJlB1dv78dfkm/qtAmqbf4ScP9UMaEcm+r4ZZ8I+OU3/JTf8OvXS4GXMu+dLCzVS86LMhw7Vk6zEZOx692NGu5V+OdTxTEWHxDwaGow1rcD2V1DWR0WyJpgf9aG+JPV2ZvVwiyrBARrQjoKsDqxQmTcyrBOrJTPK0N9ZLq/KlaF+LFCCtTyYB8BUScyZfnMEAGRAClLmGlNQAcyhTkXS2T4dSBDwLQwpA2zO7dkul8L5ng1Z4F/C7IlUrr7EpY8GIOovuiPmIVpM2/Ck1LwCA1TtciZ9x6HXcdQ/Hv3wLxte+y6J1BNgOMS3ZcqPfpRObo7av4ro/BN7Uz11q40GeODy5RWBM4LJWxdH1qN8lW1QrnVsGagjwtzQq0o6eHKiq5OpIY6s8jbltmBTkwMtKNjbSthotrsFcl2fFh9TojsOjS4oXgWT5UkUzzQ0eHu7JZ5UeKLBidEEd+zPVGBnkRGtSI8sjnBnT3p2z+IFq1cqO1mjo2VBuqmAhg7A3QctFGzFtkmHmbJqg08kxw99+EHF7785i9hmAdyka58+Ezh6dOMXjiXLgN6i28ZzMLFSzly7BifxAMpaa3ceXj+/RdPP3/lsQDvzrvf3BbQ3RKJd/f9W65/eM+Btx/Jef6ZzNufWfVQ/M7uk6jp6jF6dIKs/ZPtu3LQNtJkWfYK+a4MCsN8lDkV0kvFGP8f/Isq/gDnX/D8UoHh354VSlK+4eHf18lYs4A2crENbQxYuXGZal8qiaesJ9tXhvlTJ1CpRm3M8ssxz7+JYZPmaOuqMSihI1eXtSMnuTXBfbrQLLQFkd3CSZszmt1lK8Xzbeb+rVKmzUymYXMPPnwQlvv9VaSlHLvsX4lfsg8lFBD9D9Dl+AVMP1TAkmOW5RUmmjB7Jk0nzMOpRw9c3Bx59Qc82/dvR1+YZ7wk9IauIawJDyArLIA1nf1YGyrSLKTTf2KVyLCVAojVwjZKrOnsQ1aogExiTbCvAM5XlvEXwMm6smyWsM46AVFWkJ+AyIflIvMyAr2EjVqyLKgVKwKFlTq2ZLFIu7WyvzVhvuR0asvE3qEiWQejF9Yds+GzsW7WiYjBw6gpbOfQZ6gwzzgcOoYQqICng58UhNE4xiTgIABy6N4fWwU8UVv6Mfb4dLz7+FLVtw4BKwbSak4krdOiqR/TEhc7G3r41GNrorsYew9yejdidhc35gbastDHjPkBNgxo40xIPQeWxdZlr/iaE2L0Tw1VmMdTWKcRR2XawcEixYZ5sFuAlBJUnb6dG7FyWiwJXZsT2aE23YOb0697MEFiJHVsjVGzUFc9/KahtJQp91rE9JuISe01ZKAk/ReVmHgkcebFK3IPHmNsajpRPfvSd1ACGcszOHfxnCollY4ryrL3v3ziloDj1rs33Hn/hkcizR4Ly/z19gOHXv8g/8Uv1j/8xvJ7P5h2/TkD9xykV+YaggenEDFoANPmTuXECeV1sRXdTabMGk1Vd2cePbutcINKTilyS0loVSjg+QOg/47/AY8k3p+E/PZDkWGfhPH+5vrNM3z7/pa586diXdlKVbxUjR0iV90a1ODx4zuyv6+y3lt+/1Bk3EeB0xtGDh2ImnsrTItOo591lErizXSl0IyNb8+e9CBy+jRlUXQ9li4cxI3rBzh0No8j10vIzs3AxtGY4l15cgwK67wTZhGQ/AHPv/EfoP+JH8JACpsq05Rjf/rPA2oFBdBqcTY1I3pSuaYj/3yo8DxFZUWq1rZxvu3Ijg4kK8KfdV3+RJifAENAIQyjhAKYVZ07VgBHmSbgWRfyb3RivXxfI55ofZDIMpm2OsxLPJRYizABXISwT2RH1nfxJruzMFlwO1aEiIfq3F58eXPSvZuzUJnmI4pnQCS9hg9FLyQa82EzsGnmRfjgwVQXENr3TsKq/xgq+4YR0rcP5u18cRBJ7NprCM4i2RyjuuMcFSuy7cAMxp2cRchYQZJIouptXGg6tBMdFvTBNdiTLmIGh3hXYfvw+hTF1WJVn1qkBdgzx9eB6QEOLA00I6S++J161izvWpPDo1v9YR7xLynNOJIkzJPcmINJ9Tg0VDxMUi0K4howu2tdpoS7s2RkCEN6+FDTTp/aNewwM9dHS+l5rHSm1FHDtpolHaWarFq3iufPnqouxrUnd1i3fRtx40bQpVs0CfKjt+Rs5sbNmyKJKoTTCyGDO1++c+X9Zy5/+MZ1+X7961cuf/rAqQ9fOSIyb/vrzyx5/Z7ZIudH3/7AgL1niVqUTbv+wwgbMIBFq+dLop2RjFLczxdu3L8q1X+FSB4vajSoiqGZLucvnZd54hH+F6D8T4g3UMUfZlLMv4pl/sc/XLt1WmW+9a308I/ypdugGJV/0bYQxpXzYF3ViuLdRcKg4pl+fJTtVPimTz9f8lkB7c9PhEaGodbRW+TbQ0wXFaDp7ISxoQ5zxgdxapEfR8e2Z2r/xnIuZ7NpfTqjU/qgZ2JA3LABcgzKoDSVvBP2URo0/nfw/AdEKkn3XICriORfbMrbglGnjgQVH6V+5z44VHfgn/d/wLOvCF2RbaMlaTfEBLAhOkDVqrYpQokANob7k93FTxVZKsAojNNJBaYsGa8Xb1MR3mwQYG0QoOSKpNscHkhaqDdD2zWlZz13Aj2qEiRysVe9WqS0bMrUDq1Y7NuadQKk5cGtyfRrzXz5vqxDaybI+Y0dmYRORFcMhk/Dtl0nuqYMo4ZIQuf+yVj0H0kVvwhC+vTFrp0Xzp1jsWnbAbMWrajcoSPmjTxRG7NnGrPPLMCzT3tVhTdQqryDGjp1bLCsbc0gbw9mhriwb3QLdie5sTLKmrmdzEn1cWJGJztmBlvTrpYF/RpXYUOP6hwZ3pijSiub0ro2uAFlIt2OCtscSm7EgZQmHB7swhGRdBv6NGF4cF2qV9VV9SfTNtasuLuvqUa1GpWJCA9l2cplPH5ZYY7/fvWG3Lx8horR79I9gsHJieQX5/P42d8yV+nConSL/Mm9b+J9Pvziztvf3P/4i5tCPSc//Wb7iw/k//2OPDHLS89fZuahUwwpPkjI4o20GjIL34Ej6Ds0mUXKPh/dlq39FLnyifKzZ5m5YB5tvTwxc9SpeGmIclNVIqpvrJjl75L+X1TgUYWARGGVbyJrvsn3b8J/3+TIfkmiIdUaFXB+8O7LE3Yf2Ea6+KW37/5hhFxIZZtaljo41q5Ml/7RDBqdxLGTR4mICFTN65nQXfb1g5/fxAsprPPHR/3+pmzzG88+PqOhTwcMfCOxLr2KwYIsKplbYW2tQ8aUNpyc34asQZ0YHtuU5QktyEwUOdfJjQGDosnevIWrD+7KdpRBAYvCQBXA+f5frYHfBDRfxZN9FT7/8fuJLCu/6+c3fEIicOg7kPizd2kUHodTNQfe/gFPwb5CdDTUGefVivVSeOZEtWW2GPvZHZozSxJ6lm8b5olfWSDeZWmoH5ldRNIpzdXRfuRE+JAb5k+OyK3NYR3Ji/SiKKYT83xbEVanJi72Fhg5CkO7VUatdT3UGtdBzdFJ/LEZVu6W1KrnTFiDmqwI82GzyLkskXhrO7RjfFJvQkYkodclErMh4zD2bEpQwkDqiJysHNcfmwEp1OgURlS/fth6NqZp9z4ED0lh4NIlrDp+mFadglAbVTyV8Dk9qBXYEjPPOui7mInHUENTkqRudXMGe9dmUXcPSlIaUSCybXEXR2Z1Eq8jMdfbjBR/Bzp42DA1oA47hJmODq3PsWGeAhxhmuT67BcJdzDZnXL5fHB4E3aPbimgcaOuk14FWP7IEudqjvTq252t+Zt5o7w1VIYHr56SuSGLfoMHEdMrllETx5K/u4RHr8V0y3zFTj/68lNk2GfxO2+4/uUNT95/Ud3rOSNeaOe7z2y5/4T5+4/TZ84y+k9fwISMFYxfupCkKZOJjh/AyFGDKcwr4vnLCn3+6fsrdpVtJnnsQGo1kQthpl7RXUc5Tj09zGrWp1F0PEkLMrj9ShJHGOD3L8XsV3gDBTwVskYx1wqQlJuczwVYyvbf8frNA4aOT8a9mVsFuwooJswcx+hxw1WfazZwo2jvDm48/zeR4ZlINecaDqr5a3JWqqYphl4BpZLQ31XMoGxfiseDC1SvbYt6/8FYHXmG+dh0YS4DXO0MWTYjgJLUNuybH8vh+Z0pndaa4pmdWJDQhOQudYkJ8mTkmKFcuavcwBV3Jb/n+3cRvSJJ+fVe9VuR/fJTro/IxW8Sjz49pfTiCRxbtqLBrDQmnX1Am87xOCie5899HkW26WhWYpp3K9YJcBrVMqNB29Z4tGpE9RqOONqbYW9lhL25IVVkXNPWiEaVTWlbwwI/8dLR9R0Z0KI2o7zbMN67Az51XbC00hdpr4dWFVOM3e2xb90Ak1b1sfFuiW2bVhi418CwgROOXs1xdXJgoXilLcJcqwLasKJ9SyYmdid6SAKmIT3QDe5BuACrdXM3rDq2xSVxBFUGjqGmXygBsT3oPm4yO+8/Jf/OCzb+/Yod79/RqG0AagEzY2ja159qYrxcJo3AaFAyVv1i0a9hT+dWboxo58ba/g3ZNaIRW+PcmeNvRZqPHakdLZnnb0lcGzt83K1J71KNgwKw4ykK49RVgejQ4DocGlKHsiH1hHFqcXxMUwZ3rIGWcpffRh/XpvVJTkyiMH+bVKmK5H3+4ikr16+kd2JfesX3ZWrqDMoO7OPj5z/JLfH4izDLx8+qt/j/9eELN8X4Kyxz9c13dglgNr56yxTxQd1mzSAxfRbzslazavM6tm3fwsLl80hfkMb9h0ofMmX4xbMnf5G1LpMYqfYudSWpDTQqbq5Ksuro6WBduyXN+k9h8PqdFN55zE2huQr+EHb68VoFnt9/wKOMf/xU2FJp3lUkmRjw3x+ZtSgVL/8OHDxziMoe1VTb1hOpGjUwhu0Hizlz6QTm1lK4ZLqBjRGO7pXxEWO999Bu2YaY7l25aIjvs3Kx4sKtSzLll/CdgFQBzp9QWvUUBjp1qRTLms4YKr26j/yNYfwEKVRauNVyoHSBN5cXduBYegCH5wVyKt2Xg/P82DOjHftTAxge3pg2koiTFqby+NsHXgmr3Hx0l1I5R9vuXqHw1lWKbt9g/617lP/9jDW3LrPxyjn2nL/E0PydDL1wm7pRA6gp+//0p6laaTDQ1dJgsk9LVgh4qtZyJnxpFhHzlzN7525mFGxn2Io1xKUvovfU6UQOH0agVP9WESG4ebWhcosWVKnrShVXG4xMRaEoXasctDGsVx2L5k0xE7DYtm6JU4OmmDZsiIWPF1ZtmqNVtwp2Mq5T3YmMcF9yg9qzLqgtawWEMwZ3pd/oRIyjE1ALimHB8EjyxkZRyaMGVQdMpYp4HpfgMNrH9CZpUSaH331h261HrL98nQV7dmBT3UXWmxVO/7Rk3Dq3om7aSNymptJkcSZV/XwZ5FuXaR1c2Dq4OSXDG7C+pwtz/BTWsRHwmDIvxILoOlZENapMRowdR0Y24qj4nSND63BMPNKRIR4ciXelVMVE1SgXEDWvaoGmngbrtm7ik/InRX5/5dmrFyxakUHPuH7EiRybNz+dI8eO8+GbIsb+MMzHr2L2P3PjrfgXAckd5V7O+0/iYX5y6O1X8v75QsarLwyW9fxHjiV10lx279jGkeO7BYyLiR3Uhcr1nCoYRBivQev6pEwZRWMxnWaVjf7Tz01bQtPIGJumfngnzSExu4wNd99wRQ5FaXyoaA0T7/VLkSti+MW7/FIBRZmrHK/S8vaJC9eF7fr2YHfZdvmOqhgo2+8/oj/5O3JUn5t1bMPZ25cYPi6FaTPHs//QXqK6R1K3SV2sqlirjtPIyphT54+qtpEyrr9qvaadWvLPO4XdFO/zP+BRWO6twg4y7N29Cc0qJujP34D5gbuYdpMkUatEi/pWAhZfriz24fw8b06kB1G+MILCSV7kjWrJyQWRbB7jS6h3DQIj/Sk4dZwXv39yS9j+9IOnHLr9Nwf+ekLRjTvC6g/Y+vAZJcLu98Rs7nr6ivDdB3AO7Ubd2lX49h/wFKOrocF4n2asjmpJ40YNicspI3ToXNYeFfCdv03O2dvknrsrcYdcAWDuhTtsPHWdTefus1i8aN1O7dBQHre3V0fXQQcjJ+VREHus23hTOaoHZr7+WLVqj1mTFmjVq4+R+B6DutUwrelCYENXsqI6kusvslUUVpZXCyYPjqLn+CTMonuj170/0eGteLZzFi3q1sQ0sic2QiI1/ULo0K0nPgPiGDgrlba9e1KtdVP0nCyp3qwBakO3jaT7rD7o2BhQuUF1aorHcZPq0KBlDcYG1GOuT012iNwqEL+zJNSWmeJ3ZvnYCIjE9wTZElTdjIQONcmLq8y5kfU4PsyDA4NrinSry5GU+gKYWuwX73MmyYmy4bVxr2ZGJU11FqQtVJ3Y9bmb8WjRhFkLF1Iuif/2+w+pnfBa8vC2eJULH79z5sN3Lr3/LUyDAOg3Vz/+4KRclwLJ4SWPv5L+93cmn7lFlzFT6Nm7H/sPlrBtXw5d+4aL0bZQJZyaqRFOjRrRJCAIcwdn8VhaFdMVhjGQKla5JlU6dsV76hpG7zpL6bP3PBI/r9zBUFq3VIARjf/t10u+KiwjwPn9Q/yGyDMFUA8fX+PAoZ1culyR6GtyV6u2X6OhG09fP+DhsweqJ1bV9SpRVl5I/4E9UdfRwNiugm00BCjXblyQNX+y78geTl44ycBRSsKrMVS8jzJ8+vSc9v7NVNNWrF0qU8Tr/Td4JL7IMf4WxlBAvGRdOpVsHHFYV4xx6VOMfAaoJGi9ps4sGNmB4tGiCsY3Z99UPw7Oj2br1BA2T/Th6IIwjs7yIX1wW2ICazF/0SQ+fKqQYCLkuPHlMyc+f+Tw67eUPnxJxonT9MpaRvPpU/CZsZS6UniqNHDl9bcKtaA8F6OtrsHETg3ICW6Iv583UwQ03gmjWHn4LOtO32DZgbNkHDjNqqNXyDxylSWHr7Li9B0W7jtGTeVPkhgKU9toY1S9mjBOPUwauwvLVEa/kQs6zeugXscNDScnqlazx8PFglp1nKhfp7oUIVuSQhuxJdqLTaKuNvs1Y4vItrHxscSPT8FVua8j/qZ2qybc3Z1GRo8AtNo2wWLwQNx9fQkbOACTurVFEgqrtWuGvnttJudsYvXZy6iN3z6Rlj06YisadchI0X6jwwifEsfQPr6MaV2NRSH1hHXc2Dqoupg8M2Z0NGF6JzNmi2Qb1cGRoJrmjPSrQmFSI04L25QNcWfv0FqcSqjOiaHVOTy6BifHNCQvuRZDI9yxMDOiir0x1W0tOHj0FB8+fCI6bgBHhQ6Vtqcb7wUY4luOfRL58ek7Z2V88fMPLgn9XBC5feDlL3KefGfxtdeMPXWH6M1FtEkaTauOoYweMYpfn94wfuooVYJpmujToF1zBs2ezqoTF1n38B/WvX1Lm559MTUxx1kuQOPoSBKWbmbJybtsff4J5XUgyj19lez6JTv9KYmoMvp/QuVdFEgpLWxKkgrr5a3DvrIwhcgq5c+lRMYG8+jVI2Li41XH0WtQlCwnYBfG0RCGayTG9vKtc1T3EOqX+S3bt+bipQvikb5y/NwRueCW2Nd0oEr9ivlJKfGq9RVAPHl6g9J9eTx5dpNvP/5P2aYKld/6Rz4rVf8rUyePQK1WTewLj+Ow+QbGrfxUjKZX1QjzBtWwlepdzdWOBrUs6Olbg1HdmzAnsSPHUwO5lzuE+1kRTBnQnOjeXZm7fgWZWVmkTBpDp/goGkk1b9gjnGaJg/EcMoQGY6bRMXUxtVo0p0bt6rz/UtHYU7Q/F11NbSb61iI7qB4+EQEsOXIFn/4JApRTrD97l8l5++m7eBUZB8+QWX6JDJmffeYaTSNDVd6wkvImVwddDKs6Yt6kFjpenug0qYeRsw1VHAwJa+3GylGhXM8ayqPNI3meN5JPBWNJj/PHq7INa8P9Wd3dh/ywTmwN6sTU+F6MnT6OGj0jsBozFfOGTcmfFsurLSNwE/YxiAynSmcBT3x/rNu3o0ryUGx6d8O1oz8rr1+h49BxqCUV9BPzWpeOwYGkrpjPiKWZJM8ZT1p8e0a2dGJDX092Cous7ubIbPE6c3xtmd7RmNmdrejtaUJkHWtmd6nKXvFEhxTWEaAdGFtHxUBF8VWY09mVHq2qULm6VHqlb1olLWo7GtLU2YD6DeuKqXzN2UvXRFt24/CbN5z6/Juz74RpBDTXPomPefubU0+/sfPpFzIfvGbYwYtELSvCZ8IkQocPZvCQZIo2bhD/WtHIcP5COXoWxvj1T2LlySvsefud/b+gWFgrT4rn6je/mf/oORP2HmDT3fsc/CqSRNZ7I1D4odwR+vFYcvS++Ji/BSKf+fb7k7CLkojK7VUFVL+4dO04S1ct4L4k8MePz6lep6pK9ulXNsbE0USV8J5tG1N69gQeLRurpOLGjRU3VJNTBqrmT5kzgZ37itDSVqeNaPD0xQvw7xKIW8PaDJkwCmuXigaCqm7OnDp7VI7hm7CM0p9cOY5vKuB8ETP/v4On4t6R0pz8S5aNHyiSsX4zkW/ncFxzDM16TVS+09ivD9rD5qPTKxEt30i0m7TGuF5D7N1dCW7jRp+wFmSMaMflTbFsnNqepO41mZHUno2iRFYPqsOQYFfaNbalVnOR4127EJKcTPyMkbRo3wA3D/E8XypuLewo34aOeK5J/rXFczTAv2soS4/fwKtvgoDkNGtO/cWkLaV0nTafxfuOsvzQWXLOXCFh6mQBTiXULTTRcjLAqLYjFsLk6tVt0RG/2Ly+PYv7duJA2gAWJgUxIqwph1YP4fu5xXAsg/LsEQwPbEv7qlZ0blyN8Z3a41u5Mm1q2NE/wo8padOp7CteKSUZfd8QRnTzgt3jmB4r7F7Hg2ox3QkdMVj1TvLK/RKwlULr4tWRLQ/uk5Zfhlq/dX0xqmlL96FxpK5cyty8XYycOYrUyDqMbetMwbCGFCc3YkGQNbN87UjrZEWaSLZpIXaE1DWnV3NX1ndz4OJYF86PdqEwuRpTuzoR3cyWyvKDVY8DGKqjVbUGBuE90PLrrnqNUqPqhmLG1eg+uLfqBC9bvoK48RO4LQrpyIvf7Bcs7JE8Wf/4A1PKzxM7fxWtByUKKHowakwyhbt2SGWrcCFvhB22lWyhp5hAy8qm4hOsWHPxFsWyrfVCFBtkW1uf/yDv+WcK//nIzi9fOSXrKTzy6/d7ScxPwjASPz6q+rl9+i2gEYFS0SygAOcN7z8+JSd/A936xmLsYKxK7Oj+Udy5dxVTB1NVdUxbLYB6eJ8hwysYp0GHpqzN34y+sREWAugTp4+K7PtE1ZpV0TXX4fq98wxO6qNa9r8jpyCHF69eUipG+6EwjcIg/4JDuUekxP8BmP+OP+D5N1Ba4X68ITAmhErevtjvUR7EO4V+9eroGOhg2icR7ZlrUZ+8Fl0Jw9FL0B8yA7XYwai5N1SBe0JMIy7Nb82ZtLYcXOBP+Vw/rizqwsUlkeyb3pGM/u4si/OgZKo/RzI6E+Ffi6p1avHxW0VT9Y7yPPE82kwJrMeawIYE9Yhm0fFb4iEShYFOsebkTSZk7yJi9EwW7z4mPugKy0qUvxzoVPHSR1tddOS66lQzR8NGjzae9TmQEsXXvETWzehKh7ouhDWuTUZiOE9zJ/O1ZKIkUSo/tozm9rD+zBI/30LYKdLKnJ4uVXAy0sOgshWVXR1JE+YJDmyCWrumBAa35lPeMJ6t6omHmx02/iGEThiNtY+fgGcwjrHdqNnRh7U3bpC+6yRqId0CsK3nSPy0wcxasYAZW9YyYnI8EzrUYHLHyhSNcGPbgPqkBzowzd+aNF9hnY56jA1yJqSOJeMCarF6QG1m9axFaGt7qlfTET8hSaCvQyUXV0wD/bAcNhPLtQdVT1A6bLqBfhNvFXBMlMedDSqxfNMa1UkeMTSZ8UvXkf3qu+pF6N0zV9NhUAL+cX0ZJoa67ECpJEJFI8KXL2/YXLKZbsN6UbWuI9rKXXilFc9U+SsGJowv3MnObyLxXn8l/80Xjrx9zzlJopc/lI6ZYrQVyaXcH5EKzk+lv9YrVZPvbxVgFIZRjL/yWQnEtB/+nwSX32dR1ZKIflG8+OcR1dyrqaTQ3mMHVMvKRokf3EO17Mhxoxk7erzqc+Xa1RghUsG5nqvq+6z0Cbx99YSaHlUxd7RgYFIPthVk8frVPdmGUhgqGuT/b1/z/zH+D/C8lmlPZUsfePPuueo1yZVCY6hadhvLBQfQrVwFbSt9zOLGozdxLWrj1lFJQm3cenQmbsK8tRd6tTxRd7QnMaYpl5d05/T8Vuyf483hVB8BSzN2TGnFXvFHJbP8KZnmx/ml7YgVn+Tq7iHXqMInFR/cppJtk0WyrQhoSGj/niw8cZsW3QexsPw4q0/cZOya7XQePIFlO0+y6aQUoIWZqAnj6NkoXkd5U6ym6h5bXTdb/l4zGDZPonhcBKFtXFg0pDNLBweQGlGbRRFNSA1sQFZcO9VDmeH1LUhysGNbHReOSj7faO3EqKr2GFma0d69BuVzEni0ZSi+4pusnKwpW9JPdOZAcsZ2xrJBPfxHjcbKNwi7AUOw6hqLmzDPqps3mLb3tPKIih1tA1qTMnsc49etYIyYzFljujGkqQsLI6uzK9mD3B5VhG2smBJsxfRAE+YHmDKovTP1KpvR0sMM5+p6FS9M15UfWMUZvaAoTMYtxnRVKdaFVzDedRvNXcrDYjcw3/uEyot3omnriKa1nBgxgua2ply8coH3kuAhvfrTacAgOvXuw9SpkyjbUyCVVmlvEw74+IqN+bn07NdHzL8krEoGqqneqKmvr4+xaHuP+MH0XpfHtrvPOPf5M3e+febFjw+SPkpzsviYbxI/lLv+FV1jfinNzAKe379eilV/xet3d1m/dTXdBnWnpV9T2ge1Yuy0Mdx/cpc4pQuM7MtCTOjRy+c4cfGksMl+EodXGPuBQ+N58+kV4d3CCIzyRcNAE4eqTty8dYeY6AowqUKO2VQq6JGjysN2P7h79yK37ivNz/8O3+R4FEArDRLKPSSlD9mfu/r/V/yvAPqvUG6kflX1AvjCk4fXca9XFb1+/bE/8B6HGcI4VmZS1W2xHDkT7QmrMExZgsaYTRjFzcDIrQYOfSej0TUZDXsd0no14+razlxY48edlZ3ZN6UNG1LasGlEW3LHt2TrRC8OCJC6ertSrYYbH/7c51Exj4BnWlAdMnwb0EU8bubRa7SIHcSi8jOsOPkXo7MEPAljWLbjGHmnn5I4LU31KLy6rQZa9pJXDhpUkhzzrOXM84w4vmzozo2lfVk5IpyhHZyZWsuI1OqSn66VmV3dlN21jBnmbiuSWZ2JNR250Kom5S0q88m/Cjs6uOBuYsralAh6t3bl9ZYBPNs8Gg9nB8b0DODbumh+5Q8kqVcnrOo2wy60Kw4D+mEX3hf3DkGsuH2XKfukmDp4OtM+3Idhs4YzKWcpo1bNYPKwWPo3diF3YH1KkzxYH2HFPH9TZrczoF8LZ5q5WeNspYn6n78ooO6oPJrsje3Y8Tgv34N1kQCl5CFaOx+huf0emsW30N19E5Oy6+gXX8Gw7AGGk+ZjaGKr+lssSs8GzzYNefPhNbdET+7dXSynvAIwjz+8JHtXPhE9O1Ojug2aCsOIh1CXBNQ3M8PYrR4NBqYwIOcAK6+84vj339wRGDwXKfZd5JdyM0+5G89PYRjlBt+v95KUStNyxfMqSkfHCvZR5Nk3cgulAisJrtwY/XMTU4nmHZuLyb+Ae/2aaBpr09rHCy1DXWyrmLP/yA4s7UxQF4kzO3MxfUcImGRdbauKG8Fpi+by8O4dFi1JxzvACy8/L0rLd8j+PvPzu7JfpamkYrh5+wqbt2Vx5+GVivtGwnz/v4BHKRBKNxrlpq3CphfPHcbepTr64yZidPQBVqNXoWuop3rBhv7IVahN2oLZuHT0OvljGBCLwZi1mI2dg0WXRAxMLJkW34Krm0M4NbcZu8e3YbOApyy1M/vTOor3COD43CD6+Lnh7Or6n8ewK5hHhxnBdVnsU4/w+DhWHLlK666DWHL4HKtO32LCpl2EJY1hUfEhCi68IGn6bFVxVLdW2EcLdQGQuo06ukYarIkLFPPak8eZMTQRn9nPxYySlo6sd6/K7oZVeetjzzlPSw571aS5pQmVBfhRjqZsbm8JPUw5EehGXT0zHs4PZ26XBowMr8+7ggRuLevFJO+2vF4yiZ9bBvG8UPyb+CWrNm1xje+DfVg4Hj5hrL77kJF5xSJrw9vRvIsPiTOnMjV7I7MWTGB6RDNmtHDg0FAxeL2r07eNLU1rW2KuvBDDXKSW0kWlujWGvoHYJI7AbsU2TJW3XO55rnr82CTvEVbbHmJdfFeYRzxB3l/oFz3GaNcL7HfexzbvJIYLs1WaWknMSgqDSLJ27Rcpp/obL9+8JqekkKC+IVQWZtQRdlKSUFlW18gKc4/mNOjRm145pcy58YkzorAUqP1S3UK9Kx/+kngi319I5f6HnwIMpf/XL8VsS0J++/6GQ8fK2L63UPb2QeaLNPup3OR8z6s3d2nu5anaV4egDhw6WU5r/zaq78oLFnfsK/jPsVSt6cqISSNln2/ZsXsTeqYCFpluI/JMed+B6r1tmiJP7Qzw9KzOx/dKd5b/HioA/PTlPfKLtzEgYSABwf4MHzuEB09vqY6nopPm/3P826dOAcq/77xTPSf0ry/6w7Cq+KUk82/2luaJ4dZDe+oGrMveYJo0G00NdfRr10V/ynIMEyZj3KARtoMXiwfagM3wWViNXyaetT86ViZMimnA0fkh7JzYjp1jO3B0bmcOp/tRNtWLc+nBAp7qVJFz8+5TBXgqGgy0mR5Sj/ROdYhMHMTKQ1doG62AR5jn1DUm5+4mOmU8c7bvZ9vVfxg2d6FKzWhIkdYXAGnZCnjshIHMKlHDxZjyCYHkL47G0MmQRrryvYEDb5qZ8rxHQ0rbVmFJE1MuBdYkXiSnnbk+M0Xab+ogAGtuz5AajlS1sxbJGcLnDV2ZGt6S+V3acmr+IE4tied5dgI/ckUa7poihaEfJlWdqdJPuaEaRZ3gSLIf/M2ozYWoNewXQevwzkyam8bidetZvmwiSb41SGjvSpxfNepU1a14EbmZNppONhi164hd/Egclb+vmf8U4z0v0S69j2bhRYxzz2BcfB3NvXeptO8+uiLTDMtuYXLwMRbKI8tpUtX7xaHTtBWN2niTOGEYmeuW4Vqjiop9lGd2lD8zbiM0q3p0WhJRCW0jM5xqt6FZr2SSN+9m9bWXlH8TVpIL80sqs/JyjG+KNxDZ9UUA9FX++yaflFf9qbrLCDiUns9P/7kp49d8/PySKjUqq7advX296gIrTdLKw2pK8h0+Var6628OLg7sKd9Nr8G9Vct27VPR5BzTK1T1PTCqCzcf3WHMtBSGjI0nt2QTHQM7oG+jj01VawLCOhEe7ada1sXDnmdPKv5UvjK8+faa4tJChqQMIrCLP/2T+lFQmMOr10pfccXXCShEtv1vgPk3FGBV9GRQmOs7fz+9yZ17F2Teuwrg/CcEXCoAvZAlFQn3lZWL0qlkYY/x/A3oyvUzjR6JhrC6QXMPDDuFYx6dhOPIZdgOz8QyZTkmo+ZhOHEZ+q0icDbRZXFyW7aObMGJtM6cnR/KiYUBlE9ux/VFnenh7UTVWi7/AY/CPDrqWkwJqcM8Hw9ihw9l1aGrdIhOENl2nOWnLjNhczExI8cza/s+ttx4zdjMFSr/WslKAw0BjaaARwGQMlbu+TTyEf84Nw4Ncx30JHdy21rzubUBmz1MmWtnw20vO97HNKGz+BhLYazY+nZ0FDnnbKzL7O7NOTrPj1Qfd3aM8ebB6kEUDQ1i/RBf3uf25Eteb46lRvB6wwQ4MJNh4Y0xbNQag9hYPMJjyPn7OWM3Cng69O9HcJ9IFi2axtiJiXiFNcHEXgsdI0G6Il1EE+u27YhJ30TsF2/AovA6Jrv/wWTH38Imt9ATxjEvuIZl8VUBzlVhnXvicZ5gvu8JFkUi1dK3od59KFqN21K/VQsS4nqzS5Lkw1ul71aFNCvetV32p6P6I1VKoimyTMvEGOfGgTQbOIUBufvIvP9a1UL2SmXmRY4pEuzHP5IzkmCS9Io/UPqPfVOxj2L2FbP9r/H/TvGOTapnTGLjwnn08gGrcrJU3sNBgHr7odKi9YPvX98I0JQH5X4xYXrFvSI1kQka5hoqZnRrWJOrf13kg4CvdqMaIs3URVJYVywnsTxLuXEJt+6c58ED5Y04yjNEb9m0ZTmXbp2T7785deYQU2eNJ6pHOL36dmPV2qU8fqp0FVIAoITSIVP5PUqyK3JN+awwoxQAVcPGc5VfUxha2d5LkUbb9+QzdtJwYnuGkbtttbCt0uNaAZjSYPAveP4wkLDPdxkrw6KF01CrVgvDtSVYbn2IebD4MuVmpHhH52ELsBy7UgAzX6TbKixGZqIzaRUaLYNo5GrEwngP9kxszcl5/pTNCWD9KE+OpflyZF6ggKcatdyc+fCpoqm6aL+Ap5IOk0MakOZTn4Hjx5B15DLtuyWypPwsq09cZW7hXrqPmsCM/F1svvqctA2FUkwNUDevpPoLff8HeET5hI6PxqtPCM2qGBLduDI+ZkZsD/HgbEx1HoXV4FlQNVY3rY2bkRHJkvz70vtQNiWGNYOC8PeswYnUGMjowf6hbTg6tQuURsP+HrCuG9/XJ7B+UBvuZY2S6RN4tS2ZRg2c0fbzoXHXXhQ9+IfBWaKcGnX3xa19NZzrOFFJvxIakgR6FtqCtFpY947DdOEqTJT3JJc+QbNEGGbXPbRKH6FbckM8zQ0qbb+NQdE9rEqfY7n/BRYCJP15OVSK7Y9Wg8bUaNyUxKQBAphVvHujvMSvIqGVR4tVz8Coquc3ZsyaiqaBOc5tQugwMZXBJfvZ+PAdF6QIK7VSqa8oDQeSPEr1VAy10j1GZfyFfRTWqbgf842LV08wdaZciLRxHD9RqqxJ/s6tFV1wJKo2qsK6wo10T6zo7hLSNZhvPz6J/1BatpTEfM/bd49xb1xXBRpDJzPs3ZxUy1ramQsYsmR7G//jiZyrV2GQ/Mar107LugpoFcAqv1MZfvHq43NWZ62ge+9oevXvxsJl87h3r6LzZcVyHyt8jfJ7lJCEV+KXAEYBzm+lUKjOgHJz9jsfv71i54EdDJs4nO4DejFs1BDytufw5q3CxcrTpso9HuVp1Aq/9N8s9F1YSekhUdFQ/53Bw1NQq9MA8/xzmGy6hEljb3SFgcy8fDCevBb7EcswH54hABI5N0p8SNXKJAe6cm1JMLfn+nBjfiAl4zsyMdSZyeEubBrnRe9OHlSvVZt3nyuaqov256GnqcfEEE9mdmrI4InjyD5xmdY9lda2C6w6do304n0kzVvCtLwdrD11nax9ZzB3qapqJNBR/g6TgEZhIDXxyFYeDqQsGYlDbSsWRjXi8bwIktvXob25GQmudsS52RJUxYYY7xpM7t+czNgW7BwfQs7ANrzJH0cn7wYEtKxN5qCGkBPNh7Qozoxpy6XUcP5Z3YsvBb3YlBDI8dlDYc9UODyFleO6oFu3Fm1696fk4VsS1og/1LNSqquElTYGYrYc+sZhk5aN+dYL2JW+xK7oKaZb7gtAHmNacBuj/HvCNk8x2PEMawnL3Y/RL72EgdC/TlgCes3aUNOzGUmi33MLVotUUrr3K8mkVOH3cuE+qkBTAZyK+CnV8JuY+l3HT3Lg8VtVt5jvvxXporCA+ARhl18/xb/8eC7V96WqciqtY6g0vKLzFbZRkv4Tp8+VY6/0C1P6sEliVxIG7SkJ9ubdOwYMGVTRHUfxWGbqtAhoj5HytntZbmFmuqwvu5LkQgGmwHHPgRK09XUxE31cWFpC77gBqmWVKCrZwrpNy5i3YJrqrn+F1FKYVDmWn7x895INeRuJGxxH195dmT5zMqfPHpJ5/zLiZwG7kuj/BRYlJLFVTdNyflQNHX+W/yb+59jZwyIRxxLZM5KEEYms37ye50+VZ2iV7UkIyJROqhXn5Kts+6X4u//zRqryeMEXYcNfyrlTHqf++ZHu3UWWtm0tnlXAs+osZnU90THRwDyoF1VGrURv9Ar0JkiE9cDOUY9dU325taATV2Z7cTY1gE0DmzI7vBYTgl25uao3Q3zccKndkNdfFJAq4NmKvrauAKwRqX6NSZ46kexTV4mdNIe5B8+w9Nhlxm8tIWlFNvHLVpG0PJs5RftopTyfJGpE91/WUVrdzNQIGBhJ8NDu1HbS4vxoP36le/F5dU+OTQijJKUjeaODODu3Nw9WxvBoaVeOTezPw/VDubyoL3cWhhMfWI8FA2MIaFCX/iGNeLe6My8XRXB2fBeOJrfh0jTxP9OiWNWjNV/3zoCSUXzYOYW2ravTMCKM/KfvSJbjVDOs7IBNt/44pG7EMvcE+ofuon3gAUZFt9ErfIi2sI3Oznsix25hUHIT3X0PMdj1CJPC25gsKUIrNh7dJgKYJnWJH96dgtINvHihAKZi+Cy88E6SSvEiv38pj/h++r8u5huZp1xwxfAqyfdKuOMlH3//LSC5J2n4D18kcd7xt2xLSeqK5FQAqTxHU7BrM30Te3D3odLU+5NByb1UyW3gaKD684jqSi9c+d7ex5tT589RrbaLSppoOeqqHoXQMNVA3VAdM3szTquY47ccoyKRKqTNoGEVzdBe/t68//KOufPnMn32NB4/U5hDKQrKoMitn3wUkB88WcaoqSOI7BbJmEkjKNldLMBVuFMZvglglARXTL7yyEJFLwDFk/388+izAp6K8/BDjuQTly6fY8GSNGJ6RtM/sR8rsjK5dkvpA6fINjkPv0TCflfOXQUzfRdpd/nyMbKyFjBz5ihevlSePFUaEf7nfH9Xuu9IAapg2a/iTb7RqZ0nakFtMDh4E8MlpehUqYupngnGvRPRmJyJ/pj5aLnWIN6niiSmjyRqE/ZNa0/e+A5Mi6wqfqGxgKghR+eE0b+jG7U8aghDVvzugrJNGGhpMalLI2YGNCZp+iQ2XrjJyvJTLDp0jsXl58kQGbfi+DVWHrvEooMXSN9/nolZmzCtaqN6mlhbWEfdSh2burYMWTwaqzZ16NHCkc/zO/N+YVfeF07jy/7hcDAFyufwriSF7zsni+mfxK8jKTzblkjpjGQ+bIlnfEwrJkU1pWzlELTMTOjUzIWCYUFkDWvJtKjWjAyqT+YIX+b3bsHBtL6wTwC0fwoLEzri1qIJ2/75QPLClaiZr8/BquQCuoV30Noq4FBaxkR6GeZfQb/wLpo77qGz75nIthcYF15DZ+5m1LsOEsC0olbbJnJBu3GwpID3LxSjW/GIsvL48RdJju8isX4pOl15acVvuWiS/BXPvld8rwipvL+FUSQUCfZZkuCTVORv35U3zijvNJPKqRJuSrLAo7/vsK1oPT3792Bd0SYatW+qSu5eSd1V83v0CVexS+vgNjx9+ojtu/NwrOWoWqZvfD9WrltFJZFizsKyof0iVE9uqhonRIK1Dm7PB+XVtr+FFUQa/ZajefLPfcKiQxiQ0JOXrx7KHpQqr4BXuYn5U477E6cuHGFexmyi+kbRLb4PG/M28eyF4mOU8yEAUwAhv1WJ38IoSiiV/9fvZzJWWgP/ZQtluz+4//AqGzetpN/gfnTv14OlmQu5fk3xTErhUPb/XlhYzonCvioAf+LG7bNsLshi0qQhTJ86nNLSXAGOAnAFVBXHW9HIoJxv5SE6pWh9VHU/UpZ5/uwvGrZqiW5knHjWOxhOy0bXzhADhyoYDxqHVr/BWFsYkTW8PfuntaFkdHOKxGzP6ubGvJ7unF0awfll3RnZtzXmNsbUblafj6ISlOMt3LsVXS1tJkc0Y2pgCwZPm0L2+TtklF8Rz3OZZQevsPTgVfl8jaX7LrNw/w3mlt9izZm79J44VZRRJbTsxHdaVcLE1RQnkWNatWyYHFgblkXyYUUXfpZN5/vBJfzYP4PP5RP5tGc8n/dO5K+NySIro8nq05Hlo2M4MTucHXN6U7+eK/5eTYlqJYw5zIfd6T14kD2Mayv7cXlFLIdS+7Mpvgsbk/w5PSuGz0XDubpuGA2a1mfT01fELxHmMSq4gKlINPWi68I0Yv7F5JuJpzEse4qJjE22n0d/1lrUIxPQbdiW2m1bMTixF/t25fP2lfIUp5LUSpVUTKoiPyqaTr/LRVJC6aRY8XCYEn8qnjDNf4fiVRSz/13iizDQN0Xjq+7FKBX4H95+vENOwVpi+nXFurqtqmVOAYO9R2Ux6SswtjZSMcyhM+UsWjBLNc872l/WrRj2HyjG2EZAoqNGadluorp2US0zYvoYDh7fj1sjt/88kjBmrlQrZfiutFjJsauS70+VVx2PIqM+q/5O0OyFqfRI7E3swFjSl87h2l8V7FcxfBBwVMixiqhoIfs3lHmqm7aq7f3g6fM7bJCiMGz8EPrE9WJu+mzOXzzPt58Vb6ZR9qkUon/lqXIs9+5fYGP+GqbNGcfEySMoLNjMk4f/zYhfePzPDTLWL6L8qPLyxk/8+l5xXZS3kP4bqqZ6OYYHd6/jUsMDjbgUufYPMRyxAG1JXF1hEc2GtQlu4sAhkTeHZrRi++QWbBnTnOWD67I8oR75w5pSOK4VXaOb4OZZh3qtGvLhd8W5KijZibqmIbO7tGCS+J4RU8ey9vxNFh66yjJhnqXlZ1h84DRLDp5medk5MvcKG5WdIaP0FOsOnKOebweVfLN1NCKuYzM6NamFlYOxynu9Su/M50VR/N43jW9ls/mxeyrf908QtpjA7fVxzOzWkH1r5nJ291aGjo2hjYst17YOpo6zG93bNOFt8UQ4OkyWnyTeZoEwl3icfTJt7xzYMYVPOcP4OzOOv5f3kW1PpqdfI4ZmrGDg6rUC5nW30d52HYvt57AqFyl2+AXmO6+jnbaOStFJaNVvRd02YvqHxbBHJNKnt4rpV6SF0hSsPE/yx7vIRVDi3xdf/Eea/Qc4/xP/N3iQ9ZX492664o0+fn/BhZvHZD/fOHelvMKnKPdXFJNuWUnMpCnN/Npw8/ZNpqVOVCV+68A2ktRnsHGwQM/MgG2lFc/SKEN0tz9/12b6WK7fuYqh8kd3tStRXFrAy7cvVM/x1/X0IHvrCjkOYQHxCr9FVlXISYVBfnH3/nVWr82kb1xv2V4EswVoV64qjyAooFIGkaXfhBV+Kh04lftG/xt4lBYzRRL+5OuPzxw+fpC09FQShyYwYcYEDh4r48NXpWIrUlCST7ZV0SlVScTv3H10k01b1zF5+nhSRg0mc8U8bt5U2iEVUFUA96uAYW/5LgaPSMbCuaI1sFPnTnz4rBSET1Kc/gc4Svz+8UHOuLL+Fy4cOohVNWd0J2Wie/A1+gP6oK6jpWoJzRjlxYvlvtxY6seDxaFcyvTlwspAYZwALoiUOz6/C/1jW9OiRWMaNPHgxzeFnX+wqWQzOurqZIa2ZF5ICybMXcama+IJz1xn5XkBtwAp45yMJZbLtBVn/2LF6dsi6/4i+/B1JmetRt3IkCaujjyc1Yd9sR0Ial4f1yq6nJsewjcBz4+ScXw/kMq3nZP4tHsMv0rG8L5oLAfmxzG9TyidG7tS3c6cFJGm/+xMoE/DZsIuA+BAPF83D+NnQTK/9kzix9EMvh5YDHtmilkbzY9tI/mwYTgPV/TjU+5gnmwcR0wXb9r06Cq5uPcW2uJvjLddwCrrCJYp87Du5EsTv2YMkYtTtqOQb28qWk0Ul/FJEkUxr79+fOHnD8W/KOD5A5T/iv+8/OK/QPLfoYDom9C68rlCAikJqIBSZNunZ4TE+KFjps3Y1FGy1+94d/ZCz9qEag2EJYRBajSpyd03FU2hr14+Fy1aW5UkaYtTVc+6KJ8N7IyZmT6dHSWFNGnVQDUtrEeoap2paRWAGygeqWL4Lsms/E6lwUBJ3orHDl6+vkfWpgz6DepBUJcARowezo69xeItFJmlDMICyquXfijP+Ci+5d/401Im50DpCf1bSVKlVVC81Nevz9hbVkz6ojRmzZ3OztIiPnxUzoMyKABQtq0ARgHQZ+7fv0Tm6nTiRcb16BMrwJnA0ROH5TwrgPp3eMeFa/uZNGcs7o1rqX6bnqkhUT27kp23nrsidz/L9fqq6nnxf4KHb8rTr2+F45Vi8ZNtJdloOZliPnsJ+gcfYRSdgpq6IcGNq1Aw3ot5w5uzIbkVuWObUjDTm5LZgZTPDubo0ljiurWjbTNP6nvW5NtXpfDAlu3ZaKqrEdnEjYiWbrTqEknQmEkEDk0iODGZwPjBBA4aTJB87j5kFP1GTaBfaipDVmQya2suOw7sJzY2kurWWhyaF8LWoc2YGNaJxZ29ORTfiq8is75sGcQ3Sf5vuybzuWwKn0tn8qV4NJ8FFC+XxXJ9egzH0yKY19WLdUmBbJsTT5eO1ZkzyptenbyY1rkp71fE8KtwmABxEj93yHbyJ7BvTGfW92rJ3onhvC9QPNVELuyYTfV6ooBqZGzBYNdtdHKvoDcxW6jIlYljRsuFVi6MIlckiaQSKxX1u1TBrwKcb0orkcqr/O/AUeL/O3iURP0gVfIll26d5K+HyltolKQR0yvGu0lHSXZFnokfSZs3g4dy8U+fO8u9vx9Su7G7KjmGSfX9d9i2Z5vqnoyRrbF4kGNMnjJGtcx/4k+z8vI1Qs3y6z5/eMb2nZt58PS6/C7lIivgVRjmBx8/vaCkbDuDkuMJjggmeWQyG7dl81zVFKx4DuW8KAVEzsv3T8I0FUyr+IjPApCvKgZVCoGyTUVCfVa1fP3LPsqfizxypIRnT5Wbpsq2lFCWrfBRyjm4+/gGC1fOIbJbFzr4dWDI8CEUbc/l058uLxXDT+49ucr8zNm09mtZcb4Uv+fdgsxVC7l776IsU9GYoYBc9U6C/ws4SnyRUID//ftbPqvOxS+WLE5D3c4Zy6x87PZeFQBV9P7u4FmVvLFhZCc1YX1yY1ZJImfGN2bNwIYsF1D16tqa1sI87p6uvFM9ji6eXeSkmo4GOvVbiNEPxrJpBwwat0O7hQ/aLTui08ILzabtVaHTWMb1mqHpUQdt18qYu7nSvHUjJkW0Z0DDKkwLrcujtUNJ9a3Hzbm9+bC8F++WRPEluw9fd4zh++5JfCybxOd9wkICIg5P54eA6HhqD1JaeRDtWYO9mcP5fGoObes6YOUVgmPCUIxq1yVE5GB+ih/PM7rA1kHCst05NLQNj5cO4NeOSXzfkcK30pFwaimH141GzdCzE3Z5ZzDZegKjjLPoRI2hapMGPHqsNIHKpVdeRK5IqV9PJUn+kVAkiKKZlTdISjL8CxJVyMVApJkSKq+jdGyUZeS7Ml3V0VFpxZLlFKD8dfccbXxboW+tJ8bUiC4DI7j/5C+Z95uJs0epWsXUrCqe+Bw2fKjqeJRh++7taBpooWthQNmx/X+m/hSD3VO1bOP2zfjx4ytZG1ZTx7M2xgIo68o2DFfecf1VkVNKVa+QnhXJ/ZPP399w5EQ5IyeNIjA0iNi+3VmdvZYHj//nXQfKMSu/+avUaFXxUOTZj49ybgRIAprvv/69g6+A4Ct/P7lF+aFdLF6axpFT++R8fBK2lt+ukmLKvpVioYTyd1lfck7k16xFM2jr04Z6jeoTFB7Kui3refLif14GooDh5buH5Ao7BHT1RUfpLiW/2aGmE8Onjub0+eOyzL8+SdSBUsgU7ybH/R/p/F9FTgnlLabK+Ncf9lRYUrkG48dPkASuiV3+PhxLTmMUFCb7UifZrw6XVoRz9f/F2VuAV3V2XbtB4u6GBnd3T0JIgru7uwYNhOAQ4kFCQoI7FEpb3F0q1GlLvaW4hijcZ861SOF9v+//z7nO4nrYO1vWXjLHM8aYj8W147OEjlyM78athHBupvZkwsDmNG1ch0oCnqf52tQg6udDbROzxnrIPByjPsBn/hac5qfhPGcjnjPSpaTiPn0tbtOScZyWgv2MNThOTsBx7CqsB0fgJr9bskE9WlTypb5HcVKHBvE4cyKP0gfzauNAnid35rGwxss9M8SXzCPn6DTyjswn54QA6fh8sj+eT/7Hs3l0YLm8FyufiYBPF7Oof0vcGoVjNz0Szw7dqNN9KB4SJy1qezM7rAyXIprze9IACnaOhgOjyT6+mNdHoyk4Ip7oSqJUCFVa4DZgAB6H/8Rh37c4JB3BonYY3ft0lHjRtgjV8I+M8r9JtPfBY06AoVJFinoYLUbKV2tV0zwaE2UYkiSbYWNFN8qNN2pM7QIkz2cs075icEqXrZPX7Mu7U7ZuReO9ASMGk5WtZhmGTTZrwhqtavH0lf5GHr/++R0lq5cyXp8ZYa53qj17v7v9hYBS0+eFAWsGlwbzzS+us2TVIsJ6hNKtbzfik2OMhV9NUOmmKxhoABYWuQYCkNfqh/TctHfDvxJLZN7Tv/joyH4WLZ5jTCe1dXuaMXd1dvY9snN1ciwNTGUa4XbZ7+ffXmFV/GLqNa6FZ2kveazDiphobv+gTFyYfJBnOQ+5ePk4Y6eMwqesORmiR1kPRo0fxunzx3iepddAtzw5XqnwDDYUtaD36X3g/C/g+c8i90dYUitJPZ8pY0ZiUbc5ZT76mvKHr2PfsoVxfUcPaMV36f35Ka41XwuAfljThTvbhzJrRCBN6tU0kjBPRUHotvfDLRJoVlgNmE3xMam4jYnHZUYybpOT8ZyyHvfJa+R5Ii4TY3GeFIfTxHgcpTjI+44jF1Nu4ExcFiRSrM9wbH0DsHEowrz+zbiwbAS35vbh1dp+PFnTidyMwRQcmE2O+JWc43PIPxtJ7jkB0fHZ5H4yi2xNBpyfBRdn8fDMEjq1qYlHkE49tZASbcPoNj2C8l274N93NMXrt8XdwYk6PrYkD6rI6x1Def3hUgqOLef1ycXknFoilfucRIr4+1N5zgG8PvkMi93XxPfswcLbm/ikJXLqEhQqN0S6mfN3KWD+EzRajNelaJvDG6nBzODThruX/PLb1wwa04+5i6fL3kTmSPCq32nUorYRBB17hnPk9FG2H9jMra+vyddyeP74NwJql8axnDuHrh+nWut6xk3r1L0DT58+5J/Hd/F/C5RpkVMlmPX3XpMu/iS8U1sOHtxm7McErQarafoVDF9+d5PYhBi69u5Ou66dmLNoHje+vCrHpsAyP2MkMcQDvc5XqWWem9mIqRWCsrDWqmYa+EXefU5cOsqy2OWMmjyBFbGruHHzIjnGfGq6mdJNP6uze17/5gKLYiKp2bgaDh6OVKtbi1nz5vHFZ9rOpJ8r3LL48dcvDB9XVQy4JkwcPRxo3y2c3Qd28uBJYfuRAldZzbwP5j2S53KfzGTO/w6e9+/duyKvyb3JkXuuI2l1gvpuXcOwbNaKgDOP8dt5FbsajeVYbJg9rCm3kjpzI7k3J2N6sFd8z5BejWlUuwbV6tcQ8Jg+bvfBTVhYWVK8/0xsxwirdJxMiQkr8J6Y9BY8KQZ43CbH4S4A8pwQi4cU9wnxuI5YgGvrLniMWIh31C68R0Rg4VcaB4mb9pW9+HBqKI/j+5AT2xvSe4l+Hwan54o3WSGSLRZurIWrUi4kkHdxNd/um0L8hPY0q1EJ9/Jl8R0Sgc+EBZQJDiVk4hR8OnfDb0IU/uOi8GvXnmrtuuNi58fyjtXJ2T5YgLOcghPLyBMAWZRKOYRT+GScqzSg8pZT2O78DqfEMzgMmoOlpx+nL56Q038tN12zNGaHw/8Gj1nzaoBmS1CJLxIA7fxgC0uTF8trBWzMSDaCXBslJ8+fIrdaJ/l4JtrcnMxiwaI58rnCTVlBgwF6DexsdI+pISDzqeT3bzo5RIzi08cP2L1fPJr87VvaUyTSz1qXG+xnSjINQgWD1t55RofJ5PVxDB45kC49OhMxfxqXb54zJlE3PyMgEzlXGETaNeaNSCxTphYCR8GgzFcg56wdSM+yJG4pYyaOYOqM8QbjPH6bxDAqjrfnob+vy5mvTlpJ7UY1KWJVhFIB/owcM4Qzwhrau+L97enLv9j34Ta6DGpv9v6wtqBp2ybigeLFo+n0vlohKMjN2XPMhk85bqP8F1D+tyKfN+/j/wSPJjuyhVWfi4zMlvutTQiPH/5M85b1sQzrQ/kLf1Jyw1GKVahrdCRt3qQEgSHladnchbpNHajZPIA6NatSs0F1nulQD9n2HFLwWGHRbwb2E9fiGDQY935TcRsrQJm63mCgQvC4TVotJcZ8nLwax/ErcWnahVLte+M7ewt+IvfcQrQtryidG1Xk4fZJPEjowIZBtVjSpx4HZ7Tn8+hufB7bl2vL+nJ2UV/xaF2IHRNIT/HR1Ut5UsbLhQED+lGnfbg5M+iYSMoHhxM+eRolOstvjZ2Jz+CJBHTsTsepsygp5+1cojQbh9UWDTqZvGOLeXNyBRaluw2jbOonWDasi1vnCEoe+AGn1A9wXH2WIk06U7FaGR4+1hpOAlMDScCh8yRrDWoYTpV0cqk///Yq3/2mS47DvQd/4VXG2wjsU1Ijf/XtTSzdilHco6hh3IdNHCT7ySFOgkk/U7p6GX41zLNub9hzbDu/3Pue1XELjfdV1hVxLkr91vUpVd3sDZ2YvNL49L4DW7h2SfxEjhno74Dzin8e/CK+ZS3Dxw2kU69wZsyayskzR8gWY2wGnwJemeW+nJvILzXNyrBSjJ7Y2sta/IKZ+VLA5HHr9pcis1YyZMxQxkwezdqMNfz6mx57YeOpspHJgn/e+5mktAQCw9tQxNESF7lpQ4cP4dAH+3j5djZNc9PvvjAYaeaCKZSo6GucY8lyPkyPmCwsdk7eNwGj7WnqH9XH5IsH1bYxowgjmisvaFvaf5Z3aXIFjvbgEA+qnk3AYiQ7DHYVRpX7+UZBJN/RQXTaPcgcxpDLL3//QaU6JbERiV/m6j94r9pPMV+5Fy7FCGhRlWbN3GncxoOW3avQoFY56tapznNjrBLs+jDTZJ6+U7GelY592CicOw/FecQivKeuFfZJxmNKEh6ThWkmx+I6KVbAE4vLlFiRbom4thhiLHHotTADr5mb8Rkntb6PLyXcbfh8YR9ICuOLyDDqlXaSyqYo9u4WOGhxKI6tjcScVro6PESuaY1ypegZUoN5Y/pTMbA1nmOmU3bsbCoEhdNNVEPp8DD8Ji3AeegsyoYMJHzkCEr274h3116U8nXm80UdYOckXpyJlf16OVEqejV+SzZQpEQ9Ks9IwnvbLexTLuIYKVrVtyyDRmo6VyWYeJZ8re2eyeXULI1e8Bw+/mQ3RWyKULpueT77Tv0CdO0ltYMc7PR56j1eU7NpVYo6F8FWVzuQ17v27MCd336SC97M+FvXAr35+VXOXz+HUwUXeo3uwuVLxwypYu1px94jewWor7j+6UUSUxP44/4PRk1p1u6FsiiXe4/ukL49WRimHx27hzN9zhT2HtzJw6emeTUBo/MWaDcZ+b6CRANGgscIPnlupph13/rZV/zx93ckS63fb+ggumj7jsizG59q+46+r4GvbKnAkavy4nc271xLqEhHZ297igtoOnTvyJbt6dz9533jr1suP4tPi1+/iqbtmhoJEhsXG4YKOx46tEf8WuExm0xnNDoraLT8b4zyfyjvg8csZuZPK8N3GUHdcgVMAn71TO9/X4oewxffXsOzYnlcxkdR/uJdkVEbKebij5erJYvndOd0TH+uJA9hSHgDKtYS5snTigR2fCzMY1kMuz5TKB61FcfOU3Fp2xO34fPwEeB4TZUi4PGcpOyTgPukBDwnJgh4ErGdniCV+jh8a4fjPysep1lr8Z+RgF2VKgYodo1uy+u0rpDcj08XDqBdDU9qlPfCzUeuvXbNcrLHws5NKmB7rOysCGwQwMDQOkwa3p9ygW3wHRdB2QmzKR/Yji6TJ1OyXYgc0zw8hk6lUrjI+jGj8evWl4qjIyhWuxah5bzIShjJo30TZL/CBO6VG+KeeRS7ASNxL9mCgI1f4L75PA6Jp7Acv0bQbEXaRl3eQkJVLq6CR1lHAaQt8Hfv/kx457YGCMo3qsCPf//KroP7jb+D2rUwvjdmkjnpX9+ZI2k3oo/xvFnrlmTu2kbA2zH9VnITbPzkpL1tKWJfhHMXTorE6ohPSW++/EYbAgvZQm+ltv5rcGWT9eoPjp8+yKRZk+jWu6vxuO+jvTx6oN1p3m6a6ZJgMeSXmmKRaEYnSm3TkZr2teFhlA00mPJ5LMZ/34d7GTlpLJ3FG81fOI9z546Ta0xqoYAxW/n1mHKklj519WMGCmC9S3oZwytaBjdjQ1oKv/z0brFe83v5PHr1J3s/2UUHqUDs3OyMWrFJmyZkbk3lL5Fl77YX4g0F1HLcOne0JhvMNP9/guP/rbwPHKOBVhnVqGz0Or7ixlc3mDZnuhj73XJdCuQ7UkH+1z5yjWmkcrly+RROJcrgPHcFvleey+MGLGyLUqO2P5fXDeP1mjGM7Vyfcg1q8jJPr48wzxGphN+Cp9j8Lbj1mIldm254joqSQE15Bx4FzhQBjoDGSxlHnjvMEFbqNxPH2u3wGrMY91kpeI+KxFF8olVlf6aFVCV/x1jyVgmA1vbj1qLezG1Zk49m9ODcsjB2Tq7L5nHtmRBclzK1/ejcrDLT2tZn1PgBlA0Kwmv8LAImzKN861C6Tp5CybZtKTl1Pp6Dp1KuQ3fajBmJX88BBIxZRJneowULPswIaUTBug4CzDIuFLWzxqV7L/wyjmPRuCtenXtS+sAt3DZcxinmY6HZ7jj7uHDjC23xF/GiXsCoraXIzdQAfvHiIT36i0cREFRvU58PzpzAr0wJ7CU47vx1m337thvvNe0WxqRlC6TGMkddVqpXhcVrltMmrJUxnazR61m0dFiXUO49/IunL/7m9k+f8fzVXbOmNKSV6vVHIg+/Z01qDENGDWCyAGanmOjf/9EeEIXbS0PKFRazEVN1vVmM/Rlpa5NBnmf/w5Hj+5kybTShHYIYOmoQew/t459/fYzW0Pp5Ezhf//gpi1ctoEb9yrj5OtGgaT1iE1fx3Y86+9t/bgUChE+/vMzM+ZPxL+9jAKZKrQrG0ImvjX5rhenlLMO3KcC1He3/D1j+uxigkUfz2PVc8/nlz+9JSUukfouGRg1eTCrRSdPGyL3NMivI/9qHgi7PqKzy2bdroyGbPFL2YX/jb2zH6Ip0RWnYxJubmZMZ0qUOVRrU4GW+yTw7lXmKF8W212QBz2a8+0Vi3aozHgIe/2lr8J6WLPLtLYCmCnDkuffkJGGeBBxnpOA6YiF2TTvI92biOzcF5/bd8W5RF7/BPajk78o3yYPJE+BkJbQnb+94Pl86lJjw2vydMR4OT4aPpnNZmHFg2wZ0rFuRMaGNxaOOIyC8PR4CnFJjBTwtw+k9dQalBDwlJkXi2nci5Tv2JWTcaMr1GUjlKSvx7T+RSt16Ub58ac5GhGHh1y4Q54ZlcLIqjv/cdbiv2oRt6Ur4z1mD/wc/4ZJ8AvtlR7Go0YRmTWvzLOuBhFmOyDezoVQb3rS/lHamfPnqEd0Hi8kVUFRt0Yhytaoasitt5wbu/fk7ru5Cn3ZCpapB5WYVExmnn3X0ceDStbNcvnKOpDXxfPDRbmPaIu1G8kb0ufqYbGEJnatMgz5Ha2Bhv19/+5oPDu/lh98L5dAb+ZclxyY3rUB7EptmWPW8WTQQNLWsnsdksDz5d+nmJRYIoIM7BRPavT3xa+P54WcFQKEkLAy8fO4//ZnNu9MJ7xpKmYpijps3ZOHiaL79Wns6v58pM7c7f4ksE4DXal7bAIyLtwvDhg/m/MWjcj5mx0n93hvxB7kSpOolzdUVlGn0WOWcDe+iqxL8T7lm+px35d9z1fdF3pmzAZmVw+Nnv/Px8T10HdpN/Ke1kemsUq8ay1dHcVsqAqOSyRWgyLG8/xu6L+3IKi5SpKP633xWrVuORfkyuG4XmX3yL9y6mMM1OnapwcD2DUSm1+SpyD/ddnwoYCtWBOtekygauQ2PgQuxbyWV9JgllIhYj/d0YRMBkKeAx3VaPB7T4vBVFhIgucxci+vYpdi364dnn5n4RyRgXbMqVXq2ptK86diXKcvGQU0hbShPNwwia7eA5cPZfB0ziE09avJP2iRefzKXDyM6sT9iLHWqlMC3UTk6DuxBmY4d8Z29hIDpi6ka0pVB8+ZRsUMXKswQL9ZvLFU79qGjgKdEWAiVRk3Fo1MPuswayYRFU6np5y5+r05t6g/pjpWYL9uq1Si15hDOAxdjE1BPmOgo/nt+wjPhIrZThZ7t/JgSMci4IHn5OiHgfamlzJoqz8isZPMy5zE9B5sdL4u7CbuI2e8/TOcmgAaNGxnZM50TYK+wxEcnDtGmaxD9hvfh1z/fDVHW7d1gOQ0EZZp32T2jyOtmNs1M0+rAB2PZQQGV6nYFt7ZzaPbIlGcqt/Q7Anz5/IVPz7IkYTmd+nenU/fOREbP4osv3u+nJgFtsIHu/ykXrx5j6rxJ1GtVnzZtg4mMms+XX+nao4WMoZ/TIC0gK/dvjpzYL16xD1YuVhR1Kk6bkFas25DIfaMzrW4qQZ9LUKqM1HPUUbDmWKV8+b084z1lIAWFAsecxON9CaalMMtWyKZoxWFk78ysoAL03KUjRMybjF95MxHh7O9J72F95frvRydONI9bgC+/px1ijUGH8rd2VzJ9lv7GOzCZgCxg5qSpWFRqgvOxm3h+dBv7Zt2wEkCW83KjTlBdo3e8brsOiJ8WRWHdexyWs6RyHhaJR8v2lB63DM9Z6/GMWIOHMIzbtCQpCXgL4/hNTsFl2npsZ6cLAwmABkZRcuwC/DoPxbaMF5Um9aPBrAg8OoTSoVxpHq/rw4u1ncjatZAcAU/uBzO5mzaCn+N6wMez2DAiiPsbZzCrTxsC+vak+aRB2AaUxqFeY3yatsa1Qjlqt2mKT0BVXJu2wK5qBVxKlsCrmnirEj44VSxHUQdHKjatwr6rhylZrQIWpfp2o0LHEEp37kRxOUHXjl3x3nIDr3odcQnqTqVdv1Iy8wucEs9SZOgCiltbcWDvOrkkebwWoBjgMXohaIDrRc3iVe4TBo8fbDKMiwW+VUvwPOuFUOUU4+YNezvRocEU+QqAXAmlVwKWZyKlXpoZPeOGyT4lkP63FdYKg6Ww6E3VNXEKM0zGSFMDMIVgeMPtO1+yYnU0YZ1DaCoeY+qMqeKVjsjvFX5GAs7IsJny5umju2zfkWEkHzp1Cycyci7XryvANPOlmzKN1q4afDlGxnHeotlUUA8nQVRLdP/CRVF8/93X8r4yjG455EuAvlaQy3kU9n0zO5FqDa/XUI9HwaVbrgDEZJ7/ntNAe2yggwS1G4zRH0+/q0yp3Xa+J35NDPVbmu1jWgLbtmbNumT++KtQ2spxy77NfWjlZ1ZGD578zo1PT/Mq575xrf8bPHp9haLkp7IZrNPhBrbH4cJtnDdfwraCOalLxYblBXzqk2D7oXSpNIti128K1pFbsR6/Au/+EQZIfGeJwolIxm9GkjwmUX7SBspOysBj1gY8Z6/DK0Jk25gVuHYajkOL5hTzc8Y5wJuaU0dQa/Z0Ks2ciJOvL7sntSA/NYQnm4aTeymW7PPLeH1mCQWfzKPggwgW9WjE8x1SQSaOxKNKKULWrqbRwql4VvKldEVvqnVqRYX2LanVvhF1hral5uQB1Jg8jhoSI3Xmz6LVysXUHDcWywB/mjaqjl9gJSzqRc2iVEhbKomus6/jh7XIN9+pq/Fau4uipWtQftgUvPY/xjH1JtbJH1CseU98yrrxwy/mwLF8nUBQwWMEscgMuakahHkSAFNE36tUKSYS4favt/n5129ZFR/N2StHpUaTWk6DVGpKTZcaplhey5NA0pr3f4Dlv8tb0BQW/d3XGmBSzLVwNLCz+PvuD6xPT6F3/77GlE/jJo5m/8HdvMrWQHu7aYZJpaccf5YExy8PfmTTvgxmLZ3NkrglHD9zVM6zkGGk0tDgkePUQHv56h827VlPYMeWWDtb4urjyqhJozl+7picT6GMU1aS81QmEb9olMLjlnPRHtjmNLrKFrrlcfuHr1m0ciEHju4VKGTJeakc+0/WKdAhCkZnVv1eLi+z77L/k230HtodBy/TU+okJjMXRHD1+gVjv+YmXlCUghZjPJEEeb4w1P2Hv/DBx7vZsCWFE6cOkCPSWZn7fwVPzgupBl7wJPsX2rRoRvF2A3G6/AuWqQew9qqCjVQeO0Wu6Zb5YYaolqI4tG6PbceeWAWHYtOqE9btuuIQ3hvnDv1x7jQQl84Dces9CpchY3EdNgyfrt1xayjgL+VIkRJOuLaoTpMx/akQGkS5fj2pOX8m1aLn4d6hIx2r+ZK/pje5a7qTfSCS19diyRcAcW4FWQfnEd2tBc/3zBf/M5uQhiUo1bcv4ft20CYjBr+ugZRv3Zo2M2ZSd+ZoghOiCN21k8CduwncvoWmWzNpumkjbbdups2yJRSxs8ctUCrIJjMjqD9pEqXDA6ncPgxLMfKOZTwonbgV3zHRAqBSVIk/RsnN3+Gw7iTFVuzHokw1Ooa05JW26ksNZGbgtLFOB7M9ECHzSGodBdErtmxdz8bMdVKLaa1msoy+/lxqSh27Y9S0b4NJ5yJQvZ/3/wM85r41XfyGe49/ZeeBLfQb0pfAkDYMU+O/bwv3HumAvcLNbGTUOdx0yLPqei2PXv7BpU9Pce3WRR6+nf1F96lA1yHgOvxbJeUXP1w1RoyWqRGAnZsDIZ1C2C0349Fj7TyqW47s2zTZueoV5Nz0vLTzqBazsik8bmWlAn66e5u1m9bQOryNSARzBGztVnX554ket47EfQcgk/H0HPL55vYXzIqOoHTNssZ3itoWpUefLhw6vJsn/87Gky3/iyzUvnd6DlIUBDlyr7KkwnmRf48vv7/GV99eFwlutpVpdyJTlso9/g/w6DFoI6omUrL48/cfqVizInZjp2J/5hGO8zOxcHTB1deBH378nq0nd1JE5HsxN2dj0TR7f1ucxCKUbFyNEk1r4dmgBh71quNapyr2NStgVbEkFt5OWJR0wKleSSr1DaFt5GRC0xII3ZRK1cGD8AtpR4MFc4QRYmicFI9XxfLsHB1C7sZBvEweRO6RBcI8S3lzdhUPDkWxZkBrsg6tEPDMJ3VqB/zqlafjhtW0TdtMt+RUAlo1otX00bQ+uJWmm7fSOnMLwWkZdFifQciGDNqt20j75HUE7t4lv7tSZJxI4EbTZ1J/5ixqTByBt6Dcs7yfscyhQ1AwFdMP4tZ2MA6NwgjYfgmvDV9gtVaoefJqYRQXFsZEy8WT26fDgHPlYstF1ZuRq/pdazZD8+oNFoaS4Mt7W1tqsOZIIBhBJMVMHUsNJ8+NhlcNNHnU4DJMrHxWR6Fq7WuwlYC1QPdvyBQFo8DuxT8cPX2SSSINA9sF00t07datG/nzT7Oj6bstn38e32HHBxsJ6diGibOmSK2bLb+vvcUlOHM1o1SYUFDGEPbQNLF6A3m8/+hXuo/ohXspD6rWqmpMXPLDHW0c1s/q74gEM2p1M9BVSmpH0hwJdu2Nrq/pXHJmUBbwJOtPOe6DDBzbF6fS5nIoxZyL06VfJ/YJC/z2zx1hZfVtL+Q6FTJeLo9f/cmBI7tp3y3s3x7juqpcTOIq7vzyvn+UCkKYRZd/N7+rflAYWoo2lmZJeSnXMVuuv1YKJigLmTub7+98zsUbp9Fl8c2+jWZRb2awvTEE/DWff30Jj/JlsZuVgOPR33GfFINFMSfqt67DqMjx4vussS/pTkCThgQ0r49LrSrYVfDGtpR4bT8brL1tKOYjoApwxrdeRaoM6EOrpXNpvz2RVtvX0GZpFI2njqP0iO5UHj2cEuI7GyyOptP6TNpsTaf2tNk0Egn2JLEv+fG9yEofwZsTC8i6tppHHy3j3KyeAqQVfJY0jMtrR9C6eQUBwSTabdlBaPoGOoqM82vbgAYLZwvD7KLd+o20S00nKGMzwRs3EZIuZcNGWmzaQviOA7ScG4FFnchZ1J47gzpzl1C+Xx+cyzng4+eFjZWLGDTRpaknsKtRG/e+kyj1wa+4rb+FZexHWPYahYOdO+cu6syX+QKIHAFG4cU1a9b3i/ohY4I+Kcbf//GeySYKHuM1fXwLHmUlnSVHA0fNs1lTm34gS27cqXNihudMJrxTO7r17UryugS+/14zZVrbvtt+v3eHfR/uoFe/LiKtnLH1sKFhiwasz0whRyeqUBlpBI75vXuPRMJ8spMO3UMYPLofj57+YQD8uTDTxp3rOH/luJyzBo4CRvvrKVhMT2Icp+5PiiF75FxMoJteSbOIV26eNXp5l61qsoXK23rNG0jwr+Cnn7/TT0mR8zQyVnrO+kvP+Oybi8xbFkHJquZsPk5uNgwc0pvT546SnaPg0E27Gr2Qike/q5Iun2wB0OXrxzl4eDP3hOFei8fRikwBoHJbpaP5m3IVsqUiOnlAmLsH1k5WuJZ04zvNxr159e89+7e8vVe6HT+4A8uyJXFavRvX47/iMGKG4XtttQnCR2RXjXK4VS5JUR8bLLzkNV3t3KuIMamHTXlPqvQIJmTldMLSVxMuMilo1SqqSiVYoWdnas4ZT82FU6g+Yyw1x4ykfNsW1Js9k1Yx62m5ZSOBuw5QSvz6/LCK5G8cytOEfmRlTqHg3HI4NZucD2YJeJaxbUw4f+ybzoKBgbi1aE37zXsIShNgZO6m9YqVlGnWiuZxS+X13XRZt8MAT2j6ZsKFoULSMgnekE7bDZsIFglnUXtIH2qLvKkxoAtlwlpQvHIprMo5YetbBOuSJXBdk0LZyFhs/GpROnoTbh/+iGPKFWwX7aRo7VCq1a3C349/EWaQoBPfoDfif1xgKRpE/4Lkv9/7L/AYjCOfN9s7TOYxa8I38itZnL9+VvzAUsK7dqR7n16sTIzltpFaLvQM5nb3/m/sFX/Tb1Q/iuuq0rYW1GxYi4WL5/PTj4UBqgGt+34twXePY2eOMD5iIh6lPI0bX05q8xEzxvH7/R/lWFTu6Kyf+jtq6oUJxGwbvsEAjRSpkXWOAh0cp6xpftYE2O0fbpC0Pp6mgc1NwEgpWaUM4+T3Lt+4JAFd6Kv0uBQIelx5/PX4JzJ3raNVh5ZG6l+ZpmFgY1YkLOPvf5lVyhtlGZF0xvXS333FnZ8/Z0NGMlHLZrF45TyufXpOvIx2R5LPGUkCk8n0s7e+ucbS2GWUr272Yi9ZoRQT9dhuXuJFlkhPw5f+z6L3Sxf61d9MS12GRZVq2KWfxvGTH3AJH0ERKwusdMJ2t6ICmiJi+otRRNe9LSHA8SqGV51yVOvXUSrxcTRKXE79xHiaS9wFJ8bRMmoO1UcPo8GksYTGxlEpeiUVRo2iUkhjGgwfSqMlcQK0bbTctJvQjQep0qAehye2gTWdyFvZl4fpE3kiPoeLK3h8aB7p/UJ5c24xZ5LEW4nKarM8msCU5bRIEgmXuY2mUdMp3TmQtskbaCP7bCuM007AE7pBQbSJ1vGJNIheTiOdlLGoryXFdCYZT2vsXK0oXc6N0o0rULl3oDHc2aFFPUpmHsRl8DRsawRSbctpvLZ/gUfiBeznyw5KVGCIUGy+BJ9mbP5P4Pm/lf8Gj+GDtOY2gkf3/IwbX1xkyYoFYvx70LVnFxYtiebmZ9fk/fcZ5g33xe/s2J/JIAGMg9R2GgQVqpVn9uwIY4pdc0red5sywrnPTjFDLloVHaVaxALf8j5MjhhvdPXPMRr6tJu/HKPW1FIUzAqUwmHjhbV3IYDMgFRznstfD38ibWsKXfp0pLi9BI8cjz526duBzbvSefyssAHW9CUmmPPl2484dvkoo6WmdSrpYnzPK8CHqbOnck7OQ5M05neUZeT35PjM777msUjYvYe2M3fhDGbNm0J6Rgq//6lzG6i01M/o8Zle5u8nP7EuM4ngDnK/FZhSYYR3aceWnZk8fqoVhfkbykzm/dLH/6wAFTzqd7MMlnzNQl3+sXp9XPd9itsHt7EO6Y6tVFyO7sXeTmBYlKLeAiDPojhX9aPV8N5U6t+T4JQ42mxYIzX7Oqnh9VGKMFC7zVtotTCKJvMX03rjB9SIXoFfx6ZU7xxKnYUL6JG6iU5p6bTbIQZ/1XpaNKzCd9HtIaUn9xO7sm1UC47O7MODvTM5MbeHAGke32yfTyWp+Cv0CKNSr1bUHdyepvPG0CRlHm0mjafCiNE0yxSmEcZpuyFTJJywz+YdhK/bQNUhw6kfvVCuVQm5oZ4WlKhqyZyJpdix2o3I2f4EDQvFP0gn/bPDaeQwSuw4hXWLnpQMGkiZD7/HZ+cNHJOOYztwLsWKOpGxcb1xoQvH7RvyTQLrf8q4t6+rv9DPGoDRv+W5IW0KDXQu3//0FYnrVjN89BAGTRjC0oTFIj3OyrsKqsJNbmvWPQ4e3c8g+Vxhh1Qd1DRu2liOnTjMq7eLAZtbgXzjBV/8eJXl8QtprKlcubHF3W3pKjdw14HN3P93ckZdrUDAUaDzmylIBEDiuczzU19mZgfVPL9RFnrrY3LE73x06iBDxw3AO+Dtso5S6rWsT2zSSr77XtuHtLY3s3Cmx9Ln+fx693tWpSyhfsva5vckoNt3bs/u3Tt48ui9BIYej+HP9Pu6tHAWN7+6QvTqaEZOGc2SVYu5cPWivKfHpDJXr6sCR48wizNXjzF00kCcSjkav1O+enkWLV/AlzokxAD+Gzl3qcjepsJfyf3Ke6Ms+7cA5b4xWrYw+fHvYDrxvcbQELlevYZ3w6JlEM7HP8dn0+c412lvrNVU3F+Yx8daZLMoAa/iVO/Qgurtg2k6a5owgHibtLW03ZwsLJJMcHoqIalbaZ8i5n3bJlrtUP+xS6TUDsqM6kW5pvWoMWkM7VbE00UCPTA9kxYHP6bR/Dm0a1OZn1d1g/39yNs6mFPjQvk6vi+PDkzm9aVZ/HR4OVXq1qX9/KXUG9qPsu0CxfMIUXQJokz3btQYPFBk3HI5hkzxO5k0WLSU1nGxdNq2gxpjp9BcxzkV9bbCt5wtaxbU5FhSDSkuHE4JoEd4TRqO7oJDKS+Ku3jitWwdnnH7KVKmDv4z1uL34be4Z1w1sm9FQnvg7eXJF99elYv+2pBbJkB0wr1HxoX9T/C8zdioT5CiwWze4Gx++fUbtmzdwLjJoxkxeZSAJ4Gbn16We1koaXQTvnjyJ58c+4ARE4bi87YXss5x0HNQH5Fq+7j/UGt0BYBub2TvL/np929ITo+jeXgzc9EtRwsCQ4NI3bhO3lMZpwGsx/HSqEmNBsK3x/rvMUvRbJVKOE2Lm4GfI996KOx4lsils43W9ULA+Mr1myjBfPT0h2SL8Tc3PS4NelMuvhA2O3hqL10Gd8LGy+w4W6ZSaZFakWLEtU9fYYpZroH6GsPLKPjy+OPe96RvS2H0lOFMnjOF7Xu38tc/ur5P4WYCWsuvf90mbt0qajevazCs+plBw/tz9MSHvMpW8Osm52+028n5CvuZ560JIGVsvT6Fm16n54bP/e/hGzou6rlUaK3btsIivCv2J37HJ+UMruVrUURXsi5dBEsvS5zKulK3RzjVw8NpsXwJbVKFZdasp5HI6sCVi+m0MYPwzJ3iNbbQRiRVm81bhQkkmHfupUn8cnxrVqf20P4ERy+j3dY9dFu/j85bt1Bz9jiqjutLs/pl2BnRgUcHI3h9MpqCk8vE98Tx96HVbF44WCReTQIXJ9AlI5VmcxdQb9pUkWfxNFowi2aRMwlNiqVtaipB6RvleTxVR/QjZH0StZespGq7YCzsfa1ZG92U03Hl+SiuFMdSA/h4egmSGgfQrUcjqvdvRXFLMXR16lAm4xNsx6/HvlxlAhI/wm33z9isOYPt4jVYVKhM61bN5CbIBZWazRzBKMGnAfh/AI8WrRH/+ed3Pvr4IHPnRTBl6gTRzfF89pmZ4Xl/y3n1iIuXzzF64lh8yvoZQWbjYEP79qFs37mJP8QImze1cMvj13s/krFrPUGdWmGtXVKEZWo3rk3i2ni+u61TRRUGRLaRAdTjM2XkW1Y0KgHzWPMMb6NBpsetgZ/N/QffkbolhZah4kfsTcBYuVrTvls7du7bzJ//aEdPBYsWDUCz9te/f/zne1auWUal+hWM7xV3LEIP8Z4fHz1ozIdtfkd7sgtoc98BNVuC9MzVs8xcPIeBEiRxotk/u6X9Dk3ZZgLTBI1OzXv01BF6D+pt9NjWxtuGTeuQJj7oz397dUjlIoyaL55V+/8ZzQaF5yxFuwfpOf/9+Ge2HtotYF3D9c9P8ertYDcDnJoNVEkrJS9Pu/C85K+/fqBOLalIho3C/eTPlFh4imLlq5mLn3nZ4VvZhyodgmgwboL4nYW0XZdB+8zNtE5MoO6sWVQdPpK2EqgdBECtN4qvydwujzsJ3PWBAGg7/u0FeD06EDJ/HoG7t9NfjHy9Dp3wqltR9rGMgKgF2PtUYnCXYJZO78/S0b1YMKwXc0cN4ei+vXQfOIjaI8bRcWMKVaQSqTVrDoFbMwlNS6O9yMCQ9etou15iJ3U94akbCJ4fSdWB3cUPLcOleSMs5oyvQ/anXTmf7s/hDSXZsbQcmZ3cOdesBIn1/AkZHIRPYEVjDmu/7r0osfc3nFt1wrFlB0rvvI3n2ss4xn2C68RFIvGcmbtYzJlsxgw7/6WN/wWP1mjCSDq75eGPdzBn7lQ2bU7l8y9uvG28LAy218YEITfF5M5ZNIsAXQBXey04W9I0uDlpman8/Isa5ve319x98guHju+jY68O2DnbGh1NK4vv0QFwn351XW51IYtpD2LtuazBoiyox/VfYH8LHgVOVo6y2UuyX93j4sUjTJg8DG9/NyPw9bjqasfQNau4baSuC72VPBpewASpSsyjZw7Tc2gPrN0EzPLdyjUqsSx2EXd+1XMpBP9L+YpcCyPdb0q823c+J3VTAsPG9jcYV+fffvjvbKQK5sKeEq/44qurRC2dSemKJQyW8S7tyYQpY/j8y2vyC2b2zgCYekvtVWHIUj3X9ysLvUcK2gIu3LhBycriCfVctcg1rdigClGx0Vz58irPdD/Gph5VmVv/zjZkYJkypXEaF4WtzgU4PwMHl9LYOhQTr21N2faB1J4VQdWJM6kXMYfg1EQ67N5Kx107aBEfR9lRI6g1Y6aRJm6Vtkkk207qxyXRdutOqkyfTeV2IbSJnE7vbVso37krZTqH0aRLJ1oLcwTt3kmbRTG06NaVj85c5NPvfuLSrevcfnzHiICo5cso064N3UQSVujbmdDlqwnauInwtel0TFHwpIlsXCdFpKR4ne4btlNzyABqju2HX3hHLO6d7UnW9cb8dqkFxxL82drXh4+DK3OupRcnG/szp2YVandtRpHSzhT3cCAgcgmeGV9RrHJrvCdMp+y+bwVA17FefQCb7oMoKrXuR6d0cSq5jAXv/MG78jYYBTjafePPf74l25iWVWvNQnmSx+ff32R58nLqNDElUHFHW4LCglkRs4Qf72h3Fw2od9vDZ3/x4fFDjI8Yh9vb9pKylUpJgI/m0qXT5AkjmoGpQabdYzQx8c7DaK8E7YT5n8cq5b1g0ozhpq1rqF2n1r9B5BNQghHjR3Hq3HHyjOSCgl5ljwZPYTDn8pmRyVpMuZrmCtc2Hjb0HdibI8cOkqer1RnbGwrynhltRIXp6Sx57+ipT0QOzmfgmMGsSl7Fjz8pY+p5yPUypp/S8yrgj4e32bg7gxYdxfwLmIvaWRDaoS3b92Xw7KWafwVwrvx7+tazqGTW3y689toWp5OYKPsqeNRjveLOb9/gUaIUQbX82DgjjEUjQghvXhtnAZBxHeyLUjuwMVHxKzhx7RzPjKXs320Xzh7GzscDp3kJeJ94hcOUDKw8ilLc2oJyIa2oFTmHauNmUEu8dYVRvQVMUwiSGr/L3v1037KZFnNnU33GdNqmrKODGPhm0YupNjuKxolpVBfLELJwJlU7d6F0cCiNxC+Vb9+TltMj6ZG2kfAPttFUmKlO2yCpUNRrwu9PHnM/L48DR/ZRpmUdwkSaVejWmQ7r1tI8M52gDRsEMMI0G9JoJ6zTLnUNwevSRVaK34pPxje4pfxeHyxe3ggj60owf5ysyy+HwjjWtyxnW5XmRJuyXGkqQGriTZdK1bHxd8DK3QLHGmXxzryM76R0oeDylEs+Somt3+CaeNpYENayfnMqVikpxvcvrdclGCT4XpsD6N4HT2HRG5afp50ln/Hw+V02799I+z4dRF4VN2rMFq1bsnLVcr69/Z8TYuiWU/CIT84dZGTEcDyriIzTvnl+HowcO4xPPjlgdJ0xAytP/tffN5MU5qOZ4VPgvF9Uv2vRBIaaYbPXsoLKlGppmQnYOtrRqWdnNkuNdf9+Yc2vm7b3KHNqIL6d821XKh36h8n5mD3IazeuzurEJfz6p47zeeuxtE3G8AwKOK0Usvn+l8+N3tjjIkYTMW+6gOxjkUOFYNR6U8GjQH3J5ZunGDtrJPZl7I3fqFqrCgsWzeNrYyKTd7LUmFhSKi09L5MZldkfcfL8x8JKozlrLPMoUu/5n/I1TUbc41X+Cxq3bEyb6iV5qXMBfLEMPkuAy+v5YftcVk3sQINa5nTGRhFGqdmqAbMWzuHQsQ959MK8Prv3b8OydFl8Uk/i+MkDXLuNMCZStPKwo3zPLtSKmEmNieOoPWYopbq3x6d9G2qMGUZIQgLddmyjYXI8dcSwB2/IpMu6jVTr15MmS1ZQu89IKgc1w7dzIIGJyTTZkE7pDu2oOmki3TO2EyZeKVQkXUM5nlpNmvL5ZzeMiMh5k8uVa2eoENyMptofsUsPwrZsIygtQ3yPME5aqpQ0QlPTBTwCImGhQAFU24xMqg0eROWmNbDIvhHIw7MtuP9JJ15/P5LfdwRzOtST0y0qcLmZh7CPG/UqV8CzcTi2KlE8LPAP7kPJ3TdwCZuCQ4POeO+5gdvmi3isPIvzDPE/Usv07KeTC4qWFqNv9n/738Gj5fXrV2zfswWv0mL8bSTAxHCvWLWIL0QOvLv5hdsrkR5XmCPysGIdsz3C0dOe/sP7sffgdh4+1gFwZnr138SF/q4EjDbQakNt4Wpq/xt40GECb7vhaF85s6OpKdtUwugUU7//pasiFNauL+U19QQms+WL9j8jQThmxnC8xRDr8bn42jN+8kjOSpAao1cNcOlceOIRxJOYc1Xn8EpY5vjZI8yMimDSzImsSUvg1z8UZAooBYsAWM5H21tu//o9sesSqN+qvpGRc/J2ZNTEkZw48Qn5/9b8ORRoTwetEOS6mx1HdV85fPX9deYumEaroKYEdwxiSuRkNu9LZ73IwsvXjsu10HPKZcacCJyEIb49FGVMppF/djUvL68k/+JiAZCULxPIOhPDx8uGMbZrcyq8XUrfKFKZVapdjomR4/jpj9usXbMSxwa1KLvpU7zX/4BTYHuKKYDcLKjepSX1RZ5VHDtJADSSusMGUCY8CO+gllQZ1I+g1StoLQzRNHUjbbdk0jBiDFW79aTV4khqjhtJ07QUGsp79dekUq5jCA3GT6bDlu2EbNtNSPpmum3dR52F0dRo247b33wvVckbbn1zk9qd21Jr/FAqDxgqn91hdMUJU7BsSKWdAZ6NIt82GOAJkd8PFC8UtETUV1WprF9dbcXdU23g2njyvh3Eo5OduNLNj2/bVOXL4EpMKetEsZbNsBy/DKuWIdgLeLQ9yGd2LB7pt7CtVI+SnUfitfsO7pki3+JPYD94ltS01iSs0QkGJR4LdHhBof/5X8AjteC5K2ekhp3FuesX5LQK/YLpe95IgH727Q0WrF5ArdZ1jJ7aFk5FCOkayqZtGdz9u7CXsAJNs1Fy4wt0BQL9vXfFTAK8BxwpRkOsFGNKLCnGd+WYTMmVJb9ueiFj7jkJKG3XMYAjTPTGYCOVPFn88ueXxCYtpnGLekbQaI+BoA6tydiSyj9G9stkQG2P0a5F5v510kTd93OufnmRhauiiUmO4fTlU/KaAky3Qi+jj/rbz/n8m8t4lzMnRGnctinrM9fz9733++29MljM7AunINDvvzGGHxz6eBeDpKJpGx7IuKljiF+3mjhhuBUpS0ndksiNL86InFafk8P+E3sMEGREDYKvY8k7v4Ls0wm8uhLLq8uryJW/c84shLPCRhfi4HoSdz9YyLbIvgwIqkrpt3PKabH3diO8T0/cyzjhJt6wQtoZyqacEAB1wcLVzlgJoUJYK+pGTKXC1PGUGTOEssN7E9CrHb6tG+IdFkSjeXMNVmiaYXaXKRfamaYJq+i8/QOaC2MEpWTQOimVMkFtaDZ0FL03bqD3nj10TdspYNhF8wMf0GTOApq2a8/Xf/3G3w//plm/9iLZ2lN/5hzabN1mgCdc/FWYfDdUgGIwjwDHKAKe1sJsHeQYPOqL/P7nZDNybw7nzRfd4IdR3EkM4XbXKjzrXoctTQJEDtXEbcAsXIYuwXXILGyrV6aolwUOVStRMnEPvrO2Y12yLiUXxeK/6xbu6ZewW3EKh8Ae2HnYc+WmtjW8+b+AR/usKbUX1pYKGN3yzVkz0+OkdhXASA1V1N6CZm0akJqZwg8/62yYGrgKmJfGOqPGqgryO+YwhreM8/8RPAbo3gbsy9wnHBQ93GtQT27c0t7I2QaI9HjNjJcpH59n3efI2UN069NVpJzZi7mUGPTI6NlG8sM8Nt3kONX8/1spwJ2/b/P7P98ZzKBZru/ufMZv9zT7pSAToLxtcNR93P7tW2OObc3g/fzr17zMfsjBw7vk2p6RIync5yvjfHQ8U648miN8TdD98ruwVNIqevTqwcChg1kpz9dtXcfCmIXErF3FvoN7uGtkBfV66u+Kz/n9a1x8XOkX0pg3n8YJcJaSe3k1OQKagkspFFxYT86FePIuCoh0CICAJ/vcUriq0z3F8+bzBG4fjCR9Wg8616yEp/07IFkULYZtlTJ4t+2JX5tgUTQeWLoUExAVwadFbRpOHUeTxVE0WDKPRqtm0Th+NoGrIwlcNo+gmGiCoxcRumgVFTq3olTbVoSu3Uo7YaPQpDU0Xbte5N4Q/JpIpd64Hq3GjaNb+lba79xD8MbNtN+9myazpgnbduT2Lz8QMrwLZVs1o0VMLM23bBV2KQSPsM5/g2d9Kq3ER4Vu2kKZdg2wyLnWjjef9ePNV914fn4AXw6uS0H/IG71akDtCt5YDJmIw/A4PAZH4zpqKc69xmETYPof59AQqqR9L8BahrOAqUziMZx3fYZt0klcI3dhUbUW9RrW4vHzexIG+WS/MWf6NwD0XjHWqZHXtbZ88OBHdh+Qk+3VCUsHK6MGr16nOkuXzeFHY10asxbVR80G5er+CqWZIQ1VqmkpTAhIQMnfGlA6s+ebAu1gqS3iAlq0hjVBq+x347MrRC9eTP1GDWnYtKFIlin88fc38msKGv2czpr9nOtfXWHB8vmUq2T2S7N2tKFDt058fPQjnr9QkOgmgV8g5l/OzwCDbA8EbAePH6brkF5UqVOF2OTl8mqOcdzKrgpgc+nExzx++TuHzx0irFcYnv6eVKlRmWkzJvDPPZ3BVD+rQFcJJudqtLXo9L/aS1yPM0/O+RmXb5xmyeqFDB09jJkLZxO/NpHlCcuZNmsSqRuT+fKbT+UoCzOP2mZjpsNf5j6jQevGlPNy5Ldja3lzfRk555aTeyGGrLNLhH1WkX9uNXmXVvJCAJN9UZjogsi3C8JOxlialWSdEza6IWz0aSqvz67hx73RrIvoRqfmwjrlxCNpbwYFksh0G5ciFLM3l640XpOKqHgpPywrlMWyUiksy7mL53bH0sPFeM/CUlPu8nmpUPU7RSuUpN70kcIaSdSKj6HFiqW0EZaqLeftFdQKl6ZNqDduAl3T02mxM4OOOzbRcvBwBg4ZRFCXtngGNSI0Yz1tMkQSCquEyufabUwXdtN+bOkEi4wzyoYNBK+X1wRkVbt3xOLp6f4U3OwjtDyIrxNDuTukNrmTmjO0TmUcOvTCcmY09qNW4jAqBrth0biMXiFUG4ylX1GKe1niPW48Jbcdw6NWd+zbdqbkrrNYbbyG8+ojOE1YLBLLl+GTR8hNeiO3Wmo2uUH/zQgGA0mAau+EO79+RqWaZSlfrTzzFszm1i25wfkafFrbi3+Sz+SKyf3vffy3dzE0vo51MYJRAabglNcETGbtqqyQx5c/fcry1Uto0641tRrUZuiI4Rw5+jEvc1Tu6Ka/+5yvf7pJYmocjYIbmTdepFnDJnWJEy3+i/iPdywjTGA0Ymotrt9+xflrp5g6ZyoNmteniQTllNkT+Ux8W/YrlVU6I6kGvDKIKRtVQn79y01j+fpu/btw8vTH5GYVglIqAzmvd+dpSk4TpM95kfWX0Wl1w5Y1wjArWLsplfj1icxdOoeI6Ol8dGr/2+UX9Xi1B4WOM5LKwWjLeSWv5NF9WB+s5RzP6ZqcX6wRebaSnLPLybuwShhImEYecwU0ecJCr4SNXgloCi4lyfur5T1hJyn5l4StLulEg8JOAihuJMNna3gt0u7eqdXsXj6cUR0bUK2yH+5e9tSsF0D7Hi0YPCiQ/j0a0aVtDXo0qU7f5jXpHFSZoWE1mNi5OrMGNCJ6QiCRI9swqU9LQsW422vWTyRi3WnjCFq3lsbLYmi4cAn1lkbTdHkUTSaNoXSbhviEN6NR1Ew6i+zrunsHtccPwbG0H2V6tKfDVpGCAhgFTWExwCPso1k3LUHigULWyd+bN1O7bz8sfv6gu8i27rz8JJxvBjeGmSFs6+KDR70wnOalU3RsJG7DFwp4ErAfsRibkctwHRmFbe3K2Ij/sa7sgP+qNPyWn8e+ZHUCJkXhuvtnXJM/wmnpXor1ipDawpnUHVvl5sgtM8BTyBRvy1sJV7hqwl///MDLf6ddkto1X8cLqVE2W/21/NuI+XYf7wPHDCoJNq1JteOmMTOOsoeCMJ+nz/9m9+5t9O7fh6rCjJ37dCNTaP/RY6153206dGHbAbnQA7pT1EFqOqkV/Sr6MzFiLOcvn5DfVwbQTWpv7WRp+CH9jTx+lnNIWBdP65BgqtauxZgJwzl7Xs28glc3ZQ4FjILzNfcf/so/j34y0tQ6ME3nYst6paliDXL5zNtBg8bYo/fO8bWOvtUkAv/wJOtHrn9/hp0fbyY+fTXTFkQwadZkY/j37Z80va+AFsAIw+lk+sb6pwVynQyPoz2vX9F/3GCKFrVg+9KREuwrhWFmknt6NdlnFDArBEgq21bzU+YYft8xhdc3ksiWv/OElXIMYJngyb2oAIqXkiB/x5oST9jrzflouLgSriTB5WT+OLKYXYsHMK1bE/q2qMukYeFkpo7h589E+t0RwH21ktcXl8jnhcmuCFN/rhm/eGE0KTfXUnB1LR+sGE5Jd0uK+XnQIT6BsMzNtFu3nlZrkmgYu5wmMUsJTlxF4+kTKdexHVV6h9Fo8VT6pa/Dq0Jlag0bStjevQRnZLwFjYDEKP8LeIR5FDwNBw/GIutcOPnX+vLV/PrkTWrJP5NCqVWuLB7TYrCdsRabgYtxHiaybPgKbEctx2XkfOwERM49x2IlprWoZxEcGrTAP+MCfsMTsC7fkgqxH+C27TouMaewid5N0Ubt8Shblet31Djr4DkFi0qqtyB6C57CYkokfV9qYbmxKmX+Bdr/obwPnMLybvGoN2SJ5/jg6F5GThhG42YN6Ny1PfHxOvblPxtZn6qfOHaA0VNHGR1EFTDFna3p3r8bew9u44kAz9yUS1Ueao2tIHhDjgTy4WP76Test7FydruOQaSsj+PuA01oqH8p9BT6WGAs9Lvv8E6mz5vE1LnjOXddh4TL+3J9jG5A+lmDVd55M6O8PT9z9h8Fo5mNu/L1WRbFL2LirIlELp7F6QuHjZUP9Nj0faMjq5H0MDuwmgsgmxLwxq0rNAtqiUNxC/bHToBbqeSfijQWiso6GyPSTAGhzLOSNzeT+GbNcE7OCjUY5ZWAIdcoKtviDODo8+xzMQZ4coV9ss/HGq/l6OsCMgNoZ5fx+vx8AYQA6dI6AeR81o/rS29hmxbVfRnWqwkfpMixXBWgfB4jYFtGlvit/KsiBS+sJf+0/N7FhfBtkgBoGDbClgFi/jtt20SgACEkM5OwTQKk9I20SMsgMD2DLhvW0CpyMuUHdCNk0kR869ag9bL5dPjgACGbNol8e8c6/w2eQCP7lmnItsZDh2LBp8HcyejGl6NbwNIwpjUujW2H0TjFb6TIiAXYjliN5ZhYrEctxnLUMmGhOTgJEzkKkLxCulMkwM3wP36DBlJqyy1cWg7Fpkk7ymy6jWfqTezjjuM+NQUL33K0Fhn4S45q7Cy5+drZUGeN0UAw08GFRcfs5xppYu0/pgmF/+mTjHnjDObRYBK9r4kCCQgzJavg0+Ud33Dr9lfGXNTN27aktUizxcu1N7YmMUxZZW4vuXbrHBHzJlC+ptlVRouO94lLiuG777W9RIP/3WaOf1HQvOK3v39k8arFtAhuSZ1m9ZgbPYdPP9dEg8lCButJsOsx6VwNVz69wOzoCPoO68mshSKlTh7kea6co+wzV6f/FfDoebyrXASkClT5W1/XTqpm0L8mV5jszIXjzJgfwbhZU8nctoW7/y5xqR01HxqTs7wRqfdG9q2Pes3MY8/h119vMVG8VFHb4tQo48rFtLlSq28Qllgs4FkhzCMBfynGCPS8c+J1JOhfi1S7s34MqV1r8GzfdPIvLBdPJDJO2CfXYBplohXG3NB5wj6554WNpOQJA5nAks9dFrBJyT4v71/UZEM0+RcjhU2W8vrqKi5tmkLUiBBaVvGnbZNapC0byYtrArJr8nnxWtkXE8R7JZN9IUXYTo7zRjz9gstTxN+VzsK0wTu2ELxJwJO+hQ4bttFevEtQ+gaaZmQStG0PnbbvouMq8fFt69N5WzItoufTRlirw+ZtAqBMwjNSCdu4XsCTSlthoXaZm2grnigoMZEQAWfj4UOwyLkZztlJ9XgTFcrJIS1wqVEN/9WbsJwVh61INKMIaKyGL8Ze/I69PHcatUTKYrxHzMepcSuKe1pgVdqBMlGb8Ik9Ls9rU7L3TFw/+hHH1C9xWnUYu1EzxCe4Mzg+jp9ViuQ9l0DJ5aXUnqYM01r8LZNoAuA9MGlRYLxfzNdVdkjNbEwioqA0dbx2Lk3LTCZctGzDVo2YLHR9+vRxI+P3bsvmt19uEbd2CXUC65rdflSWlfEnYu50rl49Z9T477YcMeu/kLF9Lclpq3kgvuHM5aNMmDqC1gKaITrL58cHePJ2+XQDOMKYhVLu3r3f2H9gOyPGDjPGC23blcEfv2lnVN3eCAuYiQyDUd4yzPvMahTZn4JLP/fnnz+x78A2xk8dx8r4FZw8d8KQXeZmLumo+9ChDbnck2skoJTvKYA1MXHrh2uMmTkaB2+zV/VM8RoPTossuiaMcDKanNMS/MIcOWckUHVy8zNLeXViiUi3GN5cWs7fG4azJLAqf67uxrOd48g+PI3XZ5cKcCSoryQbfki9Uf6V+H/lnILJ8EKFnkhYSF/PPR9jAOuV/Oar00sokO9yRZjmVgov5Fi2R/WlXe2qdGxQmbNrRwjbJQqAE4x9GN8/vVQAv5qP4ocbCYRaIwfQaU0inSXoO27eKiy0xRhu3U5A1DZtu4Aqg+DdW2m9aCEBnYIJWTAHC6vi1BzRn97bthoD4Nps2ijyTMC3ZTNhG9bRfOl8qkweLV5qPm23Z9BwlDDPmcRm/LSwDS/jgmlStxTFpy3Cftl2YZxl2AlwrEcsFZ+jxQSSgzCOg8g2+6ELRMpF495vipERKa7+p0lDfNPPU0qYpmh5f7yXbcTrwK84bbiOXewxigf1FaC5svT0aX7RCllu6BOpUbOlFtWGy/8v4NEA0kf9rjk7jjLIa+4++o09B/bQb3BfWgS2oO+QPuzdv4kHD/9zitsHTySIP95JWM8QijqZrf4epV0ZMKQ3R48e5Nnz//Q9BcKOF65cZMzkMXiVMIc7aL+ukB5hDBk1iI1SQ/3xW2HnT/m/4KVIJWUMkUcSpH8+uM2ajFjGjhtJYtJqbn19RT6paXENYp3FVBizsMi5/9/AY0xLJa9/dHwPs6Omse+D7fz2m3bVURbSlfoKGUv3YcpWbcA151rTGepe8vH5D+k0sB3F7M3e213aVePT/bPF38Tz+tJCYZso8k4sJV+kWiF4crUou1xYKUCQAD8SwbPMIUxsHMDHk1rxIr03L1K7kLtvAm8EgPmXknl5MUUAlChAiCNfij4WXDaTB/p3vjwqePIVSJqle8tMOcJuBoOd0yTFCtMbXU+m4PxiPljehwGBtdg2sydZ59eSLZ4p+4rIwAvihy4t5s+Pl+HraYtv26a0mD2JahNHUG9JJK3WJ4oPyiQ0fatIMQHPxk0E79lBg7kR1OzbleBpM7AvU57WsYvptDWDMCltN6fTJjmWOvNmUnbUMGpOGkfb1SsJXZdBmy3bqD9iFBYfz60FR0ezYGAVinTthbUuDz81FqdhMdgIgArZx270cpN55LmumeIyahGOI6LltZXYdRBQlLChqMg3/569cN39HTa9p+BYvgHlNh/FadeXWK+9icOiTIqVqUb5BkFk/HCXX7IkUHVlNbnJ/wJHy/8FPHkKGiP48sjNecBR8Rjaf61lYHN69e9O2qb1/HnvvWl2ZdO5y85e+ojpsydQMsDsjV3MqRhhAoAd+7bw6FHhim/vtju/fse6tDU0C25h9ETW75QIKMmwMUPZJkH7nbCbKcl004SBMqAmKUxPojW+Ssvbf3zBySsf8ehp4Xxt2oApwNJSKMMMljCBo8WcJ1tl1X9el1wBZHbBfe4+1CUSldFUmgnriswzpo76V+4V7kuPxRzz8/2d72nXuZ0JfinBLWpwcu0UCUwJ0MsreC1AMUByUgL4uIBGWCD75DIjJW2w0PnlIq3k8fhCnm8aREFGLwY3r8i0tpV5ld6fVymdeLG2Oy83D+X1J+KVzggwRLIVXEkwfJA+FgIoX0FkAEiKAR6TfQqMv+X3Bbgq9fLEJykAnwnI8hRIItlyhAHPxw/jp13zeCWSL0skpSYs3lwQ73MlkXb1K2BTswzNE+bQfPVc6s2bRq0pE6m/KIpATTMLeII2bqHdzp3UnzCO6gN70vuDXXTelUnT3XtotSFVWGYO1cf3p/KwjjSYPozQpDhCN+2jxca9sg9hsl37qDN0GBYFZ/pzMzMI92Z1cYzZim10Jh5j5mEzKl7YZjl2Y1YYwHEQ4Gixl+dOo5fiKtLNfcwSrEatxGnEQpwa1aOIVxGK+jvgO2cNpdNOy0mE4dFhJF4ff4bbuis4rD2O7axVWHj6EDJ8NPt/z+bbZ6LFMcfQa9uE6nqDYf4X8Jit+9ncufM5y5OXEdarPR27d2Jl7GpjqiYz4Aq3fH745Uvi16ykbot3HTlr1qtOtBjEH3/Uns//6WOe597lsNTqg0b3w87T7CembQntu4eSuSWV+/ffX0pepaKCR/ehs8uYnsQ8fgWFgEczi28bK7WRVTvDGv3XVGYKKNSw6yA6NfFmW1Jh9i6P2z9+ZmQddU5tBYIJIGFdIzOmiQRdyUE7curvvitGVxwtcjzm9cjjydPfqNfIXHK/boAP+1eMpOCmmPAbS8k6JSwjxluD9aXIrFfnlokMEnl2Vmp+ZZGzygTKChLc55bzdNtYslN6QmZnRoXXpYy9Jd+v7ENu2iAerQrjRUI7nq/rTM7uieScWibeZBU5V7VxVQBwNUH8ijxXuSY+J1+kl7YdGftX4BhMJJ7pbJwwkAIpScCyQryRSEb1OBfkmM8uFtkYwysBU84ZkZOynzzZT8HFRSLdkpk7UKfBdaLW9JFUiRhL7UWzaBS/jMbxK2mZnCLg2SbeR+Tbrt1UGz1MQNCX7nt30iJ5NRXnT6Tc+AGUHzvUSHWr1AvduoNg8Ttt0sQzyWMrYZ7Wu3dSa+gATRiEMqh3WSzHL8I2aR+WM5NxnJWCU8RaHCfHUXz6amzGLsdxTAyO42IoNlnANHG5AGyFMJCAaYwwkQDJr+9UrCqXx0LYx7Z2JUqtOYvvkg8oUrUupWQfbru/wSn1Ig7JR3DuO5kiDtbM3LifI/de8sPzuxKP2eRIQOS8EX0uteu/LKRFQKPB9/zV30QvnkevPj2Zu3gWlz/VpTc00/Rue/TsTzYf2Ej3Ed0p7m4CwK2EO6MmjOTISR2Qpqz1/pbLN7dvELVqLlWaVvoXZAE1yoqpn86nt3SSw8I2HPVVpkzUQL9044SY7VHMWjGLF8I6Zk2vQFdAvGNLA/gS0BrYei7a2dSYO1qLAS4zsfCPSMq0LesJ7RaOf/lSrN++Rl7XLjwmmygLGelpKYXsYoy3kf0bbTVvmcfcXw5/CvhU2vUe3Ms4p26NavD3sTgj3fv6rIBEavGcM2Ytr6ySf34leaeXib9ZJvJsiQS0MJEA5pUE8GsJ3JwDg3mU2oMXKb15vbELER3MtWH7NanA/Q1DYX0vXqxuz5PYDjyM78hL8UV5+6YIk80iT+RVrrBNztUl5FwRQBqZO2E3eZ4tYFDJpsDJPasJBgGQMJeCKE9/V7yUeigzQyd/C0sq6DWBUSCMlSUSL1f2wfVE9i/sh4V1EaoO6U/NyAgqTR1M+UkjqL5wLoHJcXQwRoZuI3jXXqoNH0z1sf0JTltPvQVzabZ0Lq3ilxOijaWbdtI6fSetxCO1Fc8UmplB/VVLqREZSciu7VTt0weLT3e2xj+0PW4J+yi6ZCM2c9bhOC8N+/mpOC7cgKs8d5q1HptZa7CfkYTV5FjcxsXhMmYVtuNXCRstwXb0MtxHrjYmrStaxglbNwnY7iMoteM6HsNE8pVpgOfGg5TNuIPDqgNYr9xCsVadcC3rQ/zFqxz68zn3n2oKVw2u1rTarvMOPMaUVVIzv8i5y+nzR3n4pLANyNw0YXBSXh8xcRQlKpvr92jPhC69urJl+xbuiln/z03q+2d/k7EjjfAe4RRxNOcWULYZPHoQ+z/cw9Pn77UzGcFoyro/xVslpcbTrE0Tw5w6eDoxduY4HghotUuNBrGC5z+AI3+/3+HUZBkT9Plvsjhy9iP6jehDqUplKFctgDlRM7h564IA8j4vXt0lP1fB+A4whUVfKxyHY7CR7PO5AOjMtaPMmDWGKTNHEbt2JY7+bvj6OvDjgdUgLPDq1BKyTy0XaSWGXphFU9A5lwVEGtAXJRgvrCDr03ij/5o2jhYIeHI2jxLG6cGrpP48Wd+Rh+k96Fa7lDEAUDt3dqvry9fLOsKGvpDQVRioH09iwnke05GnSQN5vnO8MJyu5SlBfj5awCveSkqOZt0umeyWc1bkm/ZcELlmSDf5O0eOr0CzfQZwRE6eE4+jfkzlnchMlXzZ2mgrjKYp7RtpU7ER8JRq15JKIudrRQyn7oyxVBbPqoa/cVQkgWuTabdrB9UHi5cZP4LwzdvolJZBZ2GXkA1pAppMWq/fTMv0DIK2ZhK0dq3sZxZ1Zs+m7Zq1tN+/l8rdu2PRe3ALnOesxTpxB5aR63GYm4rzvA3YRKdhuzQTz8jNOC3JwGHqIqx7jsF10gpjTUmn8XFYT1gtbLTMYCabkYk46/M2gTi7F8HKzxmvyNV4pZ+jWFAXvBp0ocz+77DdelZ+6xNcZqRTzM+XmmGd2fdrDsfu/MaLPJFtEgC5ElCmBHoLIK2tRd6YcxxkG11tsvOf8fPvPxGzNoYajd/KsiIWVGtYi7iUOL77XmXcf24qc25+eoGJ08ZQqoI5dZPRuTK4Kelb0vj19/fnO1OWMT2N9ps7f/mksYSIs6+T0cOgUauGbNm5ib8eqF8y962Dysy0+3+CRxuGXxvDLjTIdZ8vRZZ9TfTyaKrXr4lHCS/xX+Hs/2g/z7IUtArUF8aMNNkCBh1Ra8xfp+z1HnDyBFSFrPXrH7fZeWATY+aOYUliFMdPHSIvL5uPTn1snOdEuc/aK7rg5HyRU0vJVh8jgZmjINKeA1dFJl2Xmv+qBOX1OLKuaa0v0u2jeTxMG8LdlA78ndSLvFV9KUjuzkcR4bjbWhpKo4hOI2VTlHKlPEkb3Yi/Y9qRndhXgBZKfmIY+avFC63vyo+pAzgc0ZM9I1rwy+YxwiYCjnPCcOeFRZT1RMLlq4wToOjzPGGVfCNDJ+AQdlE/lCvgyVepJu/lCvMUlmz5m0sr+OvwUkp72FIhqDEtFi0gYOJQaswYR93ZU2kybzp1IyZRfd5UGq+JpXrfAdQU6dZxyx7CBSzagzpw/UZab8gkOHULwbGJ1J83jwoRM6gfu5K2mzNoK++H799Huc4dsfDo2AWnNYcpumgjdpGpuESmGcU+OgOX+VukbMZyWRw1R4wkpFtf7PoMwXp6HA7jk7EbK75o/BKcJizFcbSuXrwCl4Gzsape1ci+2dasQKmEbTglHsGuVGu8p86l5KFfcUm+gF3ch1gPXYiFnRfDI6PYcU9M/Z860bn4BwHJ+8yjQFJ5YmabxDTn32PwuMEi/czOhqUrlGHqrElcvXme7Nz/lmXw82/fkLRhFXWa1zABI6VSzXLMXjCVz768JPvUWls3BYx6BQ3wXG7/8g3LkpZSobbIUQGMr8i/iZNHcv2z8xLe73oXvNGeBgXiY/I1Y/ZQjvMdeMzkhkq9HO49/pktuzbRLLAljt7OVGlQhWWro8XDKdBVGurvPnsr8czsm64IoTOrGtNYGdJQvZIeo1QieQ+5cO200UduxuyJbN+Vwc9GIqMwbZ9N205hFJVK5dTGyaDGXMCiiYEcYR2tubVmv79vJgXiIXKFZbQGL5CgLjgyn+dbR/NQWORlQieexXXit6Tu5CZ24OvF3alb7u3EJtaW2LlYUNRb2FuAVNSxOLUDPJjbsyrHZrbjryU9yE8exKdRvRhfvzSpPRpyZ3kXnq8Xn7RvMrknF8jxLOK1MFLBFWUaBbMwnchFBa+24WgxuwYJkM7HG48GU2lmTrySkRWUv19fEv92JYWOzaphW64Endan03pNEg2WLqZy5GzqRs2h6cJIGkdrh9NFVOwSTqUh3QU82wlbn2k0pgZvTKfl+rU0WLGCGnPn0ni5gCZNQJW5hWZpmeKb0gndt48y4e2wKBMZi9WKg1gv2ITj/I3GMFmnBQKcqC04zN+G1coMiowcR0zGJr75/DIezcKwnRKD1SSRbiNisRPJ5jhmKXYjlmE/fKkU8UR9hmNdxpPirha4tG9JyW3f4DFpDUXKVKZczIe4bfkJz/UXsVm9H7vWvbBxdGDO0cPs+DWbL+5qelWkmwDlJeYsLdrp0czAFfqFl6xNj6VP706cPHKQ7BcapLppwJj+5Nmre3xw8hB9RvYRGWmmZV38Xeg7oh+fnDzMq+xCkEmgGUFuNjo+zv6dg8d306N/FywlMDQtHRTeiu27M3j27zo9AgYNYpFMBrCNNLsZ9K+1MVIzX4ZZf022gOnsjWOMnj7K6OCpS4z0GtCHk+c+kXNUJtVNj/kFBXn3jXSzeiejk6ucqy47osVIQGifNrk2T1/8xanzHxGfspy4Naul0rgs7KYVgHoxAZYxh8Bzfvr1a2xcnWlQ3ZssCcrXJ8RvHBWfI7X9S223ETn2Rmr4z9eM5Nv47iAy7enHUeRuGcLz+G7ci+nA4/jOPF3Ziazl3cneEM4n84KpV8bNGJYfVqcynerVxam4AEdksoLHQkGkK5vbWODuYkWdiv70blYBb08HJoZUJn/dQJ6tCOX58rbyGEbOxkG8OjCS3BORhtfS+aUVOAXaRiTg0ZJ3cZkU8WQCFO21oClug5kuCUtqhSDspD0gCuRz2mVnyZguWNgWo8WyxbTelknbzA0Epm2gSVIyTWJiaLxiOS0TY6jctyvlenam47ZdhG7YQJiOIE1Po9XaFFqkJBGUnkrrzExapG2mlTBT67XraZC4mvA9e/FtHYiF7wphlgU7sV+wGccFmdhHKnhEqkVlYrkoHeeFaZToPIQL313i+z+uU6pJF2GdVRSfuhrXkatwGqOdRs1MnOPI5diPXGyyUZvuWHo7YuNmj8u4pXjuvolj20G4V2tF2e3XcdjyOQ4bL+CyPINitRrjW6c2KTe+Z/sPT/nhiXoflW4SSBKQhRPJa9HGVO0YqoPSzIxXYY2tWwE3v7rGwhULKKdsoTWjndzkjm3ZsimVv//WNh/9rMoi9RyFvQxyjZXnFi6bh19lcyae8pXLMG/OTL7+Wofu6uf0OwI0kYtGxkyTA3IsxgyoAgIFgtl+YwL49p0vWZWwVGRkFSOQqtSrSIz8/cff2h1Is3Xvtp9+/5Y7f3z777n9y7gG077NNkrRiuOXP79h/+GtfHhsF38ZwwjMbJ8OdHujPTIMaWhmHedEzzLOJXJUiEg2CbJjC8k7qcmAhWRp6vmMAOrMEh6ljGNvryb8nTqOp3Htubc8iIexXXi8LJzHS9ryMrETP6zqSlxP8a6+dsLCltQuVYIvV/Tk5coQdo5vQ7sGAfg4F6eY9ozW3s7ahuZRHAu5/wosWwcbzs7pSH5cRx4vD+fZKmGzmM4i7TryPKkt2ZtHC7gXCvMsMv2NpsUVQOLDcgUUuSLJtGeC0U6kbKPtRJqh0ySEMFHu5WRen9d0dgyHY0cbzQu1Jo0hZM9OgjLSaLtRvIsY/+CN4mMEJKHyWu2xwygVFkbHzTsJ3yj+NzWNkFTtlqMMpJ9LpZW81myDgEd8UKPVK2mctJIuO3bj1ai5VKwi1WyiNxsSTSfodhIGcoqSvwVEtpGbsIzehWe/yXz/5+fsP7YF6xZdsJscL+wTi9PY1UYq22HcKmGgFdiOWITDmAUUGSMSbohIuRoNcXAqjnU5L9zjduC95go2FVvi3W8kPntu4JT2HfYbT+A8N04ucgAN+/Vm059ZbP/+IX/mSZDnSsl7LqpemagwoPRRWUhqeH3MfsQ/D39ly74thPfqbDCFBky5mhWNVba/+famhJHJRkbm6r3s1gMx/6lbNhLUvq0hy4raW9K9bw8jYZBl9KrWwNRhFPKb4mcMZtFj0ON5e0ymUTf3r0ur7PtoJ537d6aIYzGsXW3oP7QfR45++FZq6f5MIOpQgBMXTzJ8wgjsXO1p2KIejx7/Kqyj6frCc30HHqPI+epcBFk56otUmglYC7TLjf6tzCnO8OXvpG5PYeDofthL5WVnV4QLGdPFD4gkE69jlLMLBThLpLaPJvfgVF5n9GJCcDW2jhNftLoO/6wMFsYJJTu2J98u7kXSsEa0qexOURthcBs7WlXy4fTiHuSkduHNsuaQ3JvsuN5cnhpObPemDG5djcYVvajsY0eJElbY+Vjg4evMt8sEbKs78Ghle17Ed+VJXGcep4TzSgD459wOvDg0g/xrItfE3xgeyCgq2+SYLwjoDTApaEwAmX3ppFyMJ+fiOmEr8T0XF/LT/rn4iNrwbhtIl+27aZux1ZjYI0gBJBIsRFgodEsmjWdOwbdNCzoLqDroxB8bBDgCHu3PFpSucxYoeETG6TS7aWnUXDCPNuvW0mvbTnxq18PCMSoDq8XrcZ69xWQdAY5T1CZc5m3GIWqngGc9pYaO45sfv6WrriXaZQhWUxKwn6DZthjsBDi2Ch4p1uOWYzUmCtth8jh2Oe69x2NZwVOkgwWOjVvgv/UGVov2UrRkNQJmxuK37Qf8Mq7hkHgcx76RcjCuDIxNYc3veRz86T4v87XbinaT10BVKfM2qFTWCHiMtpLXWeJ/BhqAsfW0Y8iYwcbgrqcvtDFVNw1WDXCTZXKFNT4++QED5VzcSprDpGs0qEF8cizf/aB+QTcNcp1CSwGqWTJTNhVKR+0NYdbuOlPMC65+ep5xU0YTULWM2T2kUQ0S167mzm//vR7pa+4++IW4tSuppyNOpUauUL0cK1cv5sr1M7x8ddfwNFr+N/CYfkeYT4tcA/O8TBCdvvQJQ+Q66MDBHsP60HP4AKNCaFLTn5enV/Hm1AJenRYAqa8Rj6GNjXnH5pO1dSisC2dWYCUGy2efr+jK7QU92DaqEeODy4vschXQSIVkWZSivvaUsC9GQudqPFndFWL6kJ0ykt8T+pIr7PE6ph1Za/ryJH0Ev8b35JuFXbmzug/TutaiqIM95xeEkZ3YhaciBR+t7sTTxG48SejIM/nsx30bcHfrRAHCUgG2yDfD46wi+6z8fX6JFAGQgKVAu+UI2xjdcuRvo6+cyLzcS4lGFu7N6XkUXEuiR2B1iTN3wlLWELZ5O8E6YbtYj7bCKiHCKG03Z9Jq8Xy8m9Wnk7BLp8zthAuw2gmA2gpwggRAbYShWgp42giwmsWtombkLPnednpu24ZnrepYuM7ZIAG9QfyNMM9b1nFaIECK3oTrrGUUr1OPyRERZOzdSp3OrSk9ajKOkxJwniTsM15kmkg4A0gCFsuxy7AeuxSPUYvkcT52YxfhFqq9D9wpLnrYf/AoSm3/EoceYylaqSEBm0/hveUqLusvYbl8O67Nu2PlV4q5p2+Q/uNLTv39UOp9nepVZJsUXWVAa18jFSzg0YBW437l1nnWb07mV2PiQt2ECYyaXmWddsbM4qs7nxG1fD6ValU2Mmw2ArTBEwdz/soJdPSlueWKTNQJ/jRj9kzqcZ2LTI26/J4O6xYPZtbwb3jy7B/Stq03lrdXmWLv5ci4yaO4fu2CvK1BrfJQi7LSS65+cYXhIhNc/dwoLgHYpXd7YxFiXcbdBFaOHIf2IlBfp+03mjAwkwamZBNJprPZCHgLme73u7+wdmMiIZ3bChgbMH3hHK7oBJGyjZkxwagYFo1rL5ItgddqzM+JN1AACXjyTkWTtW8qOZmDYW1vZrWrg6VVcarXLEWJsj5Y2gnLvJVgVT2L0r9dedzd3FnQsxmHJ7dmUN0SzAwrx6k5zfknpY8AcAB5cV3JF3A81rYeAcWTDT1h5xAOTgiXYynOpsENyF/fR97rKbKwHU9jO/FSgPN83RASQ2vydcokYx5p7W2gsi1fZZqwT+45lZoCqIva9Uf8j3gzZZyCq0nymGi0U+mYolcCuNzjkSLd1pAypZuZSRXpHbprG4E7t9N+117Cdu2jfeZOAgUEbWMX4tW0KuGJ6+iRtoeOaVuM+ajNCd03CvNkGiU4dT11IqfSaMV82uzeQ1cBj3N1iSPneRtxiNyBzaI0AZCwjQDHIWob9lHpeHXsyvpdGTzWVd0WTGfHie2s2S6fCx6A25S1OExYKeAxi82YZcI+K0TGLTPafWxGLcV61DKcR0Vi16wdtqJ/rcp5UHJJJm4bz2NdKwifDp0oc/g7nDd/invyfjxmbKRI2fpUbtmCzB+esOHbf7j14L6E4CsDPNqKb7SZFPwjAaW9rrVGVnlVmPkSdjEGlpme4u8H37F1r1BvhxbGMu0aDE1aNGHD5vX8fr/QL2ggCrNJkJpdZLSGV6P+jJw35sJd5v7Nz3369Xkmz5mEV0kvqZGLyf6akrY1g78fFna/0d9WD5LLP09+YcOO9TQMamzMNVeuajljAd87xtRRuj/9fTNLpx7KyDJKUW+jxRhUJ0WlotmLO0eU7D0+OvYBfUYOpGbLRnQd0pvdH+7l8dN3ffIePvger/KlsBbJ/N3+OXBFG0BX8Er8TrY2iqqv+Hg2zzcOJSuhBwXrejO8VUXDJ7i7FMXTw47a5Zzp0TiAxX2a8+WiTsQPbYq7tRXnowfzYlUYhyeF0adJdar5O9KonBOTwquwfWILbsxvzU9Lw3khAMlJ60LOlj7sniFy2rmo7K8cz9cMIiemEw/iQ8QvdeSleKmslN5ENAxg/7zhIH5M09Aq3QrU92iPhyvCkuJ5CsT/qDTLvRxDthZNXV9IksognnztEXF+EQUnF8HZVdw6MBNXt+L4dWhO202x1J0zkUYDulF7Ql/aSyUavn07oetjcW9egSaxKwjdtpku4nPaSwk15NsGkXnqfdbTZHU01aJn0jJjLeF7dtEtaS1FvTwlnhatF4m2E/t5qdiJx3GIEtYR8FjPXEPVHv15ki1SQmrujTvW8PWvn3Pz2id41G+M3/R1WE9KwW7CamyEfWzl0Ur8j+0YAdM4kXNjV2E1cinFxkfjOGA1tlWrYOktNX6TpvhuuoDfokNYBlSmzLQkShz4mTIpN7BfdRTHYQuwsHem85SJ7Pwri63f/MlfxtBmKVLzvpHyTkK9kzRaM+e8/ofnefe5+uU1JoqedfYxZ3LxD/Bj5rwIbt0S//PvtL1vvYzRyKjAMRMA5hKDUoyEhFnD//PkdzZLJdIsSEBoWwyPMn6MnjyGzz6/Iu+qfFPAqI/SQRA6TPsCE2dNwM1ffIJjcdp1CeMj8T057y8BYnTTkd9VHyXF/D0Fqv7mCwGw+BijYjAbU3/+5XtiEmJoHRpEcFggq+OW8dPP2sWokN3ku0Z/txzWbUk3znt456ZwM0WAI/5GPY7IodxT8nh6Cc/3TOJ5an9eJ3fjnxUdaFraBW8x9x/NDeXzuS25vaIfjwQAxDfj55gelHF1MNLTP6V05/nSVnw7tzV/CfBuzGxPdMfqBFd3pn5Zd8r6O1E9wIn2TUvQvpEfLcs7Ut7XA0c3F7wcHTg2NQziWnM3rq94na7kLuvE8/R+jGxWiqWD5b0zUeSdXkzOqcXknRGmuSie5/piYRl5Liz05oIA5YqA6PIyuLwSrusoVSlXzeevTq3i3oGFXEufQk1/uf/iga0qlMC+Zn2sXRyNaZaLlbKl6sIpdD25h3LtmtJ63jQ67N5Ix83raC8Va/tNqcJOG2i3eQ2t1yym+rThlB8xmNK9ulEjtLl45Gb0DRXZVnzBOhznbBfWScNeWUeKnT7Oy8ClSRcSUqQGMKZVfS236bWxpoxjUHtcI1KxmpSM7cQ4rKVYjo+l+LhY8To6/ifGKDbyd3EBUtGxqTh2H4VtWScsPS3w7N0X5113xRvFU9y/AgHr9uO580cs0i9iHbMXmw4jsHB3YPqW7Wz+8w0fff87zwp0DJA2FgoTqaQSlvhv8GiKO3KZLmsuLCOU3To8iE27Mnn876yaUtMX6BxpChLdl+kj3i+m1Hsj+3zBucsnmDBzLK6lXCmmi/KGBbFx26b3avnCBIAY9Sc/s21vOi3Cmho3zLu0D+OmjuWL796fCEQAJoAxhirI7yuAdGBgIQB/+/NrNmYmcu3mSfn7jbDfE46eOsj4SSMJFdCMmTCWE+dPkWesoWo2pBoyTvclnzWl6lMahATh6mTJr4d0BKZIGvEL2WeiJRijyRf59mrfJB6nDeRpck/erOnO2ZnhOIk/6te8IllJHWBlEC9W9xIZ1pnnce0Z2DTAuKYbxrbl1TphqoROfDCkPscntqEgrruRBLgr5aelHdk7sR1L21eitIM1FUt7M71rVWKFeULrVxJmK0KnWv48SBDPs6ofWSs6krNcpJ5IuYg2FQVs5ck9Oov8I1JOLSRfU9bCIpyLEykm5eZS+HyhlASyxPfc+XA+lzaMYXtkVxaNbEu/jvVp1KAsZUXhuPn74Vi5Ae6hIQSMGkHpHp0p5mIrlZkFXiJF/cXLtZ7Ym3K1a1C3bze6HviAbps20W1dEmGLI2k4ZigVunbCv2EVmjQsxegONVkzKZQbG6bx+JPFcGkVFi4i2+zmCdNEixxbsBV7kW7KQNYLtwsLLMSpaQO6jB/BhMj5tBsxErdWoThPXUXRiLVYTknGasYGrIWFik6Mx2J0DEVGJ1BsbCJW45MEUEnYj1mDxWT1QLE4Ne9DkVKWWHtZ4jFnCe6ZX+HYvAcOTdrgs+8LnDdewSflBDZLPqFYbZEJ1UqT8PlfbP7hJef/eCwhpg2S2gj5v4DHYJCXXPv0LHPmT+fyZ2clkDRo38i/Z+Il/jFMeIF811jfU/Zj+qbCGt+Uen/c/5W4NQnUE0mkhjtAPNJsHdz2TeHqAVqUZRQ4eZy9fpZJEWPxLuVm9HBo0bY1aZvTePy8ELAKVh0KrpJTEx1yvEb3HDOdrI9Hz33I6KkjcfEzlxKpULuiHEMcA0cPZsCIAaxLS+S+MRpVz0fXJzWPXb3QawG5JhA0+6fb4RMHjH2sF9PPl/G8vCRyRrxC9rlFUnNH8/LAeJ6ndOVpUldeitfJEfaZ1d5ckSF9ZGtYIx5EgPMqti2PkzswIrSO8V7P5qW5nzKM/NX9yV7Tl/U96rC6RysepvTnwZJ2PF8hXkfk2OOVoRSsbELfmt4EVi7LvXW9uJuoS3x0wc/fjuJSsawa1QYEuK+WtSJnWWcQhtvYpQnuTkX4YbdIt0sLyTo2j+xTiwT4q+S1WZxIGsGGyF7MHRlI37BqNKzth1dpD4qWLE2RqjWxDu6IXd9ROI+fgXdkJCWWrqTKkkTqRkynTHioBLo1LpXr4N2+D24lSuFe2hX71oG4NGyIX6NStJ40hGYCsMaBdQlvVYVR4TVYNSKEk6uH8uRItDCbgPh6kgA5QSqgJYaktHCanylMsxnbBSLZhHEc3wLIdv4mHMX3OM1YiePImVj1GonFmEg852ZgMzeJonNTsJ2RgUW3qdg1bot/o/pUrduAyrUaU7ZSHTwr1MayemOKtuiA9fAIik1OxGlgNFY162DvIga7RjncN57GO+4EdiWr49ZvJs4HvsUv8SNs117EdoqAztOLFj26kfFLARu/esy3TyRgjK7+CiABjwT+v0V9gsg5kzkUCNkSXNrrWP3DfXn/bynmKMr//mxe3iOOnT1ErxE9cCnpTnFHK6Mh8/DRj0VqFQZ5IcvkcP/5z6zfkkyzdq2wsLHE3cuD6dMmcOXqmbef0a1AfuuFMIvKMh1KftcAfqEMu/P3t8SIJGgeLEwlwamlbI0AFsREkbgxiSXxS8T8awWg+1OW0bnvtL1HgW+WXDn+XPV4r/+U5y95lptF1Sa1GNCuLgUi13K1A6Z4hJwziyQQRQodjuDZms68iJWaP6Yjr1PacXNVZ/x9XClrV4RPZwaRldiVZ+JBbiwKp23LUsZx9ahZQmRcF16t6sPTuK5kp/VlYWgNekot/zBRPMzyEO7HBPKHAOGvFf15s7o9y3s0xc/GgctL+pMV2wIyBrG8V31hZSuqlfflzvKOPE/syY9LQ7g4ow0TWgRgJWphSI8GRPZrwriuNZnSrhqNmpbBr7w7Vh5OWJSpSPFGwdh0HSxeegb+UQmUSt5NuQ27KRuXhN/M2bgMG4htp7bY1apJUe8SFPP0xrZSBXz6DKfkooOUTDmMW7ueVJgxj4qx2/AKDTeWdwytH8DhqF5cSR7Bg8MClutrhbV1ZlRhPGG//NMiFU8v57XI3hwB0MvzyVjYLdwsYNE0tSnZtGiDqZ0AqLgAySZ6F7ZaonZitWAvRaI2YrHgAHbj4nCuX52BTcTodarK1xObcXd+O/6eXo/vRlRnX3hpIqq5EuheBHcfL2w6D8VmagLWPSdjVdqToq5iTjsOwGf3ZaxmpVHcrQr+yzdgu+cOzhvOYht/FPshEQIgZ/qtWknGX6/Y/d0D/srWtWik9hbvY3bDfweeQhbSGtkAiJGxUlkjQavDm/+dbFCBkMudP75nRcJSKktNX9S+CJVqVzIaNn/6RbvLmExkMo2GbxbXv7gsUmw0bmWEZWwsaBnchJ17NvHggQ571gDPF0+mYFFJ+NSQhcaS9m/NfjYPOH35GEPGDMHFx2QZK8di9O7XlYMf7n5PXhZuWQZgjHatwvOUou1L5sjb54bUfP3G7Pkwe1k0tUvY8+Tj1XBhuZhp8Qmn1efM5/n+KTyQ2v6lSKZ7ie15ntROJFo4CzpJQFsUYWq7KrwUYH29JJjITmUp4WN2fRrepgE/iD/JWtWbp/E9KYhtz524YVQp6YaLkwUfLRAQJgrLrQqiICYUkvqBfOZWVF9Ku9mxcGQwn8Z25MjMpsxuXx07K51434l6pRxpWK0kZav54VbeH8tylbBt0RGL8pUZ2d2Pq/sas2aiMKLIKhcBhndiKt7JG/GITcdxZiz2g2bg3LYXNtWbUrxEeYp4+VPUPwCbslVxqdYA19btKdF3Mp4z1uC4+jCeG87huu5TXCW2nDuNotT42VSMSsO9WRucqleic7OaIgfTRB4mi+cStj65gpcnlpN1Up6fiiH7xEq5jrHkHZdre2gO7JogMRAlHidy27/gUdZR8Gibj+u8DTjNF6ZZsA3LBbtwnC2PUTpMYRNeNVuwuEd5PuldhztdyvJ6TmNeLWxB1uJAWCYlujVPJzfgRLgnw8tZ4OLtiVPvObiOXY9dUA+RbtY4OlnjJvLNdd8dLMN64Fy1KSV2/ITr5kt4pJzHc9lB7IN7YOnrTNTJc2TcEf/zcw5PRPMbk1ho635hUL0HnsKiGSvDxxjDEMwaPyv7EZ8cP0TXvh2NydbtfBwZMGoQ5y6eocAYxqzAUrbRGj+ff57+ROr2RBrotLZSM+pEgKOnjeO6kSwwG1vNbJ38loDGGE+Tr57mvYZLzbrtXEvDwAZGQGqp0bAmsYkx3P5JJ2/U39P9vJTvC+C1j5wUTWa8O7+3j4XPC/82uuLks+/kUXzcbLmaNsnouZx/do6AJ4pXH0bwKGMAj5K78SymA7mx3cgRf/IyIZQDs9thZ11UgtyaH4WNjkxrSCkvB+P4Atwc2TC8Fs/XdjakVXZMLx5mdIfUbiQObiGSRe5daVEGddw5Nacr1+d1ZvP4ViztXYMxrX1oWVPut1RIruIxfLztsPMSBihREfuqtbFu0R677oNxGDUbL7ENvjH7cFtzGJftl7DsO5HTW9rCvYYkTy2Pbf1wbAZGYtG0KxZVGmIdUAXbMiWxqVQZe2Ehl3YD8Rg4F+8pKbjP3oxL9If4p1zFI/WilAu4JZ7BcenHuMV+gu/SveLlU3Bt0wP/br2oPHc9Hs2D8WrckFrl/XhxeCG6enbusaVGyT6pHWdXkycA0p4ZeR/Og62jyEnpwW/RbbFwmL9dALNLyjYBj7LQJgNA2kVH/ZCj/G0roLKUUjwqA7vFwkCDImhbpwK76/lzrrYXORMak7u4FQVLQsma24b7E6vz5/ByPBhemacDqnGgqQcNnIri2KILjlPW4jIyXmi1iTHFqm2VipSWC+e66RzW5QPxHTCGsgd+wDvtEk4JJwRc2yhavgZlRZumfH2XNd8/5vJd1fgamO8FkRFQ/wkes2OmCYivf/6a2UvnUrpSaezd7WjavAHrUhP4865OIqiAUaYxJZJOtnHpxkkByVBj8V/t4tMiqClbd6Ry/6EObzDbZcz+bQ9Fjt0XJrhnZAHf+aHnfPblRWZFz8C3nL8RkDbutvQc2J1jpz7ihTHXge4nWx4EcPJdc6ZTHRSo6eq35/V/K0ai4Kkxu6dfgB9x4zrBp2t4c2I+2R9P5tWWIbxKEOOf2Ik34mFex4WSG9+N1wld+XRxByoFuGFrVYzNY5rD/p4s6a4rOBRnbHBD/l4pDLKxDwXJ7XkhbPIscQh3Fg3gg9HBVLcuQvnSZQjuEkxROS93R1vcy/ph4+0nHqQEFnWaUrRJGDYd+gtApMKcn47n8oN4JpzFdc1lPNZfwWPTd3ht+poSW2/htfUznNaexXPNVZx7DuHqpvLwQ4CwVimK+ZbBs1t//AeMo9yUZVRcmEbptZ9QWuIlYOcFfLeexGfjUUpuOIZv4iG8Vn8gv7Ufr9k7cZmTidPMBOzHRWE/chEBg6bhPHQS3i074RnchiqiotwD2+PcohklSvvwS/pY0AzfsSUiz1bw+uhSXh9cQP6eaeRvHk5ecie+nFSDCY19KO8n6sNpwQ4BzU6jE6ijgEZT1ep/bBbK61F7cY3ciNXCLVgs3kbxmC0UW7gXi+a96FXWiVvtAiAyWMxlG+7OqcuDHhX4oZUHHwW7kt6kHDMqlGF5RQ9ONypJd29r7EN64Do5BbvJybiMmI9NxQCKOFvg2k10975vcZ2znqIlSlJm4VZcPvgeh6TzWK77BO9RUVg4exA4cSwZ93LY8PV9vn8sgaM+4HUW2SJfXr++K4BR9nlbjGB8wuffX6PjgC5GpqV09bJMmTORb77XFRcKM2AqqTR9/Ya7D34mdVsqjdo0NILdu6Qn4yaN5PMvteFRP6PfERYTKfZaZKDOp2ACVaej0uPJ48nLv9h9cBth3UOMhIPup0r9qkQtmc2Pv2hqWUGqoFFJqSvMmR1JdUzOv+08si8tplx7vyho9HtadL42kW/y3Q5d2hmV2esjUkvuHE9Ben9YJyyR0J0X0R35cWYgZ6YG8tGk1uwd3ojkfo1pUEE8hJj3foHVuLG8HzejOtGpYQD2DhZ8GNGeU1MCWduvJbOD69C7oQ+NK9oT4OmAlU4YUsoPl3qNRDaF49B1pATmfFwWrsc1/rBUeB9iL9LINeOKlJs4brqF+7Yv8Ui7gFPSKWxXnsRpsXxOGMJj0QeUWvQJ/kuP4bhwP9bxJ3HuNpALSZXh6zpE9i+BVZ0mVNlzgYC9lyl54BSl0w9TIe4QZVfsofSibaYsm7oWy+nrKa7NJaOWYD0sCqvh8jhkPq5D5uDbb4aonql49hTJPWgmvu2H41SjLuWmLsJ+wCB8O7WjVIUSfJEwAE5HUXBoOuyYID5tOG829OGJsPaxaYHM79mAsPA2jFq0kPSzJ7V7joJnO44i3Zyk2M0XnxO1TTzOVtw1fR2VSdGlh7Gdl4Fj22HUqVGbOQ3c+WFSA+MGPVjQjG86+3OksTvrG5Rkclkfennb0qR8GSpUKoOLhz2Dy3nSSkBUvFtf3CfGYjNByrREuVBDKObvRBGhda/JkXhuv4Vt52nYlW8sF0qod/P32Gdexi1mPw6dBlPUw4GIzD1s+bOALd8/5NErCWRj9KmCx8ymvSsabA85de0TwruHsWlrJs9faopZg1fZwUwPa7vMhWvHGTN1FM6a7RJp1ia8FanpyTwwJk/XQDfnPCscZqA+xsh0GW0zKgdfceuHy0aavGQ1c7kNSxdL+gzpzZ4DO3mVo597mylTaSfHZvSOkGI0+sq+TRb9n8z5fvn3PX2u35Pf/urXW8YxLxkUJDp8jJHFureyNwfHtmJMSDkaVLLH292CYtrTWVdk02XddU4GqyJYuNng5F0MVwGMi5UNFvYCDAGIo6cTxYTJijapQ7F2YVj0GYzloChsJ0otvnIHLqmf4JZ6GK+Mk7hlXsd5zRX8NtzELU2YI/UyLusu4LnxKg4J53GMPYvD8qN4JZzGfsXHOMWcxHv1KdyXSaUoYHJJPorjykN4JB3Hd++XFOsxhm2RVXl9qRwJo0pjUbE2dsoe0zdIzKzGbvgybIYtpNjweViPXojV2Ghsh0YJoyzBdlg0doMEyP1n4913Em69JuLaPwLHAXPk9VnY9ZuMXZ+Z+PWZjEOFajjXEX8U1hqX6jVpWsWV3zeOkGs4VRh3KA8yunJqUVtW9qlD14al8PB0xDWgDI079yNkzCTaTJhmgscpaieOUuwitwt4dmArxSFSWWg9Fsv2yMGnUrFuXRY18OfOiLriTGtzd3pDznapxN7KLiz1taeNAKCIjxUWrpbYW4opDOqARc8BFK1WDVeX4nhWCsBuxBxsZ67DZVwS1hMSsYhYhEODYGzsi2EX4IXH6jN4rLkpkq4Zvu3643voe2zTvsUp7SI2izOwqlYH37IVSbz6M8k/v+Hoz39LECkgdA63F/L8HXgMD5J3z/A9habfzK4paHL55+EPpKTG0LCVsIwEn5u/G9PnTefmZzrfmso3kV46Fa0Eu86dYARvgXaRKZRmshdhgI9O7KP7gG7GiEoFTfm6lVmVuIIfflQvo8DTBzk2HWpgeCLdnzCHFDNFnm8A+MmzP4RFdaabQjZ7Bxr9fS06j51OI2U0GAsT5uU/Iykzyeg9UaaELQt61WZMaCWqlHbCy9OZ6hX8CGldhz7CgsM6NqFvYB2CGteifuMSNK1ZimZVy1Gjij+lq/lTWUBfo7IXpUt7GgtRWVQuQ5GQ1tiOm4rzxn3YHbqC9b7r2Gy5KhJLgJBwHJf0q7inXcMp/ixucWfwEYB4xp3AddURnBUoyz7CcdnHAo7jOMedw15A4yLs4rFKJJZ8ziP+CK4Jh3BdthuvxbtxjN6FRdeJRAypwqO93mybWBqbkhWwHzMH+0HL8BsYjdOQBbgNXIBrn3m49IvCZcASYZOlOAxcKCBahN2QaJwHS1z1j8Sq+zSKdZpIkQ5jKdamC7aNm2DfIhBH8Th2ZT0oJhVJUUspxZxJnxFM/ocjuBnTjSW9GxNUuwx+XnbY+rjRefpc4g4eZOOH+0nedZC4fYdZ9fFxAY9INi12ItesosTfRG8zEgYO8zaJx9lO0eXyd5f+zG3kyV+93bjV2YMPWvuzqY4XEQGO1PaywVpMYVG7oviJNHL3KYJlJR8Bh9QIs9LwHjAeq4ASOPHvKmoAAJDiSURBVJarRpnB0dgMWYzjuFXYTE7EZkqcnHgkxStUwkqCz7FNe0puuoLDsq1YulbFbdpSfLd9i8umi1imn8V5ykosvL2o17MvG3/OIvHrR1z7R0dymvLtnbRR8KgfeWTIn1wkACXwc3If8emXVxg9aTjOPlLLyoVrGdRcWCmdBw8KJ/dQYGj7j0oqLWYAmz0AzETCX3d/ImltDLUaVTcAox08O/bsxJ4PdvBY52Mwthz5rulddOTrv/3U5BgLM34Pnv7B7gObmThtFOmbkkwZKL9lDvp7Bx7j9//9Xg6//PktSetXMWpcf9auXUmTjq2FVaTisrLGWo4nrH4Foie0Z130QLbFjuXijij+ubAFbu2Ba2vJPrearOMryToay9MjsfxzaBF3Ty3m/ifz+XP3DD7NmMLHq8ezalI4nZpXw6taRSyatcF2RCROKz7AZt1x7GM/xCVqF04Lt2GzdBfFlx0QOXZQyge4LD2E05IPBBTiZeW5z8qPcV+yH7fF+3ARm+A4LU1YLAUrZbLxcTgNX4lNj0hs+i+laJ/ptGwWwIkVLpxe6EcDUSwOPYZiOXoZbv3mYt13GrZjBCQjF2I/PBK7obNw6iuM0mkIlmE9sW4dhrVIPceaNfGsUY4y8v161ZxpITaieWPxu+Kzi3gWwVoeXds0xrv3GIq7ONGlTQC95Vx9yovHLVHcYGkPH3dqNmtCvaBgmoaFEdy9M30mDGf2qqUk7tqGhc1CAYowjfWiXVK7y0mNW4zD5DhsojMpvli8zsqdwiBTCK5Qlv0t/bjS2otrzTw43KIkkdX9GFTJg4m1SxIlNVlUtdJUc3OnSOcOWM9MotjkBNGiCXJxIrAVk+bYqicuvSdgM2mlMaTBe1Q8tpNises+CktfV5xd5ITGTsdp3z84DJmNZanyVIjfj9OuS7hs+RSnNWekhhkm/seWkSsSSZJKOOXb+/z1TAfQvZKAU4Z4JrW7Zr80lftIQu2hkSLWwIuLW2oEu7PUyuOmTeDmLV1p2szCqQd5k/+PATIFTf6be8IJmskqlFzPuXrjNGPHD8LFx8xIeZfxYubCGdz6Wj1UIcvIfvIEfJoxk+c5AtxXRvuOMo3uJ49vbn9hjO0ZOKyXeKE5XLl+3lh+3lxA676wjNnp9fVbL2QyYRZffXOD6OWL6DG4NzEpq/n9D3Ndosxd6QaAbeyKsWHeIHR622cfzuDOpgguCAg2z+jM3L5tWDO5G38fWoquXvDq7EJyLkTBhVVwTEzxxeXG9FCcW2mM/dEJ3rmVDOdX8M3mCGImhNGkXjmsRUYVDeqBw4QVola2iHfZhOOi3dhFy31askfAsxdPAY3zvN04zxGgRGzCeUYaThOTsBm5AusRSyTgF+E4fBG2w6NwHb0K54ErcZFi1X8BRQZMx7N6JdIW+fDZei/mdxLpX7YWtr0FNMHDsW/dFZvALlg3CcKmTm2sqpTEpYwfpcuUpEoVH5rXcSe8oQddW/jQtaU7vYL86Nbajx6tytGjqR8+vtaGNLXVtsaOPalw9Ac8Onc3lYOPFisc3Iph6VUcK/G8lWvXIrBNE7r17EXPEWPpOnQo7bv1oVWgKCvrRVuwkZreblYCVsHh2NZpiJdoS9tVe7GdHod9eDcqtGhCywqeDC3nwuwa3qyt68bmxn7saOjHvgZe7KzhQUI1b5r5W+FYuwk2c5aJiUvGcWIcxabGYDcjSUrKW7ZJxmpKkoAnAYep8dhNWInHKKl5WgbjKCdkU74krrGH8Np+HbsmHXBo2A6vXVdx3fQFvusFQHKstq1DsfEuyawTZ4n97Q27vnnKwxwdqyMeSKd1ytPe0DoS06zBtegUTrfE+GdsWstffxfOVaCSSQCn8yNor2UpRtcdozOoBmw+9x7cZsuedTQKaWB6BSnNw1qydf8WHj5+1y7zuiBLACO/L7LMWFNUjuPdsIF8kWW/ceijnYyfMpZeAwewMXMDf/5ReBwFcnza8VWOQwCkGTxzdGuuvPOU42cPMWnWSIYN68/27dt48kr3CQ8e3hfpmULtRjWM5ETXwFrw+Xpen19izPDJZQHBpXi4Esez0ws4kjCEyN4t+Wr7ZN5c1Q6VUWSfjUNXQdChzTorjXb110kLX10QZjqfQN7lucJWiwRMCeRcXMn51AiRgI0oW6EUFn5lsWgYKD5lIk7DRDqNWU3xUbEUGxmDlSgMmyFLKC5epLgCZsRSrAcsxEE8i734JxeRX07iTVwEMK79RHr1k0pbWMex51ic6rakbTNf+gTa0rqWh3gwUQkVK0tlWgqXEsUIKGlPzbJOtKzlSXhjL7o08WCo+LvRHSoyskMFhgSXpl9DLzrXcSWouguNxHM3Ej/bqbwDFUsKs7g64FLagfL161ByZSZlDnyNY5M2FBcFVcS/GPbuxbHzspbn5hwNOjLW2qM4vgGexnwZbXt1YlLkXGH65QcoOnUG5eqXpaGgzbFDR+yTd+DWJ5oSpaqypXd57q5oxaP1Pfh9TggZgf5MredHVNPqTK/pz6SWZehTr7RoZT8sW7XBVaSW7axkfCaswXlSHFbTBYjCMnbTErGcIH9PSsRqsoBpSiJ2k2NxmBQjmna5SIJZWFWtjI0AyKN1XTz3fCH6+RrWXpVxHzKVgD3fYZ/+OXbrzxnpR4sq1anSsKlIt99Z9eNTLvyo/kcCPk8DWGpwAUQhcIyFrgQYpuxRhtDe0tqOokEqANBOmMbkgBqw6o9yuPbFRSKiZ+ImF0xZxk082eiJo7lxU9t39DOynzci8XLVF6kc08DXedqEOeS3TUbL57PvbrAsfhm9Bvdi/OQxnD7zMflGAsFsT9LZRbVtR7vvGH3UjG42eWSLR/rgyG5mRU0x+radPq2LJJss+eL+36wW6eBd0c9IANgF6Lo1xUia3hc+20Cezrd2XmediRWArCL75FJzpYFPE/h11zzWjWhL7rn1Rs/l7LMryH47qrSw5CuQhHGurp/CU53p5soi8k5ECEspkOLg6hr+Fom3fX5HRrSqQuVSPli4SSlXj6LNOlK8x0iKDZuI7WDxuEMihW3k3g6djOOQmTj1nI1Tp/G4dxiOe0g/nFqF4SiVs12DWlhXqU/xAKmkvHVm1uLU8fVifLfSNK8pIKnnxuhGJRklDDKhXQBTQyswNawyY4Mq0KNeSQLlWjQp4UV9T5H1Ht60LuNNrwYVGRtSjVndmpMyrhe3kiZyKXk0pUqKcnCxJHxAGFWDu+K25SSeGZ9iVzvMiL9iwj7WHg7GID6LEkUo5isyz7coNp4CLk26aNEEjMWUuQRU9mVFQ2d6lLaXk5xBkQXr8ff14dj0urB7NPkpg8hbEsyz+bV40KcEhwVoHwxszbZOVRha3htP+dtq5Bjspq+h6Nx1OMij56Q1OEwRWTZdgSMyUKSgnbLOpCSDeaw04zZhFXYTVwmoYig+aQUO3ccb6546uFrgM0wM4Yd/YDs5CiuHKtRcugO/fV9jl/EZVjGHcRq3QALGg3YTJpP2IJ/0W3/z+T/aaKrtJup13nmH/ywKJLMY7TLGJIJmY+bTV3+wc/9GOvRq92+auXbrhsSkJ/LPo/eGHAhLGA2vylIGU2lbj+7HDPyn+ffZdXgr42aMYsCI/qyMX8md3wpZRgGgckylmR6DJgMUTMomebzIusfOfZuYPGssC1ZG8rlItcLtr3/usGjlfEpXKmkkOUo2r0uVnsF4tqyJlbcTx+ImisyKNxr1CsTX5OoYF3nUmTpfn1tKwQkJ/ksrWTOkA99tnC3PkwQki3l5apGAZjGvtJxeZPTA5tpqdkcO4VyqLjUi+zolIDuro1BF3p1cwRthKW6tR+dK+/OT2exO6MLMkbUJblYWrwBfLMoKK5WqLI/iCytWMyo7i4rincr6Y1HSXVhL2MTHjiLe4tW8pWbX0aZuxSnvLGxRw57JPStQ19WW8SF1WNyrBjPb+TOtaUl6SkUdUtGNoFJOtCrhQEgFD7pX9mNK85pEdaxL/NBG7Jjdngvx/aWimMbzI7PJPz1DzmeOMPE0Od55LB0VYtxb/7oliFy5GLvWXXA78B2u64/iUqkGdiKBi3jbUEzXoPK1kCI+Xrx8cZ+ictzih3S2IGWksgH+JNTz4Fh7X4LKOYk/icRSaDO5ZwCkdSF3Zj0ejK3H/XFVeTiqEn+EuZJRxZsvRgXCwgY8HtOYBU3LYdMuGJt5CdjOTMFleiLWEfHGPG9O4nkUPLYCJHuRcrZTU7AWEKlsU+axE89TfEKieJ+lOI2NwbZVB4r42mDt70SZyDW47/pWtO4g7Gu0oPKu83huuoFTylmKLzqIZac+FHF0YGrqbtbee0PaV/f47bkGsDCL0Xm0ECiFwFE2Kiwa7BrIr/n2py+Yu3Q2pWuac77ZutsxauwQTp/SJTp0f7q9MpglV/yTjq0xZjiVwDc7ZJoS74ffviY6bhHdBvViwvSJfHT0ELnG8vK6iazT9UfFx5h90zQRoAxlgubR499YtymZKTPHkpCyip9/KRzVKkyT+4RYec23tJfcNBsaTx1M3WF9CRwxksBp43Br2kDA48GR1eMEPIkUnBIAXUgi+6J4m3MrJOClnFpGvo51ubaKzRM7cnF1f5FzyQKeaAGFMk60yLel4oUWk39useF71k7sz5ao3gKSRNBpeIXFskQG6ipwOefiZf8xZF1ZIZ/VtXKkfBrDm7Mr+X3vXE7E9WJ9RDCRw5rSv30F2jX0plEVVyqWc8RP5JCzBJ/OumOtNbiVeF0dst62CrvnN+bhtl6wvw/bJ9aipb8djUvaUk/YtXNlL8Y292Vpxxqs69eYXWNbcGJWG35Y15eXh6by5oRUCLpkyUUpV8THnV4o8nWJVBxR5EvF8UoY9fWZSP75eDbVarsZ93rm4rlMiByDZXBH/I7cwm31WWHACtiKhLMUuWgpLFTMALiAxqMIVp5FKF3Kmk61hB3nNvbneHNHrnYtR5NyrhRt2pI2tUvxbEk7Ho2ozpNefjzv58f9oaX4vbMbt9q4M6uyPyfHhJC7oCF54+rwYmIjZrQsjX1IOA7zkrGenY6rgMhuZhzO05JxEL9jP13+nipybdoarAVAdgIq+6kJwj4i50TeFZ8ocm/8ctxEDxetKfTvIexTtTY+aSdxTv0Ey4qNse86goC953BPvyrS8jJWCzdSrEENSviVZNnNb1n/+ys++OF3XulEgSKpst+8lGK2AxmpawnWQiDpnAInzx+mS/9uFBPJY7BM09rGhIY/GdM36abp6izBhfaMFpCI1DOyb/nvGkWz8h/y0ZmPGDNjDP2H9SEuMYYf7+j3VR6qp3pmsAt5AlZhOW2fyRUQmmyXy59/fU9C4mLGThhESlq8sIuuYaRbnrEU/va9GTRo2QCnkh4EjR7KhAPbWPTpadrPn06Nzh3ovDiKkk0bY+frx+juTeHsEt4cjzb6ZGmXktci2XKPLyf3mPggec7lpRyI7MzJRSLxRIIVyOd1kg1dCvGVFJ19U3tfv7kWw7LhPdkVOVj8jjDUaQGXSDpdJUGBo5MP6ud11hpjTunTMUafMAUPOgHhdSmfC6B07Z3rArSzq3h+Koa7nyzl250z+SxzMufXjGLP8gEkz+xCxIDm9GlVgdbinzvUKMPsNpU5Nrst36b05uu1ffgyvhe/CSBfrelBzq6h5GlD5pGFcr5yTucXCUAW80YqhzdnzEF02q8v+2ws2XKsL/W4z8bI8zhjghFuRrNnlchLm2K4iTS8dmMvnXp2x3LASLyOPMR3aabZ/1J8jouLLV5SSgY4Et7An5nh5UjqWo+UXs2wOBNela9aOnK7exWaeAmVujixeWAzckZX5q/OHjzoUYa73cryeaCbgMyd9XWdWRhWmyvTO/JsYBUedKnPb10EYN3c6FbGi2JDpmOt7UazNgoTrcVx2locInS2USkKoIh12M1aj+0MZSQB0BR5XcBjK95HweM0Rgxlj1HYe3lj41wU52498Nl6E6dpGyni4kPpmYn477uNY9p5HFcdwSVisehtdxp06crmv16Q9O1jLvz2h4BGhy9oxkq9iEo4s9uLAkdrfWWCxLXLcJZzHjVhGOcuniL/X5aQ7xqyTGfKedt1xjDw+r5mzF5x+5cvjLkIeg/sxaipIznw4T5eZulndMt+C1Yt79Lm2tBq9lR4yVffXiF6SQRDhvcgY1MiL7LVc8lR5aike05O9mPGTJcaUacMdnakUquWNBrYh+pDu9F88iDajOyBa+1yhK2KxL9bEH7hIdhKMKwcFsTjLSK1dgg4dkwgd+88sg7MIPtQBDkfzRK5FcnuaR04ETlAvIvOBaBznq0yEgU6/3O21M46QUjBjRSWDu/OlSTxOteSBDTam3iFkVjQiQfzdAFfHS4t39NZbHLEX2nCQYdHG4tYyeeM2W90Djj1Xxfi5TGWN5djjZk9+TRFgliBJWD7SiTgl/K9c8v4Zc9cTieMYfXIUPq3qEiPxhVZ2b8FfyZ0hkPDyD0yg9yT83gtoC/Q6XgFEMaMp7o+0ClhzfPLyL0swNG534xj1CLndc5c5SFPvF/BpSj5ziI6tqxiVJq9hnbk+dN7VK/ZgOKjp+J85je85mygmKczniLb+jWvzPSWVZkYVIOBdcrRvJI3/hWcsfgqzJ9v27ryfX/xFSIJSpVx5cvxDfm7gy33urrzfVgJzrXw43irkqQ0LElEY0++3B3BN0v78XkrN551qczP4Z5khdozu1IJ7AJDjHkQis3egpV2Lp2dhv3sddjPEi80ez12s1OxMabvTcRG2Md2qngj8UEO4oF0PgTr8cuwnbAM94Zd5OCLixyxxHvKEpx2f4td16lYl6qAX+ZxbLd/ikfSBRzij2MzcBwWNjb0W5XAxruw5ssHfP1AfIhKKh33X3DPYB9jlWhDsr3zPw9ELhk+RosOeTZmyZGg1ySAlMJGWH3/ZfZ9jh4/xJQ5U+nZrxf/T21vAVdV1v3/I4q0igjYHWN3dxeItN3dLSoWLYKkUgqK3d3dOerY3d1K5/u/9rkwM888z/P91et/nT3n3hP7HO5dn/35rLX3Xtsv2J87D9SQGwUoYSk1bTpDhbzz+nQU8HRb3T2SOXv+MLPnjGfoyL4CuE1yVYrydDh8Yi8LvNxZv2mVgCxDi9y9enWHu/cuc+XaGTZsXa0tzdipZwdqNK2NUQld8pKC5gYUrFQEm+5t0DMzoIDs61CvAv7DmnLWtzO/VvaBhFEQP4TsKGfYNJD4we04PaevsJKA5GKIxiBalpozapEqP3nvw5fjgQLEHnzdG6i15pkKOFoeNbWVllyu0ZJvCHDUige6NXgETAKezIvCNPI+VZ2v5SGQ/bmAU8fTFFsJO6mFr1JPh0tdwoCnBWgH/UAAxAU1f8ZXji3m0abZrJ7alxndG7Jheie+7xa/TmUzlWvTlYQ8F0rqBbVAVgAZwnoKsGrFbgWejHMh8lklDFH3UknsFYDUs4sslfqvxE6jiDRO+YoYcOHCEZ7euIllaQsMPVZjdeQb5hMXUsDCiuIljDEvrySbSExRRHolpaj3D/qX5k5XGz4Mq0ftIoZ0bVCO5wMq8KCNEU8drDlvV5n1HasS074CvrY12OPVT248m+8bBxPcsiyP2ljzvpsVG5uWw6d3U+q2rYHJeB8KLtyMyaK1WHqouUJxmEkxUZlIPeIxnLeSgu5h4h+FCxMJkETKFZocTuEJyzCduBSDsYu01RiMazfEUIWvq1embMQuLGJvY1SzNeade1NJJY6PP4Np0BmMluygYOsuFCxpg+e+U0Q9z2HtnTe8Sk0VsxZ5JABSE+j+CR4VBlZTDdRAUMUS2sQ4NW1BsYQmy1SHaQp3Hl1habAf/QcPYNSYsew6tIeffy6wm6rJsrzRA3kdtBrbaP5QFunpX7XlE6e6j2fyNJUkRM37Sefhi3v4LBUfqV9vAcYoDh/fQ2LKZ7JzRCpmK1mn65TNi7Kp1/nLJ5gbGszAwDD6hsbjMNWdnsOH0WP8DJq5DdbmFxUtY0qPTjXpXqMM/aUEOjVn3/SePA504X2kI0t61OSu1wCyN40g++BiLVONChSkCJjUKm+c8+d+wnTCRnWSllxl7lT+kMih80vJklY9XT6nqpZeGbCwTN56O2olhLSLy0hWWW8UaC4qllJSTzGDjpl0rKRAplhP2O68D6nn58v5HiKzFmrSLlX8tgyRiTnyTKi+qKvufLkQxrGI6eyYYs/92Ilyrq+wnS/JSnIq8Kqkh4oVzwbp9mmZRlV20VxgqbxvGvAV+yzVZqlyZTkzB7bVgi8turfVvt/DO7djXLICFsu3YXXoPdZO7uibGumCGpYFMBafRwUP8isA/ZjQgAftrcgY3YQ2NkYMbVSVpz1seNDVmj/6ViW2Yzkiu5Zn69gOxExpr9Oxp1TYcgKnlzmztqoVLxqUJqxaGbYsGsoQpybkcxpCUe9tmA+binmf/hgPno6JGjIxNlD8HH/MBThmQoumHlHiH8WSf04khjNDxScKxmRKBAXHLUF/QgiF+8wgf5XiGJroUaK7CzYbrmLusZkClmWoIgArte2p/JEHKRhxFMvZMeSrUJGKjRuw/E4iUfeT2f/0Oz+yMsT9UODR9fT/PdqmAgpp2n7dSAAVANBJsyzSxEnftW8zE6aNZsAQV/wDfHnwSK16rV7Z8k/1JQngVGYdMfQMNQRH1SWgyc6tIyXlCzt2rGeux1S8guZz4+FVvvz6wKat6xg2ehi9+zjjs8SHh0/+Cg6Q/Ve9OomHXPOZmPiVuInP4zhzIktOn2Ljr2wS5E9bK4S3RfC+W1TfiR/QvY8ua07PpqWIcHcheKoLc1yaMblZDcY2+o2RDYsTN7g1iTFjyVjhROrK4aRumUja/llisF7i1ywWJ9uTB3HjuL1yjPzOnmLo4nyL8SkgqWyjaed8BAAij8QQUy+KsaspEBcFRJdUv5CAQkCk0vYqI1WT8bSV39SapMpfypN5CkRi8JmyP1uxlvhEaScVoIIFfP4knVXLigSQLMyRcUL8J5FpXA3gq4DqYvAgHqwaJXUJgAXoik00QChpqJhQzZ7VmFFJNnU/ledNAUvHjnmSUjHY2wOB1KhspY31Wx4rMlJeMSLH9arVwnLTKSx2PsXcYTj6KveBjeo8NcC4mD7mlobopS1tx8MuFjCkLhNrWTKvcVnedinCfbdKLKxThLCBrTnv54yXfX3mO7Vn07xeHPIazuVQ+cLPevPQcwi7axZjU+eKHFg2k2lDelG0py3Gdi5Uc6yM3YTaNLarSFO7mpRsXhaL5pUwa9YIw3ad0evRiwL9x2E2ZQkWIutMNTkXRn7xfwxGLsVorD9mPe20TqsCVmYUneyF6frrFHKbhWHJulQNP0wx5Q8tO0JBvz2Yj/ZAzTPpOGYCMS8zCbnxhQvvhGW0SJkKY6vy1/i3vxct3ZRsn7y8x9JQPwYO7cukaRPYd3AnKal5LJMh9ahpz8IqAsQ8hsnKkvpFsmVpc3h+kJz8mT0HthOwzIf1G+N58fop1+9cYdaC6fRw7CaAHM++Q/tISlPsol6CgrzQtwY8xTYp3L57EY/FM7BztWX05LGsPXqUAz+zWCGnBn3KIfptBmtEla76msWsXQdp59yPBp1c6T/Fi2qduqMvLapD07KsnNNFjG0SL+Km8WaZEz8CHcgM6klaQFd+hPQhI9qNtJUuJG8eT8qOKWTtm8mXDeMEVJOkjCd51wTxl6aRccidrBOLSBdGyFLLfgj7pF4RcFwXprisFq8K1ljlz+UT5b1mzAIYXTopkWZqsSsBmFYEQOqYVuS4yj2tkrlr16pr1H4Fxrzr1We5JudiBF/3Cxtq5wt4RIap/NaZIuEy1f3FLvNkpOaDKfAoaSfXq+dLVfWoIIfs51Ys66XRV53fpWuU5bmWhRUmTpRGqH1HrHY9wWbtTQp37Eq+QvnRL62Hfhm1ooYJehnhrXk3rgpJfaqwoXUVAuvZkORcgZWNbZjcojIPNszh4vLBbJ3bk53z+3Jz00z2hPVlwzwHHiRMlhZhKU+jRnDRz5a76+YxV1q7su3ro1dWn996FGHc6oEMiO3BvP29GRjRjCFBnRjg0VCkRg3sBnehertqFKleAuO6LTDuOoqCoxdgNGMpBSeEozcuEOPRczBo2YwCIt+KlPsNi+DdmK76gwJN+1OkYSNKJrzAdPkVTJfto4DPPkztXLWOw/Hx24l+A9G33nHnR4qwQbomy/4JGq0IGLIFFBs2xdC3vyvLggN4+PhmrhGnybWqU1XljFNRO/GLBDja4E65VhVUgpRMAU7Oez5+uCv+y26OnD/Kved32bJrAwOG9WPYqGGsWh3Dm/fqx1E+Uhpq0KlaYFfJxLw+IsVcew/vZPCIwdg792JZSADPX6t8dBkkCfgPvPuC//tsIgR3y19+oX/UBup06ETFmrVwne9NyJ2X7BYMbvqaydhVmzCwVHN09ChXwojBnWtxckYvvof2IWu5E1lBXclY2o3UgM6kBXcnI9KVn+FupMQMJGmFM0khDvxa1oufyx35tsKBxFV9+bmqPykbRpG+ezqZxxeLoUoLL4aZIhJOGaMGCjF+bfU3MVQFhiwFEiWp5HP25bA/DVlLlauknLxX52gLVSlGUoYv28xLobINJElYJf2SXCMlRRhOASBH3U+rU3UGK6Dp5JiSl1qKXgGO8udSBWDac0l9Gvg0ZpK6T0dIPXL88lyS5T692zfQvqe+k4fKdy2/UGoyrs7D0HN0o9CxRxSPuoNZS2nwLYWBBEB6JYV53s5tQ05IW56OqcTVrvWJblSCl47VcS1mzM7FQ8k47C4UqkP2220eLOrTheu7o7gQMYXUvX4k7RdNejmC93um8XLbbKI87WnWuyb9FnWi06gWdJzelB7+NZi8oz3+J+0Yu7k+Y/c2ZYsKZYpBH76yiPEra9FhckmqtLLGpGQZCtRsQSGn8eKwCX1OCaZgv1kUVFN1zfQo1Kk3xeIuYuqzDX2Rb5YDPSi19SEWIScwDDyDlTh7BWs2pGjFykT9/piYp6kk3P/MhwwFBDF+Acp/Ao9ipVdv7vL9W940hCQBhrCWVv71/D8ZRysqQKCYScmsn3xJesOJKyeZ5+eBvZstHgtmcu7scc230r3ExxK5qGUi1UY0qOfK4sWbhyyLDKCXoy0ufR3YuCmB74mqTvVSS0+q87/wQ0B78PVjnBYtpEKzFlRq1JRRISFE3n2hybeYD7+Ifv5JtqnsyYKpK9boOnyl8VGNiqGx6HtprJSUu+DlzLcwZ35KSQlzJTO4FxlqlmlgT1LDbEmTbfoyB34s7cWvIFvSRealRfUhMdyVb8ud+RHXn4ztU8lSKXw1oxSWUEBRABLDVUDRGEQAokYtKCBpTJDLTMqwdUASYxbgqGyguuifgEDVoQAo52uRPAGGWj5RC42fUwEOKVJv1rkQqVvO1SSZl9Srgho69lKBC9VBrIFTu49iRXVMnumUAnwQqZfmaTNvr8YvoKi5AXqm+dm6Z7v2rSdJQ9WwRVPyjXan2OEvFAk7JP53C8xMVcdpfvRGN7eGJW3I9qzFZ+eaHGxfjMeOFXATZLm7tuH7oYVcXT2T1VN6cTF2DMPtOzJvykheHpM/bN98snYvIueICkP6kXjYix87/Vk03xWP+NbMCOtKGdvCzD0+kYGbpfVd25XgYy4sP9KftylPOPPwNsuODWLNdQe8DzRg9o7fGLKiEfXtylC0gjn5a9agoMsoigz1x7CrGwXK5aOQ/IHFRk7HYv0fGI7yxKBYMar6bcFy6yOMlx+lQNhx8k9bJcZiQisHO9a/yCTqXhIHXrwlUY0M0KSbLniQ5+CrorLv6Bx8AYuW7UblIVDzhHTBBK0IyHSBhb+Krr8GPv96w5b96xgzczz9Rg5k7abVvH2nG7ipWCNb5VwQWadLNaWb0qB8o1PnjjNm6hg6de/MDPfpXL+hsvQoQCm/6oc8Zx7A4MPXN0StCRMZ157efXsTsX4rh1584pA8wpoP2SJVvxL/+hfrnqcT/1J8orfZrL/3Ecsq8j3q62NhaYZVCXPNQVatrKUYSnuRKr59W3LU3Y6HC7vzy88OItzIinET2u4raBxA9qoBEOWi7WfFYHIi+5MYaktKeC9+hLnxPX6k+ExztOE+KnunAkGGCh5orCBGLAavrUeaCxxlzKlyLE+2aYaujFqBS+1TAJFz/9yfy2DqXLUkilopLl38IrU/S9gj65ywmfJ5zvvIfXLD4gosGtBUil51bykCpjwWUgGOVDlXJZDPEfBzIwavUXba91KyWkUevnmlNaFPH9+hXL36mM4LwXz/Jwr5bcKkfCUtiY1egabNWdamBNlzGsLk6rxzLs1D8VF2tSyPo/gaM52a4unWmQM+Y1k1zYGPl9ZzZ5fKzOgF2yeSfXAR2aeDBUDz+bR1Oi83zCbefygTfGsyUWRauf6liDm9gJ03VjAxaiBn3q5h2wNvIg5OZfRGOxaccyDiVCcO3/bjxDNvoq44MXZTexx8m1CrWxmMyhUjX72OFOk9FtNaNhS0FtRXKIO1/xas1t+mSFsHjGs31VZeMNx8BbOIMxgEHcfYcQR6BgXoFxBB3AeROHe+ceWjtOSZaQKOn9KWq8javzKKVv4MY+uK6uNRk9+0RB4aY6j+mjwAJHHv3nmWRi5h+NSRzFk0i8taul0dOJTDr/K/qT6m7Cw1VUExVBbvvzwnRiScw0AHetp3Z1l4AO8/5gEtXU6R8wS0unskc+nmOWYtmks3F0emzHPn3gM1V0iNjUsnTXylH5kpvEhL4+pPYaUv39n0OomEV1mseZXGDvGHFqw7QMHCJbEyLcDq+cPZNNuROT3q075BKcwLFdAMxkDlMittRIuaVvRvUZXJXerg0asxAS5NiRzYkvUjmrBnYgcuzbXjnbBTTkQ3skN7is8kPlSIsFCwPYnxQ8ncL43paQGJ+ENKSmWJJMoSI1YLVKlwsQKGAo8qyoDVym5pp4QtxLi1pRUVQ8l7Jcc0w88tOgbL9YmUXFNyTO3T3quAhABF1ZlbFMuo+vOAovlhis3UPQVYisk0BpT36nj2xWV8PRVGq5q6VTJaD3Tjya8kvsnXvO7AHozqN6BI0FbM9j/HckEMBYupBC4BsRg0aMH4GtZcGVyJxIHleW9bkZONKxBeqySNrNRwCmsi5jhxe/c8XuwQmXY6hJxNo7Re3tfbFpN21A/ESTsbMIDby0dwMHgkfWf+xvhV7Sg/pjLTQ3tx/+JyeZgjTN8/WuTbJDaf9+Po8yiOvfcTwDjz/P1FMpI+4r/DiT4bGjJgtz1zTo3CdXFbarWwoXC54uSvZY1eJSOMC+lh1bo95ddcxTroMAaVm1DUcQDF9z3APOo21iF7MfLZglGTnhQoY8KUI2eJfw4Jf3zgaaIYpwKFyKAMlRrqfwEe3XwaxTzK8BXLZJOc9p0DR3cxf/EsYYtJwjJxfPicl9tA/Bk1GkHzZRTg/pJmarDp9LlTadejHcPHDOHIMbV6Qp6cS9XWHtVN2MshTe63ffdGBgx2o33X1iz2n8OzV2p5EvXKkP/kedLVKHDVjyX3EKZUORWS5d8T+cF3vU1n3UthoOdJbP2YzZxDxzCtWYEaVoY8E0NnpTOfwhy45N6dyN4tGN6oEjVLmJFfJXVXo8cVO+XLfa9kX0Ep8r0XKqlPu1pW+DrV5vLCjqRHOggj2ZMqsu7b0s4kR/YhddMkMo4uFH9G1IgCgcoprdhA9btobKCYRSenlNFr7KJAogxZfdYAoAAoYFHskgsgHTvp/CN1XIFOA5CwkQKReq/rxJXrBBCKaTTfS87XWCh3X55Ppu6ngUsVOcaNSI4sn46pYT70jAowOCiUZbe+EnT1PUN9gjBq0x2zNZcw3vsM8+nu6KmJZwW8osjfvi/lq1Shf10LJjY3x6W2Ge3qVaRMp54YdHLEuWsz/kgYw62YcbzfGMDpiBnEze2Lr2sj8X1EN14OZu6AjpwIHMz5iGE4uzdgRLwtFV3L4rCsPWtOzuTWH5G8fLaFOw83sPvxZoauG8maa/4EX53Lwq192Xs3kEkCntHbeuB+sC9zzvRj8j57Jm3oRdthIj2sVBKNghiWlJaysB7FR8yl5OZ7lJ4cRH7L8lT0WInhnocUjTshrcQZTOfHYFCmLOXrtSDowXuCnqSw/tFHvqmRBFqn6V/r/vw38KRpfT7KwNN5+vw2K2KCmDlnMj5LFnLh8kkVkNbZswKWipapogw5NwCQmvaerTvjcRvch1ad2+DhOZe7j1SuavXSDTLVTV3QhaU/f3lNSMRSWnduSceuHVkeFcbPRMVaqpNV/DCpP1sYU/lZat5SilpFQgOgTtop2Xn2wW22vPzB2reZrHmbQeSzZNbI4/nfvkGRClXoXr4Yn5YOIiO4A5kRnciMtCNFZNnLABeOTuvK8j5NmNutPkPbVBV2KkG9usWpVsuCepVsKGZUSAAlel8/H0WLmTK6fRWuedqRrpaTD5d6lvXkV3BvvoncS9vjLoa+hCQlsS5GiFELYMRQNekkBqw587lGrwOITl4pY9YMXpNrChC5PpMc123luGIgtVXHVH1y3p/gkmPaYFjld2nRvVzAKPAoCScAUmDSgUcHKq2fSPVx3Yxj0YjuGvsYVSnJhANHCBJJvPL5e5oO6otpTycKr7uJ0e4/pEFZvAoDr/UY+W3GYFow+fpMoIBDPwzdBmI2di5FFkWg7xuNWdsuhEywZe3sPqyaOYCZdnUJGNWd2Im9hHX8eL99HmVKWBI8y5ZLsSNxWtwR1+WO1OhUktBLHkyJ7cqBc55EHJ1CwoVpvE88wM6XK5hweCBz90xi1kEn+q/pxLR9/Zi43xH3QwOZntCNGVtc6RvbjcFRPWgzpD76lnroW+XXhocblilOWf84Sm64QSGnqRiWr0WZmL1YbnyN5bKjGAfuwnjscvQKm9Jy7ChWvsog+P4HDr5Rq7ipcWcCEGGV/wYeNZUhKfUzV2+cx8vPAw9hmoQNsbx/r/p7VMelOP+5U7MVM6l0v7r9WTx/8wCvpfNpb9sat2EuxK2N4+ufCxHL/YU1/hruk8q12+cZM2U09ZrUxqVPb/bu3yGg0PlTmnxT0xbkWdVI8fS/9U/p2DCHd99e4b/cj0ZNa1KmaSNC774k7nM28R+EfZ4mSkljg5Ca5+mb5DMrhmfnWvxc7sTXZb35HObM+6Xd+ClyLC3KmRRhkwzxaTKiHPkY2p13oV35GOGM38BO2BQ2Z+aAtnSqUVjHTHr5KGltxuK+jXgb7EJ6aG9SA7qRstxVpJwzyRvGiO/jSZKwUFZuRE5bIiTX6NVW7Vfg0YWqxYjF0LWifCcBixaFU+fLOeo8JdPUPk2+yfnqc3ZuHdlynSqaRFPnC0BUeFyTgvJZA24u8+WxoAp2KPAoKcflUBLPxdCqvi7FcAVpwMaIxK7XrzNFG5SkcJMGWPluI9+RxwIe8R0MF28k/+J1GHhvxNB7K4V8dlDYbwcmvpswWLwSI/+VGM8LxLxZS6aK/r0aMYrb0dNx71SP26Gj5IaBLBogaBV6tylvhH2HijgubYdTqB3NBtRkakR/QndOw+PQUMYcH8iqMzPJFAl39eU+ph0dzPSDY1hwYiItParT3b8+blHdGLGmB1M2tWVoTCuGx7viID+ic0QPavWphp5FPgxsTDAy0cO0ZRNKJ5zCPPI8+Ws3oViLDpTf8gSr+GtYRRxDf8lpLHr1Q8+0IBOi1hMnpBBx7xt334rx5oj/I4aZLiBIFYNO1+b9/AWeHJFQj5/f1JLcn7t0WIxUGbvyNVTebGn5M0Q2pStWEHkmLX+qgOjo2QPaeqmtO7Zl8qzJnLv8t+Xu1aoL2hQIxUxp/Ex9x8Y9G+nSqzu16tVm8rQxXP1dzRdS8k/9/5eAXI2LU+WHNhpbperVpltIHSoj6vM3t5g4azzFyhbDzMqM0dPHc/aPP9j18QeRb1JY/SKTVQKe9U9/sPpVEhuF4Lp7elFSZNhNlZI30JlvS/rxY5kLX/zs+B7Um7cCpC/+XUnz7sm34J4Q1JkXnt2xsjCgVcPSfF85kC++3Ygb1Ip6lSvI7y5MJEDqVqs4pxd1Iym8O4n+3clc7iLg7MWvtWolbAHGUR+yzyxBjTlLOy/AyGUCBQBNTuWxhxizxkAacHRsomTa31lJnatY5a+ggnxWzJV7fZ4c01hN7qE7T4AiINTuqxhJ+yzsJ8cUsDIvhpIjfho3VnJ5sx9lLY3QMzTThu8UrWAofrcLxQI2UTT+Bvo7H6JnIr6BoYDGyHsTBRdvwGChgMhjLUYL1mOwaDUGIn3MFkVj6h2D4bwQzLp3pM+A9mz3H8XjiJHi/8zlTNBACpuaoVc0PwVLmlFQtLGdX1ecglwo26EUITsWMUl09rgd3Rh6pDVLTw3iwY+NDFvZkkEHu9J/rz29o9rQ0aMBraY0x2GhLd77hjN7d0embuvM8Bg7+gZ2x2lJe7rPbkOpJqXJb5afAsXzoa+WxHAZRrn1lyg9IwG9YtUpM9UDmyMvKLj6BkWXn6Sw+0r06zemSEXFgg+IeZtDwp13vP6lwCBAEJCo6FsaagTC35hHSkqmmo6tWnjliygjFn8pUwUS1D6dVPr0+SkrV4XSzbYD3ey6ERETxrv3eaOj0+UaNc5Ona8m0WXx+NVdvAMWUKtJTVp0aEFoeBAf36scCuqVKXWrDtfcNU4Vo+Vule/19+dTz376wgGat22O77IlvPvbkvkXv34l6tkPYp6mE/fqF+tf/2TtyyQSBOcRfzzFzKQwgb3qkhNsx+clDhoDfVlmL1sHvkn5EihACuxJytKeJMc4M7JtBfKL/7NzoQNpKxx4Hyy+TVRfvnq3I9qtDvXLqwlselhaFCBgeEu+hTiREtKNtEhHvoQ68XHNKDJP+pFyQlr4S1GkXQwXAxYjV+FjMWYtMqdGKCjjFoPXwKEMXgFHGbaSaUqyyVY7roAh16lwdF5/kgY2BRwFNKkrD4jaOQIUHaik3kuhWtH6mVRgQfZlCXDSL4TJPeU5RGZyJ4GEkBnom0rDYCi+Xs2SVIzei+mxVxTY8wKDbQIeQy8Bjs9mjKUU9NxAwUXrKaiBZ628j8d4cRxGAiAjjygMPMMxXbSU/EMnUaVjG8LmOrIxcBgVS5uLg6VH3frWlKhuilkVQ4as6ENvLztMqpvhMqsTc9b1Ys4JW3ptq8ask4NI+H0po/a1Z8ipgfTa2h3HVa1pO6siA5Y0J/jQNMau6IjfUbluV1M8BHQjAtviuKgJdvNa02NCRyxLGqNXSg9zC31MC5lg4z4Py4RHWPbzIX8xS8qE7sF02xMso49SMOwCppO8tbnr9bv3YM3rdEKeZrDr0XN+iP+jcg2oqJougfy/GqgqKrdAukogokLYGmsoJknR5NzMebPp1KUDw4YN5vhxxU4KIOqlZpgqA1f+TJZA4gfHLxxk6JjBVK9bgx5Ovdh5eLfcW8kuJd3+NmIhr2SqdYJUHrdfpGV8EUD963Pp5gP9BWK1zRE2VPOOPmT8ZPvL76x8l8Haj8nEC+vECQOte5fDrs9pFKtYm/4NSoE0aj8D1BKHUoR1PgWI4+8jjCOM8XZZJ3JC+rJyTEsNGP3b/MbPVf3Et+nNB9U/JGogI6AL6cJaT/3c8HKsR0kb3YDVER1rctfXiWSVolfO/bbEll8bJon/sZzEM+FkXokUQ1atfi6TqNZfM2QdOP4EjSq5nzX5JtJOJ+l0UbI8UOiO687VGEoVTbrJ8Vzm0UX4ZJ981sk5FVBQx+Q6AVu6AEhFBbPP+5FzUY30jiZwhpvIMwOxncIY1WlMyfG+mC6JELwECPP4btXAk3+RgEWYx2jRBgHIRoyFgYy8VmPqlYC5p5RFayi0OFY+Rwi4wjFxGIR5haKUK12ImmXNce1Rlhl9q1OjngkmtUwYGdgf+4mdqe30G+NiejN1Z2cG7miL7bauDNrVi4mb7emzxYWeWx0YuM+eAQndaTOtMlPibLGf14whwV0JuzSI2buaM2JVTcbENWVUXHthoNb09+5I235NyWetR8Fi+TBSc8yrFccyIAGrFeco3LAnJvU6UmXdacxXX8ckRo1A2I2+2wRt5PHARb6sEvcjUtjn1NtvYpqiZVQIWqSRbtzbXwaqQKWOqdHVqh/oe+pbNmxZw4AhfejeszOLvObyUJu/oxx6AY7yQ7Rxaboo2vfET6xcE027bu3En6nLxCljuXb9vIBQAVDkmQA2S4D59+XntXtqoFOLuiTzRQ1sFdZRCUH+/mzaKg9q3J6wYlpOotSjWErJT5W99AvXP34h5k0i0S8yiH2dyVZ5tF1fU/HZtgWjIsXpUM2SJN/uJC1x5GuAHV+X2ImRyzZQrYDdnaygbpzwsKVkUSMql7DgVvAA0iPs+LTUjp9hvfkZIhIvsI+AyImkgDb8WNqD2169mdGtJuYF9GhetTi7ZtmTJADMWebEdznvlxr+IwacdEr8FtWJmmvoGoA04OSySC4INOdf7Rd20fwkYZc8QGidnsrw5XjeOXng0+rNBYau3ly2kmu1QanyXgsgKLZTdaj6hAlTzst5aqjRFWGns8JA12OYMcJWizoWLJIPPcuCoqwKYlm1hIq2bRJJtkOAslX8m/WyFSYSEJkICxkvTpCyVsCzkcLemwU4WyniKyCaE4x5TwdqVC/GxLYV8bWtgM+Acszt8xtNW5Ymn0oEUqMARqUK0Mu9A0tvDmLQpnq4ruuAy94e2K6uTzvvqrgkuOK4rSf9tnen4/xGNBvWDK9Nnqy9EEn4/kWMCOnB8FU9mLXDntl72zFsdRtGrrQj9rIX3jtmUbJhcW2IuH7J/BiZ6WPWoinWy49huXgv+cpUpNigUVgL+xSNOYFBxHGMfE+Qv0VzTKyMWLDzPCFvBEB3P3Hvq2ITNfRG15orw1PGrFJWqVHYWlZPAdjpcwfp0bsLg4YMZtvOLaSn6VhFBQCytLC0zpdR++49vsWseTPEl6lF6/YtCY8M5cs3NZVb+TPJUr8aiKqApvNpdGD4pNWl/KqM7B/sObSVXn170qB9A168VUEKNfj07wBSz/hBnkxlCVLA/y7b77JPha+/8DHtOztff2WLVBn9PonJK9dRrU1rTSWYlCpF/RJmfPCxJS2gJ7+W9BQ/x1ZbNv6XgCctqBcvvOxpV1M347JZ5ZI8jR5CYmhPkXPOvFrcSwBnT3KQSsfbk6/iG/306k7q4qYkhdkTP7IjxiKtCxfTx9u1Lh8jBwrwnPgQasvP7dPJuBRO0rnczkxlsBeDtK3qSFUjB/IMXkk3LQonnzUwKaPPPaYFCzQppyt5ANLO0cCj5JrsU5/lvfJ9FHh0RXeOBiYpGhNdFhl3KZg0AXWK+ES/rkUJQ6ogQhBTBrTTlpjUlwbb2Eq+P+sC4kf7Cji8tmHsuUUDT4FF68QH2iT+jgBJWMhItmbeWzD32YaJ1yYK+yVgOnsZpl160q6GBas7VWBjm2JE9LRhvlNFOvaugGFVI4xq6lG8oTl9l/amdUJ7Om7szLTN7fDc1Rj3jY4MlRYq7MRMgq5NY87BUTR0Kc3Qxa7EHvVlbpQLx+6vZEJEfxpMqUP7WQ1x8WqD27Jm+B+fyOjQAfQY3ZAB0waSz6ogeiXF9ylhqEXiLAdPwyb2PiWHe8gfWopSwqCWWx5gE3GSIqHHKDQzBL2yxSnfrAlL73wm8mkSW+5/4nVqqpistPhZqtX+rBmnMko17VpN2Vbj2u49vM7168qhz31lq8lyCjA66ZQpxr338C5c+rtQoUYl+sh2957NZKhsOlK7BjIBoppNqg37yWU53fQHFapO59mbe3gt8+S3xjW0AEzpSiWY7TGdl68fC6uo6eX/Ch6VIkuBTrGV8o00AApL6aQgXHr5hD6+Xlg2qKuBwKp2RfrERTPx/CkKWhUiwKUuGTEDRL51J31pWymdyRSZdcffBVuRdeqaal26UKikFXb1rHkQ4EJyoBsfFttzf1Zb3nv3FMbpTVKQM4lLhGUCOvPJp61IQFd6NyqDnrmoAgFr5LjWIFI+cZkdbyNcSTzgIYARA9f6gYKkxVcdqrkgUQavQHBeDFqBQkXSFBjUfvmsAUcBTDum6hDwKDDk+kOaPBMw6AapSn0ChDyZl622CjyqHsU2ecyk2Oey+D0qjH1BPsuzJQkDZcgzqQl8WdfimTPalnwmwj5FlL8t4DH0E3D4JmDiI76OMIyR90YKqMibAtGCdcI8IuO8hHUEQMZ+Oym0ZCOm05Zg1LgZQ9uX5ahdJU43tiS+bWFC+lYQhFakWvtimJTOR0e7moxdM4Ch60cQuNeF2B2tiN09gdXb/bh9+xCnbkYTd8WLFWd9KN/Civ6+vZi7dxye+ycyf+MIVlzwZ1BcX9rPrkvtQdY0GlOaWRvtGBdancWR9QiIHE7JGvIDC/vkl/sZ2ci2Ygkq+uyg1IpbmHYYQoHKv1El8pD4Q79jEr2DwkvPYDZktmjYfNgOHc0W8QmCHmaz/VUqyWpks7TeeTnfdOsAiZEKQyhj14WFU8hUedn+/JzO20/PCVoeSMOWjaha7zfmLJjD7XtqFIB6ZYtRq7k+SpYpmSXyS+pUw3XyonSKiX6/f4lh44dJi2aqdUh2sOvEvgPbSMpb1Vt16AoI/w4exZRaAhPVF6WNr1NSUTFbOn/cvMLo8SN1KYTFeOt3bMmMhLWEvflCVCLESxnsH0lhQwN8XVpxT4z9weIWXJ/fnpXD2tDARnxKAU5d175sePkJr32H0C9aglalC/N0mfg9UW78MaUltya2ENCIHBPgqBWuk4K6krS0HRlh3ZjdrrLWWuuZGdGyThG+RPQjNcSeX+H2fI50Jm2/uxhugBisYp2lZIuxZ+c6/XnhaY11cj9rAFGAUACR9wpAap8ObH9dl8comnRTxzXgyDHZKpBkK6mmjTCQOuQ8Td5J0SbpaYAR4Al4ss6GCsBCSbmyhBwBEVdiWblwEBYi3VSjoGfktwkj/9UY+ohE89lCQbUKggocCAup1eE05hHwmHhuwthfZYVchcXE+Vj8VoGF3ctwyrY0xxpasLV9CXbaV2KVfRl6OJfHxsaIMZO6MFN8m8H7WjHxdEOGxjRn+vrZbL8ez43H29l8ci7uW4bRf1lfrJtXxCXclUV/BOB9fRmhlxfgsX0ky06NZ/ba7tgHd6HuyHaU616F0d6t8Y2rj39cG1rYqVWJDYR59DEqqaeNvjZr2ZEyERcxCjmFfrXKlOjUFevddygY/zsWy89h7rsDw57O5DPOz6TI1awU+wy+k8iFd8o5TxejVINCVRBBOd9isMI6uj4gFR4WAAgQklM+aItPjZ06iip1qtCiQ3NWJUTz/ZfKb6BeavqC1KGCBhpwlLFLXUreaf5MGskZ79h7ZCs9nLpqER2Tomop/EFaIEI3NEexlW5Fbi2AoMLTUv4EjxRdh6yuP0jla9hxbA9tenXQ6tO3NGLoyEHc+eMaD+R+a0VhLn8P4a9hi2DtgFTfddY0DSRFxMirViyGtbUZBYyNsKhSk5HeEex9ncHW12niK4HnseuYVahC+8rmPF8xkC/LB3C4f31ezO3KT/GDPvt346dPJxJ925IZ2oUFXeS3EeAWkL/L0CIfW6fYkR07mFQl3cSf+hrVn6zjurk4SrYpRsgUP0bHDgoQAh7l8+T6Pdp+xSpakX3CSH9G5BRgcsGmXSsgUZG0vFEG6rg2ADUXKBrbyP20ULkGIAGWisoJcBTrpMnzZJwOkbrDSVN1nw0g58RiuLaEs3GTqF3dGr1CAhgDP2EZBSLxa0x8xZn02YyRAMhUBRAWrhfgbNQAZCrnmi4Kw9h1EDUalWeby2886lyRy83KcL1bDS43sGJNa3Oa2FtSuEYx3NeOYt6pvsze3oPFCSNZsmECg+PqMn13T2J3ORC0QQBw1BFX385Y17JmwApbphyezOAtY/E8NR3/vSNZe3wAe84NY8xeN0bv70pP79pU61mGBt2rM2xuW1wndCS/SDf9UvnJV9oAY9Gkehb5Kdp3GNZrL1F01mbxwWpTbsxCbDa8wCruKObBBzCZJQ1FnVqYli6B/8nfWf4im8ib33ny5aeYrFpSXnwRxRSKhbRhPIqNBATa6GYxxHUxlK9Slj5D+nP8/BFp7/OMXQw745MYuy7/gW7ojAo25EmzTN6+e0BwtB+VGlTQDLdC5Ur4+PnwXBt+o3wo1SmqBqd+16Y+KP8oVaSh6t9R2UQVgBV4dACDz9/fEi3Arda0plZf2WoVWOS3mKcvH2k8pO6Zk/GLa+kprBfG2ZySQ+yZc3QYMhDzYtb89lt13OZ4sPD477jvPI3v0fPEvPnEASHiLW+yWfs+k5WPUlknf0LYzVsUl+cd2sSK1E1jOD26JYcG1RdfqDc/fDryxctOi9YR6cCUzrV0jYIARzFQ/xY1SVo5huRl4lNFOPNlmRM/10wiU6W1UpPXLunAo4CiAUJtFWgU+yhjzwWOjmVEXp0SRrioxs4pYOnOUce1wIICiQKOYhMlyTTQCDDU9eocOVcxkQ5cckzO0UZyK+BoPpjKDiTHzoSRfVIY6Gwwv2RfsjAk1wJ5t89LGNVrndYZaui3Q5hHAKSAI0UFDArNXy3gWYOhnKOAZCq+kcncpRRs05ZOjjU4NbYmV21LcLtHLW52qcHVdqVZ2dGGqq2K0KBFebavGsGl3xdz/oA73usdGX22E077yzJifzvGLqjKsr218L3kSK3BtSld0Zh+Ub2YIj/I1N39mX1oLNP3j2TBHntO3R7PuOiGDN7bhpmHOjF6WzsajKxJmdY2dB/WCpsaRcknGlRleDQpng/jYvnILy1oqVnBFIl/SKGBk8hfqhJVguX5t9zFMvoghstOUXSMN3olrKjepRUrnvwk+EEaW25/4ENqmgBHGa7KOvrv49/Uam1v3t/j6XOVZldFzXSZPTX/R5vbo0CjIl8qQqZAo875zuXrx5gwYxSmNiZai9zGth3rt68lOVkxkXqJJBR20o2lU8uMJEoR1pNr1Wp4WWppRpWkUfarOh+8uMV83/lYldMlZmzRrhmrtq3me5K6p3plkZ6drA2EVcBNl9pCDx6klZ2D5k8Vq1BcfE8fNrz5wF5Rj9s/57BLHmXzL1gnZYe8T3jykajbT1n3Ooko8Q93C2aXHz6JuYURMYNr8di7F2v6tNCCDb/8OvLVT4CxtCeJIsu6SQOqjYkTiZyvaD4KG+fj4BwXcqIHkbRiKIkhjnwTIP1cP1HLM5ehpnkrH+iUkmM6g1aGrZjnX9hFsU0uy2jTEuS4ApTGTNo5ucBTYMhlFQ0cUrcGIHW9FNXJqsCjDdlR56r75R7TnaOrV+s/knuky/3SBFCqHylHjuuZ+gtwfHZh5LdWQLRV6yxVfT5mwkDm3hu0fNUFfNZiIAAy8NlISdfJFG/ZgNEebdnWrwR/9LDkaYtCPGhVgSPNquPetAyFqhrSsqEAaXI79q8bxoHN/Zm7pib9DlbDdXdt5hwbiN8WV9x3tGTKDhds6pcWR7Yorlv7MGF1H3r5Vcc1tDWjNvVhzC43lgt7zY1tTbvQjow51Aiv7b0IOb0EJ397SrWywbqyFabWhSlgXQDT4vqYqCXrLfQoVKksZQLXYBx7gYKNOlKkUR1Kb72P6dobFIo6jGnIfgzdRmqG3HviFFZ/zCDqzneOPP0sQkj11wgL/Rtwvmn9PXlLv2cIq6QrSab6irTR0wo4Cgw6VkgVAG4/soVujp20cKexlQmjpozj4k215o9iGfVSg0J1c41UyRYgqqE+Krm7lgFIi8IpuaeeKZMzV08wWORdATMDDEwKMGT0QE6fPyrHlP+k6zPSRmbnyjmVBH/j/rW06dZWQKZPuSrVGegdROzLz2yTR1j3JYONr1LY8jqZld9SWSXVhN18wcCAWNqMns7U1ZtY9+IHcS9TWfkslcOCxcELvSkhbOLbvyuxrs1J8++syTX864oGbo5nv+bawlcGJiLbxCc1KKaPnjyrXbMq/IoeQnqYE+mR/UXC2fM9sh/Ju+eJzMplFQGEGvSp5FSGOOsKOBpgcllDk2XKmNXYOPmsBobmsZICR94ogjyGyQOLDkzK51EdpLpIXx5YtGOy1cbCqfsq8Mn1CqzaQFNVjzyblsRETSmX++uZDJiNWfAOinqtwcRPWmYBkAKP8n8MvTaJpNtEQd+1GPkmoD9bBQpaUKNnQ9yGVmGurRW7bCtxp5MFz5qbcqyGCT2rmGBUz4oyZW3o3awuteqVxHVocyaFtKL3slLMPmnHzH198DzZn2mH3RgW6oiVZREqd6lKl40d6RXaDIeImowKbc7ctY7M3jmIWXGdWbJuELaBUtY0ZJ3KsJLzhvhDnowM7UPJZmUxEkfbvKQZxqVMMLDJR8ES0uIV1cO6kwPFVzylsN8W9MqUpGT/uVRa9wDrZXsxW3kRQ98NmDQX6WdagGmbtrNaZErMrU9cev9DtduaAf8dPNpYuFyfI285EG3YjBxLl2N5TvvXXx+JWBlG/Vb1tFa+Yu3KBK4I4pm2Ep16CRBECqqR1DkZuuE3efdQwNHAI8DURfLSSROAbj24lQ62XTQpVKxMMWEdDx49UzNe1Usko/hmugyoCrzZfE16T/jyIOo1qot+EQMc+zhyZN8+Xqb94mBaDtGCyXgBxNbnaWwWMluZ8gPfMxfpPnIaNbt2xXHKfJFwd4gRNy7myS9ihZ1XvUon/l0mGx+9pUSNmpgIQIKdG/IrsCcffNpzeHY7Rre1pqA0FLXbdaBUzarkF+fayFpf1IE5+mYF2DC1GzkrBTDi4yYG9SIx3JHPMf1J3j+P9BP+ZAoLZYuxapEwDQS5fo8ChzJiZdTyWRm3km7K/1EAUtcokKnwtYq0KVCoyJsChapHAUmTaOo8BRLZp7GM2i/vdUOEhMk0YMl+7T46AKWd1I3gzhD2SdWmcIeg12byNIwGTMDcfweGS6T4btMCA8Y+28XP0Uk5Y+8ECi+Kw6SLIwWbVaRik/JMblqHwQ616GdfjX4Ni7OoYSn861uJkZiiV8eE4e2lBdrkz7lFbvTpWgvrpsVo69Ecu8gWTNjfieHHmjN0nz29pjbGqnxRGjtWZUxAbfzmNWbmrPKEejYlYk0v3Da0o/eGtixc68LQoK409KnDjC2jufhwP4v2TGPgRmecRWebli6IWZlCGFcqiVElG/IXN8KsmEi5YmaUGTcfm413KTQ6mIJWRbTZpjarb2K54hhmMecwco8if41qFK1eg5DrL4l5ls7qW+95+UsBQQUP/g6gv8CTV9RxHStk8OTlHWYsnoZ1RRvNyHv06MS+vdv4oS2jqF5Jwk4fpajrhGlUncI2utmsuqKYRyf1svn87Q3BsSFUblRDk0B1mtVj5bpovvzIm/GaqA0X0q27qlhH5Nzrm0ycPwWb8qUoJA2TyrF949Z1OZb7Eh/uU/ovdn36TOyPTGJ+puNz6jhNXXpToU5jXGf4Env5MdvlMVYpf+dZMnFPk0l4mczaV79IePOTzV8zmLZ5vzC+NSXk72xYpgj1rYwpoKJrhfPRYlB/1j74Qq9pCzVmV1lnDIvnR6+IPg2rl+Dj8kHCPo78COtLkjSgv5bb82VlHzIOL5SWPpdpVMk1dq0o41URNgUkJdnks3qfJirkz7C22qfAIddpwNGAoXuvfCDVQar5Qrl1a+yjzs8Dk7zXgSoXpAJExTyKzTSGU9JN9mWKfNOLvHmDzu4+FHCYguFYbwrNCqPQ7BiMl4rPE7wHM+8jFPJcJ0BKwLB9D4rULMEg51a8jfUiJWEGnzct4uwKD8a1r00laVksG1uiX8GEzT4DyD44BbZK2bWYrTP6UeE3a9pMrc/wTZ3pc9yR8ft60KRLaaq2q0jrXiVZ41qGU30bs69/BS4PrsfRIVUJmlwZx/B29I/ohptHCyoNr0qvsDb0X+VAU78OOEd3Y/a2PrQf21BL/mHdtTk2Q8dQpE5TilgZYmqlj1HVEpRdthOrlb9TqE178tVqTvnY0xSJu0KhVVcwXX4Yw3GL0bMoRpPebkS+T2bZvXR23v3Cl4yfAolfJOakkpajDP8fwEENofnCkdN7cernhFERYyxKWjBmilqOUc0K1fW3KNAoYOhGECjG0nXCKpmWk6NmrCofSxeMUCBUnazTF0yjaGn5Ps3zY+tsy5GTR+R83dQFVV+OAo3UoQNaEheunqbPMFdt7dNyv5XHZ6kvr9+r9YtyX5nJWgAEbcmVLN7L37YgYS1V2nfGplxVHEfNIOrafVb9zGD520yiHyWySvycaJFzca9SWfM6VaTbLyk/iFISTqpZcPZ3usz0oEZ3V+r1dKPX9Ln47D+qnbNaGGvF2TuYl7UQ5lPZZ/Khp/I9C8Dmi6zLXjOcb4G9hIFs+RbhyJcge5LiBpFxfLFOsonznq3SV+UO3tTAooz7b9u891qQQAxbk26qqPPzQKAFDQRAslUgUeD5M1Ag4MnJHemgBRxy69XumVe/tlWglesvqMGowlAKPJ08Awi8/ZIJcdtoMGIMJXs6UN9pEOUcB1LYPYJ84QcosTiGoj4RFPUMxaR6NeIW9SPjqOjK+BmkbJpDxn5PLkSMFUfdhK4zhtGoZXU+7ppP9pH5fNntQeKusSAPO9GhG/mllXKc3YX5O8Yw1bcZjetXpm3fhrTvYszR3lZc71uHMyOr82p6V640ESnYpAALZjag39oe/NanIr+1rUQH38Y4JTSgjZfIR9+W+O9qw5jIuhiXNaRoj46YTvKl5ICpGFYvjYlVAW3yXOFu9hRLuI514B5MKlagaDc3SsaJnIu7SZEVZzEM2INx3yHomRvTz9OPSPnhQ+785OSzdwKdNI1xlPOvTaD7O3hEsmVkf2bmnAnUql2LFZEr+PBJGaxihQwBhBrjJjJM/CFt+fdcdlFhZl0np5JlCjAKZj85fHIvdi49MSxqTClh0ZlzpnD3vpJmKpKn6tT5Qgos6vUt8Q0JG2Np1qaJdk3zds1ZuzGexOS8oIEKmSvgqkGwyg/L4UfiB6JWRVCvWQMq16zG4ElT2XT5AfsFDCs/iL/zIp1Vz79J+c7Kp19ZLds4YZ3YF8nEPE8k+lmi7E8l6nk6EZ+yiP+Sw+q3qUR+ySJBsLn2o8jBpxlyXhIHPmdiN3KixsL5rcX/EX9Uz1KfokUNODrfiZyo/qQHdSZpuSs/Q9wETHb8SBiuDc5UyQszL6uOTpFhYrjZuYyhySsBhRqeo4Wj8wxfYyQdAHTMpXuv9ecoACgACch0I6oFJPJZ+T9afeoauV4LOigg5rGbYhn1WbuHApv4SyoKp2TbuL1nGXn4EmHC+j6igd1vvGHEqp2M91tODZdhWCwKRS90MwWXbRNpt4EK7VvwR9x4co76kbZrKanb5sIhD7wHt5EW0pRS7VqzdLotnFpMygEBz455pOweR+YJbxyaVqeEGIRVPVOmLK7L3Hm1KC4+Uj27+ji1s+RC3wrcGNCU+2Ob8NC1AfeamXG+pT6rA9vhfq4fdaf+RtUaljScXAv7da1o5d+W9h5N8NjSBP8DzajQwoJiHVpjNmIGRmM8KOrihH65oliJw2pYOD/WIydhueU5hWfGij9UkrIjfSiy5w7G0TcoEnER44XxGLduTyGLosw7coawd9nE//GV61/ly1GdmlmfxPdQi2gpmfUXgFQyj+x05bvoggTK71EAyRCnXQNMLnD+Dh5d/oPcUHPSB2LXr6RBi4bkF5+gefvmxK6NJilRMYR6Kf9ImEaFvTUfKIuXHx4REOZHuarlMLEwwbmvC6cunNKdq0CWk0xWhtwvTdWhgJPFq08P8Vm2SADzG9Xr1CIwZCnff+ju8TIljWMvf7L+2Q9inwo4nmcS+TqdyJcprBTgxLxIJfp5CtGPE4l/kSbnpbHueSrLpQS9TCdYyvKXaXJ+MitfJwpTfSP+wxf2yJ8Zd+Y5xsVLkV8aMUMBkL6NAXpm+WlW2ZKXoaPJCnEgJdRJy9yTFOzEl0CRcevHibH6kXpOTdEWEGgSK8+h133WACTAUiyh5vMo30SBResv0rZKjimgybmKZRQAtHqCtXq0OvOAI5+zhVUU+PIAqBUBkS5ooDpnFYtJXdqMWGEeh/jDBLzJYPGL73g9SWTRuzS8Hj9llPcS3H2DqNl/NEX8VqM/Yg6F7Z0ZP6g7qJGtB+aSts+X7F3zeJwwkwplimpTd8tXtOLTwUWkH15A8h532D2H1JM+LBjRgW7Nf6Njy5oUlnOsqhWgbiNrrGqIcTcow4gWxbk/sg535LxHLrX4o0UpbtQx4kQrE0J8u+B/dhwD17aifI/ClG1fnNqDalBxnOjzmB6MW92YqWvaUaJBaaYETsUlcLoAaCqmAiADAYO5lR5F1ODRUsbY+MVRcP1zTOxGoW9pRYnwjRRZd4ciMWcpFHIK0wkB6FUoTcUWLYm9942oR2msvvuJJ4lq6kKKZvRqZLWONXLZR2SYFj4WSaXYSYFJGbqSaErSqdXh/mIcZfxKeuXw+PU95i6aRdnKZbGwsWDoqIGcOX8k97gCgbBL7iS4vEjazSeXmDBjLIWtLbAsbsPUmcJMD5U/o5hJ5FuOAF1F+wSoOnCKBHx+jcmzxlGyQglatm1OtLDOzyQVwVNPkSIg/6QB/GdWOs8Tv3H53Ue2PUlixYtfRLwTUAgTrXiZIVItnTjxBxOEVdYKeBKEiVY/17FR3MskNjz6ynphqs1vv5Pw+iOb3vzQoniHBfNOk+dpc36MVEOmQtfFTTQ2cmpVne/xE0lZ3pfEMDUKW0AU6MDXUAeSt08jU0XelHQSg9fCzprxKtYQI1cskcsuWkBBwKG9V0afC7g/t7lslQcgHYPpAKTea4BUzKOuV59VZE2xjuxTzKN1xirmEcZJVxE3BZ7eUTtZLM6xx/1E3G/9YvqjVBZK6xFw7g9GuC9mVngkvwkDBWxbxfDxThzwHSVMI6wjcixz5zxSD3gzxL6ROIX65BfwLBkp4Lq4lJSDIuf2zdRCkF7DOtGpcVU8nDrRv15p2nWuTNeBjenp1ICx83rStn9zxjSx5HbvotxwrMCVbiW41648D38z42KHEkz26MX49WMYFF+fNsvrUUL8qqr1y1KtT2Wmbu/Fop0dcPOsS6nW1TlwPo5tp3ypP3s8+kNnU9RpCAVKFULlFtYXzW3RsAZWUQcxjbqAefUWmNduTcmECxivOa0tfa4WnS04eKwWVrUfP5NVImNW3Eliizi/rzPFqDOVb6KmLug6L1WnaZ780nWkKimnlmbUdWaqRbbS5LMKcavWX5UrN87Tb1hfrMvZUKtRDULCl/L27d+jcF/IThPpp4FS5wNdvHUGN/FnTKzMqFy9ilwTyofPqs9HvdRUhI9yjRp4qu6jgJfC2avHNB+oVMUSdO7RgV17dgpYlA+WKVBTw490M1LVJL50+ZtSRZKq0HqqgPZ9WiqXvn5j++uvApgfLH/2S5golQhhmpXCQqqskvcJz5LZIPJsvQAt4W0KCa8S2fQ6hS3CUlseC6AEVBvf/2Db/beUqdMYfSM9TNRwKht9Cljml+9Zn/HO9SB2AtkhTvwKdyRJGCg5SN4HuZGyfbYYsM64taQd50W+XdH5LTofR7baccVASsIpEMg5l9QUbPFt8oCRCz7dex3jqKIDkS66poCmQJIhTKYlLVFST4oCow48cq2ARwe2QJFtu84yWqTb/JcwQ5zCaY9SmH0rnYBPGYwIjcEncjVTN2xk0/WzjHLrzI+DokP3LiBxuycc9GKbhwuNm1Ymv3k+rC0KciN2FtknvMg8OIukg574DmjF5F4dWT6qN6ED2zGgXW1GT+zCiLm9GD29B+MXuVC7Z03GdanGnc4WPKqdn4edSnGzvgVX6xUlZGwd2q0ey8Dd8xkY0JDBmzvTYlwLjEob4zi/M8NWt2PUqvrMWdmeGk418N6/FL/1o6nt1IhCTZpSokcv7Ob7YDdqCvpq6XRhIHPHQRRZ+4iSi9eJDq9EEceRFNp6haKx1ygefVUbKGvWRSW4M2Hyml2sfQ3L737n0EsBQbq07llq+L9KgqgCAHng+UvG/b3krcWTmvGFw8f3Y+/qQNmqFXDu58KhY/tJ0/pjlC+TLGAR30hApg3p0QDwnWOndtHTsRvmNoXEn2nBtp1bSU5XrKJeKcJwuX1LmjTL1Cbvbd+bQKee7bApa41rP2cuXlSzWRUzyRkCEAVkVfLY8M+i9sm9MwRMaiyf6vT9lv6L679+cejdd5FpwkTCOOHCQDGvMlj1LJXVKj/Ck++sf/5TgJSom3AnZbWw0XoBXNwz8ZtefhffB5au3yd2YqQFDwylMTMtmg9j+U3U2ERvt5bkRAwnXQCkcsIlh7mRscSRTxF9SNo+R+s8VWPgUs8LgNRQnsuKNcRfORsuRq7L96Yxkiq5gFFA0sLOGkhymUmKOlcVTbIpsOXKOPVeKwpkmi+lwKLzlzS5pyJ650O1zxkXlqK38N53PO5+ZN7dN8y79YAp8n72gzRChaqX/PEWh6nT2HrzOq2G9MdzUGc44UvG/rkkHfbm9ebJhA5twuyh9loPd6d21Ug9IY6eSLrsU4Hs8xrJnL6NOBUxnoPje7N5qhuuPeswbpodw2bYMmpSd0bNc6JKu6oMHVSXQ3MacbF3SQ7bWnG+Vxm2TmyB6woX2oSPxCVmGCPiezN+50B6TOlK8frFsZ3bkVFruzNhcwfmrXWkSscylO1SlbpOdXCcPIwpq2KYe/ka3tIqLr2VSh3HwdpyeGbWJpRVKzFvfkTBcd4UMDHCan4URdffocTKy5hHX8R8RjgFa9ShZMVKLPn9EUulUV9/4xc3virDVdJIWEGKjm3E8P4BmryiFsFKSn3H4BFu1Kwj7LtoNvcfqwQgypilqIBChgAmU9hKTSXQ2CmN3bu306Jjc4qVLoZrX2dOnT6ee0xe4s+olRh0gQM12iCHD7/eEbIqnBqNa1GifAkmTZ3A3bt/9QGpZeczBPCq5HXG/hM8f+7XjgmAM4XZ1FwiYaJk8bleJidx8oMwyfMkLRgQIz5RzIsk8W+SWPXyl/hJScSLakkQP2mNyLmEFz9Fzv2UY8JITzIEgNBvkS96pgYUVOt+WubD3FKPghaGOgANbCWt1FiSljnyLUKYR80BCnDgR3gfUrZOFQkXQMbFMNQKDJoM03wPFSnTZRbVImaqA1QDgA4ImuHngkcBR2MNAYI6lhee/vO9JgnlXAU4LTCgYyPddQp8qh4BqpJ0woJ6nm8ymXbxGW5hEfRb4s88MRTPF9+wnbKIeacv4hq4BI/oOErUrcIxr6FwdBHJO2eTfHwJzzeI3o6bgFvnevKFmDJvVCdQmRwPzBdw+RE/piv3hYkerRjE28DxRA1wxMG2PqOn9GLMTEcmTLFnxBxXKjcqw5DJDZkU0pE5SzvjEdKVoPDuzF8zCLvt0xm7diozN0+kS2RvekW4UrNjBTqObI+Td0+cPVswJtiWlqMaMTtgGge2b+P44+ds+vyTaHFsI+9n4PP7N+aJ7Jpz6jaFalXCzEwP41rVsVm2n0LxFzDsZIdRqcZUiDxM0fgrWK2+jnnEeSxGLZAftRh1+g5ihbDyqodprH3wgVfJYvDKaDNFmmnTBHRy7T8VxTxpAozTF4/yWpx83Uvkn5JkWZ/lepF2WshZLTXyie271tO5a0dq1q6D+8I5PHyWl1xe2EkFDdTM1z9HUCt/5iZzFs8UNitD5RqV8A7w4s37v3LAZQor/RMk/3NRofdfUnuqQFhNrFN555QvpYD9Ufb+5HXGL85++8XWd7+EfX6Kb5TGijfZRMp3FPsylXiRbOuk8V3/QphIGq614hutFZZaJ/vPiBtnO2KkNtrCoJga0Jsfa1NDDC3kvQApYFA7UsPHkxboQqqAKG2Jszbl4XuISLlNk8k5oRIbKuMXQ74YTvqFcG3ITJ4E+4s5BDS5YFFFyx+nAU4XfVMA0YCh3stxbd/5MLlGJVCUc8+HS115UxmkDk3WKaYSkEndKuuont/7bEZvP8WkFXFMDlvHrGuvmC5/7ORlK2k+dgDuhw7Qa4Y3tZtW4/mqaeLvLCB190KSDwfC8SCeJ0ymWnUrbRHWtXPdyDkmrcI+Adg+D75uE7263Z8vWybycusCGpUtQbtuDZkwzZHRE2yZNNkRx4k9sGlgxdiFnXCWlqZbqAt2cf1pv6oXnRPc6LxpAvbbBzDi4AT6e7lSpHwBKrrUoKu/A0PDXOk3pwuOw7pw9v4F9l06zopzZ/B5+xPf+1/xFEd/0O13uF55jceVTwTezWBg0DrdupLF9SjSsSul19zALPQs+uWqUbi9G5U2PaRk1Cnxia5gFHCAIi7CVmZFGOjpz0o1fOd2IodefOd7thiUsI4GHo19/rt0U6Oxs8Xs1FKPSuapqF1OzgcRWR+ES8TnkP37ju9i2LiBuPRxIn7dKn4mKoColwBAgJaZ/UGuyfObsrly6zQjJg+mWFkb2nZqw9q1MaTkBgEUMynmSM35KEBQc5H+E0j+e1GdvjnyjFlyvZpCkZMlz54tvlJWihQVwEiUZ//OLznnwc+vHH0nkk0kXYhIt+g36cS/yGDN4zQ2PE5mi0i5beIH7f+VRcLTt8yKXU17BwcsSxbT/B0TC3OM1GxgFcZWMzVF0s13bE522Gh+hjpqORV+LnMjKdBVpFw/vq8eTOrhhRowNEO+vELAo8aoKeYQ4PwZEVOsoxumo3IlKOP/U87JuXnBBgU0BSqt/0aAmHk+QsATJuyiGCzXv5HzNKkmvpWSbWqFByUf9RbfSyfw6Q9GbdjEwm2HmHr7A+PupRD0MZMGQ0cxank4jgKkTm1r8mvffDKP+sp2sTaZKfuoO3u9nTC3LoJ58aJciRkHJ5eStncRKbvmkLZ/Hik75wnIluA9qoPW2hQqUYi+Y3swYaqtMFAfmrs1paL4OM5+DrgGjaKzjxMdg+xpH+5Cc2Ga3rsm4rB3Cv0PTcV+QS9KVDKhau+6tFloi+PCtvTo344XH1+ybm88SzbtxPPRZ4Y/eccskaNu197T8OJjRt78jtfvX5h/8QU+t3/SZJS0fBbitJYyxGbcTIpseoDp5BABiTVlJ/tRZsNtLFddwyTiIiazwzBu1RojFb7ed4WYt9ms+OMTF95+ErNO0fpx/t0A/30UQh6IdFvdvB6V/ebztxes3bGShUs9OHVZhZpzpZnyYdR6qCK3/lpR7hdHz+6lzyAXSpUvjXMfN/Gb9sl+5R8pbhL2ylT+jPJbVP+T8mv++QxS/u15/1nUwFRdtFABSTcKQoXKBTyZKte2GmSqer9Ewqp96Rl8yMrg9K9EVor/E3pf5NuTVDa9yWCvkOrau68YHR5Ni74DaNqxE2169mDg6CE0atEAQ1N98gt48qbU61mrIIIek7vV5+OKkWSEOPNL/KDEoN6k+fThl4rGxQ+SBnwWmSeXiCELQ1xakSuxxOAvCHOI0WujtM+Ln3TeX2SaqKELAgDFHmoujwKTAoUATQUZVFRNgUcDiAJgLsjyAgZaCFwVuYcaaZ18MZAUqVPP7/EPRj78yfAHn1h45xMjHiUy4LQY343nzDt1lvmnzzIieiND2tYi6+BiUg95k3zIh5Rji8k+PZ8VU7rLH2tEo7rl+Lrfk5yDXqQf8CJl/wIyDy8S4MzgTtxIilWyJF9pYSiRTCVb29B7RiccxtrTpHtt2o+rTscpjanUthq2bq2ws6tH94616dilBrUd61N3ejccYsbScExrStcrQt3uVajavTq/NSvDoX17uffHE8ZMn87ylx8ZfucDix4mMlwYov35DwwTvy3w1ie8L3xj0fl3zLmWxOxTz7BuWAN98X+MqxbDelE0hqueYd5rBAbWFpQJ3IH5hnuUij1PgeCTFJwWQL6K5SjTuCZLHn4h8Eka8Xfe8OhHopi6bvrCP43v3wz2H0Xnc/zg8/fnvPqgpJkCh2KML2Kkip1UjjfFPnIH8VPWbpMWu2sbfqtVlckzJvD7rUtyTL2ySMv6RboKBKjUVpqElLq1+v/Ls/zLs/5vltzOXt3q32rWqmKfXKBnpfPo7XPiDlwm6Mg9Nr/LYZ+o2lUPnjJwyTLq9+xN89Yd6D9kMEtiIwiMCicoIoz2HdtrGUr1LfKhb61PASs9CquRCFYG2mzNYV2qkxwynKwgYZ+QHnwTBkoUKfcztBffI934tW6M2NpC0k4KQC4JIMSosy8HknNR+UYBwih/c/Q1P0Yn23TAUcAQ8JzS9d8ooOTJOO0cxVS5wNE+C0NpCxmLVMw5txiuLkNvphhBt98/Yv/HO5YI9U649QbbkI1s/uM2h99/JfRtCk1mzmeiS3M4tYTUfZ4kiWzLEN+Hk4uZ6tocvfz6DO5ag7Sj/tIiiKwT5lF/VM7RxaQf9aJTq0rotXLBwm02xhVqom+Sj9/aVsR5Sl+q96hOrV5VKV7RGHNTPVZOd+TRmrnsmN6HD5FzOTG3D5ETejG0Xyesm5fAqmsJWsxuRi2nytgP6q5p8sGThrPm0hVmvvjE2FcpeN1JxOnqN3pd+4rP3c8EXn3O4vM/WHjuG7POfmb+rRwGR26SH8uYQvJjGTdvJjLtBsUijmJcuwlmdathlXCXInE3sYm9RH7v/dgMGEc+03y0Hj2D2I85hN77xpb7H3iTlC4iKknzbf4ytv81eDQWknN1yeUTxfmXJlqNedOSzKsQdSrf098RvTaCNl1a0aBlQwJDAnn3QY1pU68k0sQPUSHzdAGhLnQuwPnzGf6HZ/m3c/57yevcVfJSpfPNSVdznJSPpoIIXzh663e8t+9l5vEzRD7/zF4BTfTVewxc6Evdzh1p2LMTA+ZMJGBzNAHrljN3yQKGjBuuZUNt3qI5TVs1onDpIugVzUcBYZ6CajawTUEMilpq/UCjnRvwK3qkMI4dn5aLdAt1IlWt5BDSm18RLiTFDCZJLc51bCGouTaXglFrqCLSTJVs5Q+J3NKSIgoY8vqDVOhZDSrV+nJyAaPkmeYLaZ/zWEgAJu9VSVPZdS5J3TeWcyZ6MnrOZ18z+M43pgrzqPn80y8/ZZCAx2tlFA5e/oy+9Y0y/YYQNLQTqDkXB31IEwBlHJxPxu6Z2LaogV4+fQJHtpHjogX3LBKALSJDwMMZX8LH9ECvtDVmo/0xGheFxRgPjFt3Qq+QAQ07NaHu0CbUG9uCuh1q0tq5B4Ns6/JL/KTjc1x4v2Yq7PWUspRLqxZQpJFItlG1aT67NtU6F+PyjYscPbcfuxGOqIUKp95/g7sw6cTHn3G59J5x19/jKwCadfUj7pc/4nFR5Nu5Z8y98Fb8oRQajxiHngBWaW6rfv0pvPYqZou2i3QoTimnsRTf+ASL+ItYrDiJ4YIEDHqoZQvzMyFmNQnvIOLuNw4+/0iy+AFKWv1ldP9r8Kg+FtVPpIWZVQAg86vUoYwynW8/PxC3YRVd7bvRZ2hfdu/dIcpIF55WKysoWaaBVavn+7+Uvxv+f32Wfzvnv5c88OSgmFA9QzYfkn+y9fQZJkfF4HPoCEc+J3EgLRu/8xdwmL+A2l2709rWjkmec+W8fcTtWc+khVNpY9+JLk72jJkyjujYUOJWhTJl+kTK1iiPfrGC5LfMLwAyEPlWEBPZ5rMU31Qat8WDW0HoIGEcZ5KCbckQPyg12IWUMGGfMJW9x5VfUYN4FjqE877DuBI6jUcrZ/N24zy+7/Ug+cg8UUlqrdNlOlCJdNO2V8THESmWpUCRBxgBi1rBQflLalJculr0WGRehlyjVmDgj0hOxc6jRCFD9Pr88ZMZ936xUHRp8JNkpt9JY/jaw7QZPJDeazbS7+47ynTqxq7pDvIA3uKseZGx3490Ac+7bbOoU6M4+QzzccBnIBwTUO3z4cd+ucnpxVyPHkdRm6KYDR+L6dSlWIzyx2DaMkym+VO4h518QebUdapNZ4/2tBrXg/XXf2fC7KHcCJ7InbCJXA4cRtZxQfr5KJZNc0TfKh+mtc2wqGnI0FGOmjE5DXFl/aH9XEjPYfztNyy4n8LsF1+Ycu8D88R/c//9M9OufWbxzS8s/iOZRRde4Hn2EXMvf2fhqeeUbtQSQ5GSRqUNKDw/HNP4uxTr44WBpRkVvGOw2fCOwvGHKbTyJEazdqEvrFS0Qkn8Lzwn+oVIk7tfuPLyjXgdagVs5Uwro1NA+kf5pwHnFm2gqIBBXfczRVruwzvFFxzJrIUz+f2mkmbKn8kWYKkw85fcPhhVn9xHK/9e57+WfzyHVv4ChyqK6RSbZGTLPbKThMmkCGBUngU1FV03UiGTt18/s/rEBcYuj8FzzzH2fc/icGIqS7fvpNegkdRu3pUuLo7MXjKPLaf2E39oH0NmT6Ze87oM7uuK1yIB0+7VrFm9jOgof3x95xMbH4v70kVYVLehgMoAWyg/hsXU9AU98tmI/1PMGNPC+dgwqiPJ0UPEB+pF0lIHYR43fgY7khhiJyDqpS3C9czHlkPjmrOkYzkmNyrHeCkjGpRhWP2yjGhVWfyoOixybc2aUXac8nDigTBa6u65JO+dR9pxX/FrlDwTaadIQisBWiQvRUX1xH/i5jLOrJpCGQszrWtGz+XBW4bc/oL/o7fECu1OEgk35fZXJp17wMRb7+l18jo2DRtwNXwC2acWk7xvIak7RLIdWsyt1dMEHAaULGXOq82eZB9wF0ZSQ3OEnXZPpb08tF5HJ8znxmAwczmFJ3hRdNwSDKeEkH9mIGaugyhXujR9RnSk+5QezA7zY0mwJwdm9yVxnz+3AobAdvGjzkXQq11dbV6MYooCZvrcuXFVW9y262BH3mVmcf5XOmMFMLPuZzH/ZbJIuJ9MuPORsVceM+/qI4av283glVvxvPiExdc+MuuMsM/NHwxatZUCJc0xUeHrOvUpvHwH5cMvY1PfkYJ1GlJq3Vkqrr2HVew1DFacwXroYvSsrKnVvRtRD5NZ8SCdhD8+8ui7GqipIlOqt/7fZ5/+Z8P+q6iZqC8/PuHomf28/PBY6lIjpXUzS3Udmjqm+tci+/9DXf9a/h0seSWPVVRCEi05iezTrUmksgap7KNCr+KHvXrxlMgtexm1LAHvIzc4mwxHPv1gZlwCbYSx67ZphfMgJ3xDZnDwwk4S9m3EZfRgbMrbYNu3I+Exizl9YQdbNghTCYA8gxaw6+xB4ndvxXWcGyVszClaMD/GxQoJ8xhS0CI/RkUNMC2aHxPLghSQYi2fV03sQkrcUNKChXECVCJFB74FOvJlaS9+hNhLcdBWaUiJ6s+bpXY88u7O7x5dOTOzE3vGt2XtuC6cm9WBKzO6ctljAO+8epES0pfvEYNI2y8+/JkwMk+FkHFSpNupUJF1CkgBZKsE8H+s4NI6d8pbmWvAsR/giN60O4/oe+01Cx+k4nf/O1MuPmbE9ZcMFCd7zL3vtApZjXXVkjxbPw8OepK204P0HR4gSN3vN4R8BfTo0uY30o/LjQ7OIfvwbPGFvFnUpyF6lWtS0D2cgtPjyT8jDLMZi7EaPJGibiMwdZ6D2aS5lGnVhMoNS+G40A6n+QOYG+zNbvfBwlzLuB3Qn9TVU/m824sKFYqhZyw0Lg8+XKSMejn0dWbL+ZPaT3wtLYOZjz8x4XYyI+5/pd/tT7jK3zH79hNm7NqJs5cHbvOm0366O8O2nmbx9Q/MOPUIrxufaTt5BvkKS0unli7p40LhzdcovvAwBa2qUdjRgSprn2IUdZ8isUcxX3gEo97DtXF8DvOXECcuSPD9dDbdfcsPbSXrJFLU1Od/GOp/Nuy/isrSk6WNElAreP8kJVNYRo0EyGWKvM7L/z/Ao/pz1Lk5Ge/IzlBMozpeU3n0/hWBO/cyOnYdi06c41ga7H79hnEBPjRzdaBJj+6MHTGSuJgwjpzbRfym5XS064Zl6VLYuXUndlUIZ87sJj5hGe4Lx7M0yIszV0+ScHgDXdy6YaBabyn5SxanSJfOWA7qg3G9ytpSJvoi4YysCmhj4bQ0T0WNKSJgChnTTgAykIxAe9J9u5Hmb89Pfwd+BDnzS4CUGGBHor8dmUtdyVjqQnKAPRnBDhDSnThppE8scoMEKTFiQyID05f15tvy/qQcEFfjpADndLhuK/acqhbOUsvOX/Hn5pYFVC4tfpg8b2fH9iRmfEWvv1cwI259ZNrFj/TbeokJl18z7sJDRl57IH7Qeyrb96FipUK83eFF9j4vMvctIGOvO5xdQtiEblplM0d0EcAsIfPAHDF6L7Ys7Ed+s0IU6juSQnODMRDmsZjqSdHefWg7ax7TVq9iUmA0pTp3wtq+KZb1bWg5qg2tRvRgyLRBAvLJ/JR7pB/wh30hHA+e9NdqZuLkv3p5l2UrwhjhPkvrk3+clcaTzBQCXn1ilIBi0L339L3/jVGPftDScylDFi1g86UzhO3dybYLZ3F2n82I1dtZdPEZc869Zs7ZZ5Tp0JZ8KnhgbUShOT6YbbqJ1UAv9ExKUHJ2OMXXPaBs5AUKRpyiwKxo9Oq3xMDClNl7zxH+FsJufeHgi29idirVlG7ozl/lf8fI/7WonAX/lFj/Cpz/c/DkjSDQQs9/KykiCTO1ad5qjlEaV569xi9hF2MiN+Nz/i6HsmHdowe4LphNU/sudHXswrDRfYmOC2ff0b34hC2hcYf2lChTl569bVmzUcB0bAv+SxezyGcuazbHcvL8acJiV9CsqzSqKq+B/J7GVapSoo89xaeMwdSpF5ZVK9K0WnHa1i+DhZVINwFOvhKytZFtcfExLPQxEQk3vkctbvi5kLncmezA7rlLQfYiMUilDHbk+zIV3u7Jj2Xd+B7YlbRwW2ErB/7w7kuv+hVY4lKPlOX2pEX1Iy3URfymfiRvmErayQBSj/tr08BVFC7zpPjb1wJ5KI13/arWmv217NSMzz9Ucv9s9NqMnMDAJ58YvfMo7eX9tAsvGXT9O6PvfGfovoNUaVSLTs0q8u2QH1n7vQWhCwQk7mQf86Nfl5roG+ixL3SSMJEPnPLizfqZ1CxuQclxs2i2djs1ZwRiPtod8249mB8dy/HEDKJevyP261uijh6jhYMjVsIqnYc6ERAdTqzXWDJ2zSdZZOExz4Gc8xnHiumD8fGcydhJg1kR68Wx8wdp79abO1+/8DInh2eZaTzPSmRfkjDn9Re4PfzCiJdpDLr4gKHhsUTHJxCVsBHvleuYttSbA6d3Yz95OrPPPGDU+RfMu5eK88IgLbpjYK1HkWrlKRG8ncIxf1CkuRv5S1Wm8rIdmK/+nWJrTmESeISCY8OkVSxIiRatCRfGDnuWTdi9JG6KnFH5pzXD1AxcLY34r3OA/ltRA0n/XnTg+av834BHjavTZsLK+YrR1MS+lBy1NpGqU86R59SNVkjh5vMHLFyzgZHR6/G79AdHxdVZc+0mw+fNoZ1TH+z6DWTKzCls3hTHrm0JzPdyp6L4M5bVK9F39FhWrFvNzr1RhIVOIWSpJ9uO7Wbn+V1MmTeW8pVKa8anZ2iKUY1GlHATWTd2LEW6t8O0YkmqljbDsUVxZnetwsIetenfuiIlihugp62EbqANJi0oRc9aQGRagIoVCzHPrQ7X1bqqoQPIipUSJSVyAJlSEPmWFSq+kQDqV9AAvvv1gyWduDHPjvKW5nQWX/33hfbkRPQHP0fxmwaLqppG8km1yvYSss8tFcbx4sXhxTStXUZ79rrNa/Pq7T35riArMxW9tiEJjLr0it7zPPD2dafT1OkMufKEUWee0FD8if5D2+HWpak2FTV7vxc/j4gPsncWP7b5UaGSaP+qlnzbLQwh+7PP+DKwQ01Mm/WgyfkbdLv1Wup+jl3CJupOHMfpL5+4kyOs+f4LntK6BYuhrXz2lvB9uzj94h6r4n35uN9PfKe5vDngx5qFA7izL5jz+1bK46of+Tt+y73pJM7n5VcvUGOKn2dloKaevUWl5Mhg15vv9Dp0nU7h66g9aARtnR3ZtW8n493nMsljAWODl+AZHUK/qdOYcOx3Zlx7w8Izt6nuYEeJhiXQK6FSJUmr2MOeYlFXKb5op8iGhvI3dcJm2ykKxfxO0chrGHvtoIjjQGlF89N17ESiP4LPoySib7/gUXKytEsqfK3k2A9tAar/PZb4XxQNRP/KGv+rooCjfBgVmMgDoQpx5+SoEdgqBJ3CtUf3mLdqPQNXbCL4+lOOJGUQcu4sDtOn0NXZjt62nRgzoj9rN6xk84GtzAhYSIOu7ajapD4jJo5mzbqVhCzzwVeYaevODZy8cYqNhzfSvV938SXz6UBTpirmvXpTbvgIijj3p0C9ehQWX6d2RSucWpRkWreSeHQvz5zOlZjXobQAqCLD2lWhgvjTinH0LfUFPCLlNBCJjFNAKqpH2XJGdGtUhjHdarF8aBu2T+rCrmmdODKrJ5fn9eTF8r6kSUkJ6MlXfyeRb/05O7M3xQ2NKGlhQOSYluSEupIT1ovUuDF8FXdEjS7gUiC/LgTQta3ISHn+KtUrcO+ZypYEmVnJ8tsmoec6azbVO/dm7vSh3DocwdQpfWg9wIn2fXoTFTaBmQvd6GPbSGRZEFmH/UgUbZhzZBFHA8ZhoK/H7CEd5ZiARxC7c769tNLFqLLpGD2vvKXn/uO03raWfjdu4nryKltfv+drTib3U5LY8fUHqxNTWZuUzjV5oI1Ht3J2uzCb+DrJco/L6+bw6dkRyLjFg2cXOHHxJP3HD8Nh3Aiuf/miTT5W5ca796w5dIiQdQkEhC1lhtciRvp4s2b7Wq5fvcDuo9sYNHMYTqOHEBQbg8PkifhujGdybDjeD57ifechVbp0o0abBvhtW4plXdG1VoYYlsxH8RFTMVn9FMsRoeiZW2EzWVraXZ+xiL2BhVo42GMXxk1aajJkYsxaVoi74C8A2v7wGd8z1QrWagCpmivzDxD835b/C/Ao2aaAo8bRkSlyIytv2kI6F2//wfSgcBx9Qgm8/phDP7MIO3qSvtMnUadNczr36saEkUNZFxXCzh1rmT53MpUa1aZ6lw6MnTeDqFWh+AUsYo77JPbu3sT12xdZs2GVlgJLA4wUwyq/UchxNCVHz8a8txv6VSpRtpQpzvVsmNmpHjO7V2dmRxsBTDHcO5RgVocKeHQoh1fnsiwUFprc7Tfq1zAjfxEBjMjkQhb5MbDKRwFrfVEJsk+2arqJ6nxXvlIB8Yv0i+pryf+LFjWhdqVibJzQkaSIfnxd1lP8oXZkB7mwd5wjhka65UMmyTMkir+UETGQ5I3jyTntTfq1YIbZi8SUv6FQSRPOnVMDc+UrzE4R4Cjw/EIv/aI/v+/x5vGZ5bw+5cvbiyu4czSG+8fDSL4TRf/BLVk4yg7EeUreL5S2VxyrU35MdGpOofz5OBc9EY65837XLBr9VpQKI0fS5uw16s73p/qwgbSZOpFaU+bhtvkoFzKyeZHxi9eZiRpTXHv8mAtXL3H/+ycSElZweUMQXN7Mq3ULeH4iQfuRnz08i/eSRbR0sCVo0yaNbRTTHLpzB++YKMbPn4NnyBL2nz3BtWe/8+zrfWlNVeRL+Q1qPk0SP7I/8+vbezGXFK48ecT1Ty94IDwVc+M6ZTp3obtjZwYNc8B+tDMTfCZRoHQxCskPYlS1BKUWb8cm/ncK9xyCvkVZSgdup8zmu1jEXcUg4hpFpgRKq1qB4uVKEXbmETHycDG3XnH69SdSs9T0BWEfPooR/09j3/43y/8FeNRq2irXNuLgqo7NHPkWzj18wLSwGOznLyX8wn0OvftKwPZt9BEW6di1OW692zFz0kg2blvD7jMHmRXpS5U2LanZqjkz5k8lfPki5nqMZ96iGZw8e4RrN67gE+BFuaqltCBAAT1DzJo0xWTISMwHT6NA4x6YFrWkbsmijG3WgFinZqzr05Cofs0I7t+SpU4N8bKtwxwpk7pUZGqXsszqVl5KBeZ3rYRXp6rY1y9NsRJGIuMEJCXyCYD0KVS4AIULF9SicmrJTdWVoVYNzC8MpQaZ6hUxFkCZYVTIkJjhPcVHGsivgM58Uz5ShDPrR7ejsKmATwDk2qwKn5f0gBVi66cX4jFVN1Mgf2FDNuxdI9+dGoWkxhmqUSW/pHwX8NzbALfWkHYrip93Ivh+JZTMy/GkXg8j5e5yOrWpRcKMQXA+mJ/CCBzy5t2++VQuZUb7mhX5uc9DgOVO6IQOFKhclXYbDlPDLxynAH/2vnzDGbnp2levWHX7Fk+yFXgyeC/ss2JNJIvnDuPqgWCSXuzgx/OjnN+8jB9nYni6bxnnzu5l3Lwp2PdzZMHSQB4kftPSVuy9fYcFq2OZGuTLllMH+JSqHF0V1s2QP0j8AoFXTsoPkjI/iCh5S1q2tPzS8qYKkH5p0FMD/jNYsXk5paqVYZA0DF9/nODz58PMWTiY3qPsqdausdai5ZMfpFiLZlSOuoB18FkK1m6MSa36VN1wEbPVf1A0Yg8GgccxGCMAKpKP+rY9Wf5SfJ9nybrZp1+FfeTO6t7KiJV0+3+Sb/8DeP7MxKMGqWrvdRJN5dvWzfWRn/nZE2aEC9PMW0jo6Usc/fgV/x2bGTJtEt3se9JvkCuLF89l154tnLx4mMmzx1O6Slm69bZlse9MvJbMZOrs0XgsnMmxU0e0sXjjp46nkLYytBivmSmmHVthOXokxQaPIX+DxpgVM6NN1cLM6lyNFQOaEj+0BSv7NSfSrTGR/RoS078JcX2bEycgWjGgMQHONfG0/Y15XX9jbpcauHeqjkfXanh2K8fINqWpVckK4yJi8AKOfAIitTq6kaVKcim/l0hu/eICXhs13MdAwJUPUyXxZGtcJD+rx3YgZ/lwfvm7kOTfiYzwfqwa1lVb31aNu+xcpyT3AkayZW5vbdUN9Td5LJuvfXc5qWmkZ/2S3+Gn2Jkq39BLfrydpLsxpN4KJ+l6BIm/ryDrj1Xk3AznzeUYqvxWlqP+g0Ecp6zdvmSJX7PPx1WrOHxcL5FrC0k7NR+3ptUp128ETVYfpv/abdyWGyrX6pqo/ztSHuWoiJguqdKaI/sY2q8LSfd3kflkC/cOe3F55yI+PdzD7+fWMnXWUFrYdmXOkmXcef9Zu+bYyxf4bd5M4IaNnLhzS9gnXUwyjW+Z3/maqmJuasalKuLlZit/Q12lWls1/EU+iwG9+vGE2M1xtOrdgUo1S7Myfj6ZGTf4+fEwyd93iRN4hXlBU8QBLopJOXOMShpqCftK9B2PZfxTirjHSUtUlKKDxlB640Osoo9gHH4G8yWHMerZH70C+ejvH0a02GvMg3S23f7C2xSVp/OngOcnqaKT04TutcGW/wkc/8dFgUP8FgGMlrM6U/UxqR9YHiBbBfDVd5DDw5ePmRwSjMP8hQQfOcbup8+ZG7damGYCdq7CuPbd8PdbxJETh9l34ijTFsylaq1qNGvZEM/5M1nqNZdpwkQBwZ6cvHCMXSd24zykLwZmInvEDvJZ21CimyM2I8dg7OhGvpq1sSleBNs6xVnQqwarBjUifkATYoRtovvUJ7JvI5b3aURk/0bEDmgoYGogAGrAqj71WOXaSLYtiB7YikABmEeP6szuVAWPLlWYKZJuZpfquAoLlS6uJtEV0FbJKGCjInL6AqACWoYeBSAFJsVGatKdCgIpsBUtbszh2b3ICelNknc33gb0ICm8P8uGN0G/sPwt+fVoWKsiFa11fTkuA9ykAUoV+a3GLyqbkt9Ofd9SVAOll3EngeSbK0h5GEvig1gyZJt6OxxerCMuYiYGRnpcXz2NnKOLyNyxkKyTvqwY3QZjw3xcjp8Lp7xJ27OA1jUqUXrSdBoJcPZ8TeRFZg53MjJ5lf6DTwIetWjg799+EL01ngmT7Dm51YeXp8J4emIZeyOGsjV0GGGBE+k52JVZoYGalFMhAiXRDt77g+X7d3HuxWPVDakFBl5l/OSDSMBfokEPXz7G+IVTiN0Wx9EzB3j88g4PXt3jj/vX2H9sF17LFmPr1pNKdSpQvWFFFviN58Wro0JWV0j9dpI3v05w/v4KbtzcxMDxbjiPdcZuiK02QDF/aXMKlLOg1LwwCsfdp6ibWmHBmhLeyymR8Jwiy09iFLKN/J7byNegBqZlCrHw2H1Wi2sRraYvPP0kslFkpBi0ym2g/A/dOLT/Bwb6l6JjI62DUxoS9VnHNNnce/6AWUt8cZ0xm5CDh9l//xGLIpZj36cfTn370m9AH7w953PwwHZOCIuPnzqG5l3a0N6uCxOnjWeG+2Rmz5lETEwI+88dIH5dND26tNJkjmqpTcqXpZxDH8qPmkShXs7ol69OZavCjKxbnOUO9YkZ3JaYvs1Y5VRPgNNYk2lqG6mA06+xxkQh8j5Ijoe5iIzr05QoYaFwAVCgfW1CHOsT4lCPcKcGBDvVx0+A6Nm9Moval2NSi4q0rVkCQzUKQYBRsKgBhpbiq1rqYywNXgE1xeHvRaW9sjCgbtki3PPtyw/xf94u60q6Rw8yQlxYPqUlpcS30cLoApwaLWvx4csrAU4GGZm5jPNP8GTfXEnWnTiyHyaQfita7CkYbq8k+d426tUqR5vqNrzc5E7WXneSt0wTBvIjYnQnSlub8XqnJxxZzPv1s+jQsTmVp02j+7r1XM+Bd1loIumZlH1PnzJ/9XLm+Axm59qJfL4jGvLtdjKerOf1heXc2rOQOwe8mDC8A/1nTiZ81x48V0bzMPUnDzISufnjM29yUngvAuh11nfeycO/y0rmU3qy5ph/SPpOK6fuuIwZxKR5o6lSvyJNOjfht7pVqSDSrE6jikyYKvfeHcWXTxfErm6SlnSK7OSTfPh4iHXnlxK0dwpbD4XRzr4tHiHueEfPpXqrquiVNNV+DPPmNbGKPIGpWqKxUQeMK1WnqEg3y5VnsA7bi374NcxHT8WgUAGqtbUj/lkSEc9ziLzzkYsfRDqqjkc1UjpbzbFRoWLVMfn/6gep69U0cGEcxT4a82bx5PVDZngtwFHkU+CmjcQcPcG0wFAcBg6hrwBm0LB+hMYEc0xYZP/Z/UyZM57OPVvTw6GzNixo3IyxzF4wjQ071nHp5kWCo5dRtbEuKb2eviWFqramtPMgSgwdhWnb7hQqZUOjMoaMbleOFU6/iT9Tm+X9W4k0a0m8a2Pi3RoS26e5AKMVMf1aCFAEHI51Wdy9Gn6967PUsRFL7RuwtGdd/HrWwt++lgYYxUBr+koRaZcwqBmrBwv4BjRi2aDaBPauiq+wkBp2U6tCIW0VBpXSSq+EPgWUdPsHePKrlFeqr8jYgN5NKvFJGCdlaS8+hvYiY2kbiOqPWzNdZM3UqgQXr6rRkhk6qZalRqqrxu5fZbMeD+PhoRjzi83weDU5d2J5ci6Wfi4daCOGdydqEklbZpG9YxaJG0bDbh+83NrQpH55Mg57w9EFnAkfiPMoV+atSqDrrLnijIuL9PMLMQd20XfWFEZM78vhHR4kPomDTzvJfLWZlOfiVz1ZTfrjTZo8fHbYk4/XYpk1awBNunajnUsfRi+axaPU7zzNTOV5RgrPhTqfZf8SQP7kWU4ybwQ8idm6uSyvf35lwMQhwjhn8QubwVy/ybx6c54PH86SlnJVzrgp38UNUTenSf9xhMSUM5y8FYff2um4C/OtPDYHvw0zaNi5PjP8R+C/egq+K2dTtUlp9Avpoy8AKubSA/Oo6xSZs4n8FtZYOA6jxGa17s8lLCKOY+67m4K2fbUOQPuZc4iS1iPoaRpr773j0U+V/TpZA5Ba+1QHnv8EiP+TovqDVIedkqbw/O1zvIOX4DxmJN7xq4k/sI/Ji2bTvXdPho4aw7jx41jk6c6Fq6c4cvYQrsPc6OLcHach9oybPowJM0bi6beQoycPcuzMfqYvnIp1eV3nYD7xZ4q06UjpkeOx6iOSrUFdTMta0ayqBQu71GK1gGT1gDpEuzVgubxfLswS2bcxsf0bs3KgSDbXlkQ4NGeJbW18etRgiWM9vIVdfEWW+YpPs7RHTSLs67PCWRjJpQlRLnKtazNWujWTrdQhDLZyQHNWqHqlzpgB9VkuQI20ryfAa4hDw+KUKm2oS64oPoyWI+5vRd+6oBbmzqf6iUzyMd+xgZYz4XNoJ4jswdaR7bAQNaX+1mVRy7TvM1OUjRqIq4ZO6Roq1ff2N/Dc3DFXfA5fjq+ZzIbAASyd3o3BPergPtSJ5+LAs206nFjM6aBB4ly10GTahA6NmORiq03J5uh8VrhLixUVxKZzJ6nUrgk9pk6mZJO69OvTgWPbPMh5s16YZh1ZT9aS8mQjac9l+2INSQKgpBdrSX25jaynG0i+H8Xd0xHSKi4XloGR82ax7ewx3snjP8pK4774DA+k1X4qAHou4HmU8p24/TuI2rGR++9esH5vAsOmOPE9/QFTZvVn9/4YqeU2WSkHyUg8TuaPM2R8P05i4jH2nAtl+GJHxizpx6iwAYwOdSb6gCet5cdymNAN3zWzmBM2DqfRPTAuX1JzSk3LFMBq8gqKrriHxUAPDI0LUcwjGPOtDzGNPI5RzAX01fKTDcqjVygfM3bsYYW4HxG3vrPt0We+ZAjQ5UtXQ3FU1hpdAOB/KP8Ai5p8ppZN1NL1ZqhRzgo0mbz+/BSv5YH0mzyeWZGheK5PYKKPP27DhjBu3Bg8Fy8kemUYB0TSrt21lbETx2Nr24lhI/oJYCYxfMoEPH0Xc+j4TnYe2orrGBct1KuBxqYEhbt3xHrgCAo7upBPGtTi1kb0qmaFl7DESmGFVf1VAKAFUc5NiHRpRbSrsIVrfeJEkoW7NiDAvgbePasLo9TE17EGPgKSJbb1COxSjQjbasQ61GWlACZcZFukACVGWCfSub7sa8RqKXF9GwqT1SdCfKQol6bEOjcTZqpHkNQVJCzl3/M3AWRlvG1r0rd5JcqIb6OvQteWRujbGIvfI/5Q8fwUKCF/T0nFUPkxMtUjYVRHWOHGe69eVKlYWPt7HV3spWFTU+KzxAcWX0eTa/Jbab/BP8BTXyjPf2IftvsO4nLCFO4mTODXxonCMAKa47N5EDOCANGubi1qMtahJjv8+tKxflUSZg6EvdPJ2DcHlx71qG1rh3mlUpoerlm7LDvXLYBv2+DjGjKfrSTj2WoyniZIWUv603WkPltP8osNpLzeSMrjjTw9FsjZDaPYFz2cWTNHcOXjR9SM/5vpWTwV4DwVefZA/JsHIt2eCBO9ylBzGeHu+7cMnDSWwmUtadSpAUYljIheF8D3n/exdWrJjd+3iMH+Tsqvk6T9PEVmylnxiXbiHj6a6ZETmRM9hlmrJzArfgLe66Yz3n841TtVxi9+IRM8h+I8uicdB/Ygn4U4n6KtDWrXo9iSHRQOv4JlCyfyl6pK8ZA9mK69Q6kVezCOOInZdH/ylStG8RoiY268YsVLXfad8y9Vh2UaatUD3fRonXb+r+Uf4EnXvD0VBFF+TQYv3zwjeEU4g6aNY8R8d2YvWyosPwaXgc5MmTqFJT6LWJcQx4XfLxCzPhSnofb0cHNkpPgz4xZNYPCsoawSH/TB3evs2plAh96t/9T8BlVrU9S5D2WHjaZYu24YFy9OxVJmuDUtIzKrsRh0S5FVTQUoiiWkqK18jukn7CAACOpVV1ilBl7dhVnEqP3s6xBgV4sl3eV9r8YscxHACbus7t2MDXZN2Ny7ARtd67LKrb6AqDF+Ah5PO7nGVtiodxNipVFb7lxXfKAahAhjLbOtRbCUsN71BLSN2eDWmM2utUXmNWOJS2scGpehmIWKtBlgYK1PIZF1JkULCCPlR7+4AKioPiUsC3Jw3mCmd2uEnoEeRuVtWHfhosAmB5WVSJdpNXeo1X8Cj7NtCyb0bsMaceJXjO/Mend7nqx359GK8YRISzLetiUju9dli3t73u6Zw4B69WgoTvHTbVNg/wyuRoyisKVa9FWfcuIf+Hj049d9kYIfEsh6uZqs15uEdcSApeS83KABJ/3pZjKey+fXO/n8Ryxn4idzcNkIrm0cz/Ud01gw1Y4WvTvgdeAgGx4+Ep/njTBROg8FMA+yslDTwVS7G71nO81sOwpwigldi95VrY0YebHy5tx/dIYz5zfg4NCazx//IC3tHMk/j5AqAPr0/SSB6+Yz0HsgE8KGMW6xK+O8+zArbiKL42bTvHdtBkx1JCTBD9eRHQVEw6jUtrrWo20qLXLhLraYrbiKhddeCpSsinmHtpRcd1cY6SZFlh3AMPww5oPGagNZ27v1IeZ9OmFq9ukfH7j3VUkB5eCrEPpfP8R/LLmg0ZZ3zBaJlqXLrvPh80tNno2aPZNRc+bJdjZj3KczTBz+yRNGEOTtzc4du7l0/TpBkUHY9unMmBkD8Frqjvu8KUybNorVu1dz/cUt1iesokM7MR4BjPoNTeq0oLjTSEoMGE/BTh0wKFlEfm8LJrSuToAAJLpfQ1Y51xa2qC/s0Jgop0aatFLgWepcD8+e1fDsUQ1fYRlvkWaLe9URVqjF0m51RJY1kPMaEC+MtNqxDuscarFJjD3WpZmwUhPGtqyMXf0ytKpflt+qWVOhsg2/1SlHY/FF+jSpSpCAKMqtJjFy7QqRf1FSd5R9XdY5NmGTW1PiB9YjoV89dvVvxrqhTZkrz9asTmlMi+QTX1SPggIWfWtjCtrkp6CWdD4fVsWLUFT8d9VoOMydT8wXUTXfxH/M/E6KMH2WqJy/fot/gOel+Blz+nZgun1rZvbpyvSRbth3acNvlcuxYIojn1a5kZEwgontRGP27cS6wT056SH79s/ku4Cpd0vdamQuHatz97C/CO/V8CSGbPGlUm9v5s35SG7tX8C1Xe68POdPxot1Its2kPNqC89OLmFfxAAub5nIj2tx5DxK4PEJb45tmEPQ4n5MmtSL+T5jaN69HuvPH+N5djavsjK5+eoO3fp21aYnqFRS+jYFhZYNyF9CWhUpKit/w6bVyEh7xsp4P8ZMciIp5TrJSQKgH8dJSz7Fw2c78IuayPyYybjN6skITzeGL3TGPWYSC1e708KtCdXb/0YThwbMFLYdNtsZs9+stc5TEwsDrAd5UDj6IoWmhGgZdmxGuGO68T2lV57DMuwwFgHi/3R2FkAbMGxZJKvfZBL+MJm1dz/yPlkN+1fS7K8f4j+WXPDocgl85fuP13j5L6K7mzPekWEMEwaxlfeLfRaz0Gse64U9Ll67wvU7d5jkPovqTWsyeKwLO3bH4LF4Egt83Dlx8ghPn91h3uxZlCubGwTQM6BQc2kAxozD0sEN45p1MCtaEHsxYL/utVjWvyHh/VsTLgwT4dxQANNSQNCKCDeRUcI0S2xFlnUVB76XYpVaBLk00ADk07MqgQKiSKf6rBagrXRpyIq+4he51BTANRQmqo9jfSu6d6hK2dqlKd6kAXbjxjM5NIhZayLx3LqaJQc2UUN8Msta5bBrXIEVTnWJ6a0AJFJP2EkFI+LFD1K+VdSgRkQPasjKwcKMQ5rjL9JuYseqDG1Xndo1i2g5EgpaGWGsxsqJH6T6iNRUfJV4vnLT+sTceUXoq2wOvPhFojTU6So/339lnu/8f11AaR71XiaYAAAAAElFTkSuQmCC" style="float: right"/></p><p style="text-align:left;">Take a look at this image, showing a vacation request form. That is how the business conceptualizes the problem: as a single cohesive unit encompassing all the necessary data for submitting and approving a vacation request.</p><p style="text-align:left;">Note that for real systems, we’ll require a lot more data, including details such as the actual vacation days taken, how they should be recorded against the employee’s leave allowance, etc.</p><p style="text-align:left;">The important aspect here is that instead of working with individual rows, we need to raise the bar and move to working with the entity as a whole. In modeling terms, this means that we won’t work with rows but with Root Aggregate (from DDD terminology).</p><p style="text-align:left;">But I already have all of this code written, so let’s see how far I can push things before I even hit my own limits. Let’s look at the code that is required to approve a vacation request. Here is the first draft I wrote to do so.</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'>app<span class="token punctuation">.</span><span class="token function">post</span><span class="token punctuation">(</span><span class="token string">'/api/vacation-request/approve'</span><span class="token punctuation">,</span> <span class="token keyword">async</span> <span class="token punctuation">(</span><span class="token parameter">req<span class="token punctuation">,</span> res</span><span class="token punctuation">)</span> <span class="token operator">=></span> <span class="token punctuation">{</span>
<span class="token keyword">const</span> <span class="token punctuation">{</span> varRecId<span class="token punctuation">,</span> approver<span class="token punctuation">,</span> status <span class="token punctuation">}</span> <span class="token operator">=</span> req<span class="token punctuation">.</span>body<span class="token punctuation">;</span>
<span class="token keyword">const</span> res <span class="token operator">=</span> <span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">UPDATE VacationRequests
SET status = $1 WHERE id = $2 and approver = $3;</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>status<span class="token punctuation">,</span> varRecId<span class="token punctuation">,</span> approver<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>res<span class="token punctuation">.</span>rowCount <span class="token operator">==</span> <span class="token number">0</span><span class="token punctuation">)</span> <span class="token punctuation">{</span>
res<span class="token punctuation">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">400</span><span class="token punctuation">)</span>
<span class="token punctuation">.</span><span class="token function">send</span><span class="token punctuation">(</span><span class="token punctuation">{</span> <span class="token literal-property property">error</span><span class="token operator">:</span> <span class="token string">'No record found or wrong approver'</span> <span class="token punctuation">}</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
res<span class="token punctuation">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">200</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;">Which will give me the vacation requests that I need to approve:</p><table style="width:100%;"><tr><strong><td><span style="color:#333333;"><strong>id</strong></span></td><td><span style="color:#333333;"><strong>empId</strong></span></td><td><span style="color:#333333;"><strong>name</strong></span></td><td><span style="color:#333333;"><strong>reason</strong></span></td><td><span style="color:#333333;"><strong>status</strong></span></td><td><span style="color:#333333;"><strong>date</strong></span></td></strong></tr><tr><td><span style="color:#333333;">8483</span></td><td><span style="color:#333333;">391</span></td><td><span style="color:#333333;">John</span></td><td><span style="color:#333333;">birthday</span></td><td><span style="color:#333333;">Pending</span></td><td><span style="color:#333333;">2024-08-01 and </span><span style="color:#333333;">2024-08-02</span></p></td></tr></table><p style="text-align:left;">And then I actually approve it using:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-bash'><code class='line-numbers language-bash'>POST /api/vacation-request/approve
<span class="token punctuation">{</span><span class="token string">"varRecId"</span><span class="token builtin class-name">:</span> <span class="token number">8483</span>, <span class="token string">"approver"</span><span class="token builtin class-name">:</span> <span class="token number">9341</span>, <span class="token string">"status"</span><span class="token builtin class-name">:</span> <span class="token string">"Approved"</span><span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">What is the problem now? Well, what happens if the employee modifies the vacation request between the two requests? The approver may end up approving the wrong details. How do we fix that?</p><p style="text-align:left;">You may think that you can use locking on the approve operation, but we actually have just a single statement executed, so that doesn’t matter. And given that we have two separate requests, with distinct database transactions between them, that isn’t even possible.</p><p style="text-align:left;">What we need to implement here is called Offline Optimistic Concurrency. In other words, we need to ensure that the version the manager approved is the same as the one that is currently in the database.</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;">In order to do <em>that, </em>we need to modify our schema and add a <em>version</em> column to the VacationRequests table, as you can see in the image.</p><p style="text-align:left;">Now, any time that I make any modification on the VacationRequest, I must also increment the value of the Version field and check that it matches my expected value.</p><p style="text-align:left;">Here is an example of how this looks like when the Employee is adding a new date to the vacation request. I shortened the code that we previously looked at to update a vacation request, so you can more clearly see the changes required to ensure that changes in the request will be detected between requests.</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'>app<span class="token punctuation">.</span><span class="token function">post</span><span class="token punctuation">(</span><span class="token string">'/api/vacation-request/insert-date'</span><span class="token punctuation">,</span> <span class="token keyword">async</span> <span class="token punctuation">(</span><span class="token parameter">req<span class="token punctuation">,</span> res</span><span class="token punctuation">)</span> <span class="token operator">=></span> <span class="token punctuation">{</span>
<span class="token keyword">const</span> <span class="token punctuation">{</span> varRecId<span class="token punctuation">,</span> version<span class="token punctuation">,</span> <span class="token punctuation">}</span> <span class="token operator">=</span> req<span class="token punctuation">.</span>body<span class="token punctuation">;</span>
<span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">BEGIN TRANSACTION;</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">const</span> res <span class="token operator">=</span> <span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">UPDATE VacationRequests
SET version = version + 1
WHERE id = $1 and version = $2;</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>varRecId<span class="token punctuation">,</span> version<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>res<span class="token punctuation">.</span>rowCount <span class="token operator">==</span> <span class="token number">0</span><span class="token punctuation">)</span> <span class="token punctuation">{</span>
res<span class="token punctuation">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">400</span><span class="token punctuation">)</span>
<span class="token punctuation">.</span><span class="token function">send</span><span class="token punctuation">(</span><span class="token punctuation">{</span> <span class="token literal-property property">error</span><span class="token operator">:</span> <span class="token string">'No record found or wrong version'</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">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">INSERT INTO VacationRequestDates
(varRecId, date, mandatory, notes)
VALUES ($1, $2, $3, $4);</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>varRecId<span class="token punctuation">,</span> date<span class="token punctuation">,</span> mandatory<span class="token punctuation">,</span> notes<span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">COMMIT;</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">)</span><span class="token punctuation">;</span>
res<span class="token punctuation">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">200</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;">And on the other side, approving the request is now:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript'><code class='line-numbers language-javascript'>app<span class="token punctuation">.</span><span class="token function">post</span><span class="token punctuation">(</span><span class="token string">'/api/vacation-request/approve'</span><span class="token punctuation">,</span> <span class="token keyword">async</span> <span class="token punctuation">(</span><span class="token parameter">req<span class="token punctuation">,</span> res</span><span class="token punctuation">)</span> <span class="token operator">=></span> <span class="token punctuation">{</span>
<span class="token keyword">const</span> <span class="token punctuation">{</span> varRecId<span class="token punctuation">,</span> approver<span class="token punctuation">,</span> version<span class="token punctuation">,</span> status <span class="token punctuation">}</span> <span class="token operator">=</span> req<span class="token punctuation">.</span>body<span class="token punctuation">;</span>
<span class="token keyword">const</span> res <span class="token operator">=</span> <span class="token keyword">await</span> pgsql<span class="token punctuation">.</span><span class="token function">query</span><span class="token punctuation">(</span><span class="token template-string"><span class="token template-punctuation string">`</span><span class="token string">UPDATE VacationRequests
SET status = $1 and version = version + 1
WHERE id = $2 and approver = $3 and version = $4;</span><span class="token template-punctuation string">`</span></span><span class="token punctuation">,</span>
<span class="token punctuation">[</span>status<span class="token punctuation">,</span> varRecId<span class="token punctuation">,</span> approver<span class="token punctuation">,</span> version<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>res<span class="token punctuation">.</span>rowCount <span class="token operator">==</span> <span class="token number">0</span><span class="token punctuation">)</span> <span class="token punctuation">{</span>
res<span class="token punctuation">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">400</span><span class="token punctuation">)</span>
<span class="token punctuation">.</span><span class="token function">send</span><span class="token punctuation">(</span><span class="token punctuation">{</span>
<span class="token literal-property property">error</span><span class="token operator">:</span> <span class="token string">'No record found or wrong approver or version'</span>
<span class="token punctuation">}</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
res<span class="token punctuation">.</span><span class="token function">status</span><span class="token punctuation">(</span><span class="token number">200</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;">We need to send the version to the client when we read it, and when we approve it, we need to ensure that we send the version back, to verify that there have been no changes.</p><p style="text-align:left;">I have to say, given that I set out to do something pretty simple, I’m actually shocked at how complex this all turned out to be. The solution above also requires <em>cooperation</em> from all entities. If I’m ever writing some code that modifies the vacation requests or manages them manually (for maintenance purposes, debugging, etc) I need to also remember to include the version updates.</p><p style="text-align:left;">When I started writing this blog post, I intended to also show you how you can model the same situation differently. But I think that this is quite long enough already, and I’ll complete the proper modeling concerns in the next post.</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/200929-B/vacations-leaky-abstractions-and-modeling-concerns-oh-my?Key=a47da447-db4d-449a-a23f-f60ff0f4a804https://www.ayende.com/blog/200929-B/vacations-leaky-abstractions-and-modeling-concerns-oh-my?Key=a47da447-db4d-449a-a23f-f60ff0f4a804Thu, 04 Apr 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 GMTCertificates from the Ground Up<p>One of the most fun things that I do at work is share knowledge about how various things work. A few months ago I talked internally about how Certificates work. Instead of just describing the mechanism of that, I decided to actually walk our developers through the process of building the certificate infrastructure from scratch.</p><p>You can find <a href="https://docs.google.com/presentation/d/1KPYedgYRHF3GY49rW7d8nu2uq93EAL16xM827ZSnPSs/edit?usp=sharing">the slides here</a> and the <a href="https://www.youtube.com/watch?v=w0CaZWfBrxQ&list=PLyN48dYowfwCwyr-EsObZWEMz0LaC9DK4">full video is available online</a>, it’s just over an hour of both lecture and discussion. <p> <iframe width="735" height="720" src="https://www.youtube.com/embed/w0CaZWfBrxQ?list=PLyN48dYowfwCwyr-EsObZWEMz0LaC9DK4" title="Certificates from the ground up" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe></p>https://www.ayende.com/blog/200897-A/certificates-from-the-ground-up?Key=9e98e4bd-d871-4bc1-92f0-5bdd5995f30fhttps://www.ayende.com/blog/200897-A/certificates-from-the-ground-up?Key=9e98e4bd-d871-4bc1-92f0-5bdd5995f30fWed, 27 Mar 2024 12:00:00 GMTPermission to pay your money, please!<p style="text-align: left;">I’m trying to pay a SaaS bill online, and I run into the following issue. I have insufficient permissions to pay the invoice on the account. No insufficient funds, which is something that you’ll routinely run into when dealing with payment processing. But insufficient permissions!</p>
<p style="text-align: left;"> </p>
<p style="text-align: left;">Is… paying something an act that requires permissions? That something that happens? Can I get <em>more</em> vulnerabilities like that? When I get people to drive-by pay for my bills?</p>
<p style="text-align: left;">I can’t think of a scenario where you are prevented from <em>paying</em> to the provider. That is… weird.</p>
<p style="text-align: left;">And now I’m in this “nice” position where I have to chase after the provider to <em>give them money</em>, because otherwise they’ll close the account.</p>https://www.ayende.com/blog/200865-A/permission-to-pay-your-money-please?Key=394e981a-ce0f-4dd0-8773-8b34736558e0https://www.ayende.com/blog/200865-A/permission-to-pay-your-money-please?Key=394e981a-ce0f-4dd0-8773-8b34736558e0Mon, 25 Mar 2024 12:00:00 GMTRavenDB, Raspberry Pi & Hugin Appliance: oh my!<p style="text-align:left;">RavenDB can run on the Raspberry Pi, it is actually an important use case for us when our users are deploying RavenDB as part of Internet of Things systems. We wanted to showcase RavenDB’s performance and decided that instead of scaling <em>up</em> and showing you how well RavenDB does ridiculous loads, we’ll go the other way around. We’ll go small, and let you directly experience how efficient RavenDB is.</p><p style="text-align:left;">You can look at <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/raspberry-pi-hugin-demo-kit">the demo unit directly on this page</a></span>.</p><p style="text-align:left;">We decided to dial it down yet further, and run RavenDB on the Raspberry Pi Zero. </p><p style="text-align:left;">This tiny computer is about the size of a cigarette lighter and is small enough to comfortably fit on your keychain. Most Raspberry Pis are impressive machines given their cost, more than powerful enough to power real applications.</p><p style="text-align:left;">Here is what this actually looks like, with me as a reference for size 🙂.</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;">However, just installing RavenDB on the Zero isn't much of a challenge or particularly interesting, to be honest. We wanted to do something that would be both fun and useful. One of the features we want users to explore is the ability to run RavenDB in appliance mode. The question is, what sort of an appliance will we build?</p><p style="text-align:left;">A key part of our thinking was that we wanted to show something that works with realistic data sizes. We wanted to have an <em>actual</em> use case for this, beyond just showing a toy. One of the things that I always find maddening about being disconnected is that I feel like half my brain has been cut away. </p><p style="text-align:left;">We set out to fix that, the project is to create a knowledge system inside the Pi Zero that would be truly Plug & Play. That turned out to be quite a challenge, but I think we met it in a very nice manner.</p><p style="text-align:left;">We went to <span style="text-decoration:underline;"><a style="color:inherit;" href="https://archive.org/download/stackexchange">archive.org</a></span> and got some of the Stack Exchange data sets. In particular, we got the datasets that are most interesting for DevOps scenarios. In particular, we have <span style="text-decoration:underline;"><a style="color:inherit;" href="https://raspberrypi.stackexchange.com/">raspberrypi.stackexchange.com</a></span>, <span style="text-decoration:underline;"><a style="color:inherit;" href="https://unix.stackexchange.com/">unix.stackexchange.com</a></span>, <span style="text-decoration:underline;"><a style="color:inherit;" href="https://serverfault.com/">serverfault.com</a></span>, and <span style="text-decoration:underline;"><a style="color:inherit;" href="https://superuser.com/">superuser.com</a></span>.</p><p style="text-align:left;">I find it deliciously recursive that we can use the Raspberry Pi Zero to store the dataset about the Raspberry Pi itself. We loaded all those datasets into the Zero, for a total of about 7.5 GB, and over 4.2 million documents were stored there.</p><p style="text-align:left;">Note that this is using RavenDB’s document compression, which reduced the total size by over 50% over the original dataset size. </p><p style="text-align:left;">Next was the time to actually make this accessible. Just working with RavenDB directly to query the data is cool, for sure, but we wanted to be <em>useful</em>.</p><p style="text-align:left;">So we built a portal to access the data. Here is what it looks like when you enter it for the first time:</p><p style="text-align:left;"><img 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" style="float: right"/></p><p style="text-align:left;">We offer full search capabilities and complete offline access to all those data sets. Perfect when you are stuck in the middle of nowhere and urgently need to remember that awk syntax or how to configure networking on a stubborn device. </p><p style="text-align:left;">Another aspect that we have to consider is how this can work? The Raspberry Pi Zero is a tiny device, and actually working with it can be annoying. It needs Micro-USB power but has no ethernet or standard USB ports. For display, it uses a mini HDMI port. That means that you can safely assume that you’re likely to have a power cable for it, but not much else. </p><p style="text-align:left;">We want to provide a <em>good</em> solution, so what do we do? The Raspberry Pi Zero we use does have a wifi chip, so we took things further and set it up as an access point with a captive portal.</p><p style="text-align:left;">You can read exactly how we configured that in <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/200675-A/walkthrough-turning-a-raspberry-pi-into-an-appliance">this post</a></span>.</p><p style="text-align:left;">In other words, the expected deployment model is to plug this into power, wait 30 seconds for the machine to boot, and then connect to the “Hugin” wireless network. You will then land directly into the application, able to deep dive into the questions of your choice.</p><p style="text-align:left;">We have been giving away those appliances at the DevWeek conference, and we got a <em>really</em> good reaction from users. Beyond the coolness factor, the fact that we can run a high-performance system on top of a… challenging hardware platform (512MB RAM, 1Ghz RAM, SD Card for disk) and still provide sub-100ms response times is quite amazing.</p><p style="text-align:left;">You can view the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/raspberry-pi-hugin-demo-kit">project page here</a></span>, the entire thing is Open Source, and you can <span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/ravendb/samples-hugin">explore how we are able to do that on GitHub</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/200705-B/ravendb-raspberry-pi-hugin-appliance-oh-my?Key=7f6bc21b-7df4-4c65-a91a-1a00691f55ffhttps://www.ayende.com/blog/200705-B/ravendb-raspberry-pi-hugin-appliance-oh-my?Key=7f6bc21b-7df4-4c65-a91a-1a00691f55ffFri, 23 Feb 2024 12:00:00 GMTMeta Blog: Blogging ergonomics in 2024<p style="text-align:left;">I've been writing this blog since 2004. That means I have been doing this for twenty years, which is <em>frankly </em>unbelievable to me. The actual date is sometime in April, so I’ll probably do a summary post then about that. </p><p style="text-align:left;">What I want to talk about today is a different aspect. The mechanism and processes I use to write blog posts. A large part of the reason I write blog posts is that it helps me understand and organize my own thoughts. And in order to do that effectively, I have found that I need very little friction in the blogging process. </p><p style="text-align:left;">About a decade ago, Google Reader was shut down, and I’m still <em>very</em> bitter about that. It effectively killed a significant portion of the blogging audience and made the ergonomics of reading blogs a lot harder. That also led people to use walled gardens to communicate with others, instead of the decentralized network and feed aggregators. A side effect of that decision is that blogging tools have stopped being a viable thing people spend time or money on.</p><p style="text-align:left;">At the time, I was using Windows Live Writer, which was a high-quality editor and had a rich plugin system. Microsoft discontinued it at some point, it became an open-source project, and even that died. The website is no longer functional and even in terms of <span style="text-decoration:underline;"><a style="color:inherit; href="https://github.com/OpenLiveWriter/OpenLiveWriter"">the GitHub project</a></span>, the last commit was 5 years ago.</p><p style="text-align:left;">I’m still using Open Live Writer to write the majority of my blog posts, but given there are no longer any plugins, even something as simple as embedding code in my posts has become an… annoyance. That kills the ergonomics of blogging for me.</p><p style="text-align:left;">Not a problem, this is Open Source, and I can do that myself. Except… I really don’t have the time to spend on something ancillary like that. I would happily pay (a reasonable amount) for a blogging client, but I’m going to assume that I’m not part of a large enough group that there is a market for this. </p><p style="text-align:left;">Taking the code snippets example, I can go into the code, figure out what is going on there, and add a “code snippet” feature. I estimate that would take several days. Alternatively, I can place the code as a GitHub gist and embed it in the page. It is annoying, but far quicker than going to the trouble of figuring that out. </p><p style="text-align:left;">Another issue that bugs me (pun intended) is a problem with copy/paste of images, where taking screenshots using the Snipping Tool doesn’t paste into Writer. I need to first paste them into Paint, then into Writer. In this case, I assume that Writer doesn’t recognize the clipboard format or something similar. </p><p style="text-align:left;">Finally, it turns out that I’m not writing blog posts in the same manner as I used to. It got to the point where I asked people to review my posts before making them public. It turns out that no matter how many times it is corrected, my brain seems unable to discern when to write “whether” or “whatever”, for example. At this point I gave up updating <em>that</em> piece of software 🙂. Even the use of emojis doesn’t work properly (Open Live Writer mostly predates a lot of them and breaks the HTML in a weird fashion 🤷).</p><p style="text-align:left;">In other words, there are several problems in my current workflow, and it has finally reached the point where I need to do something about it. The last requirement, by the way, is the most onerous. Consider the workflow of getting the following fixes to a blog post:</p><ul><li>and we run => and we ran</li><li>we spend => we spent</li></ul><p style="text-align:left;">Where is my collaborating editing and the ability to suggest changes with good UX? Improving the ergonomics for the blog has just expanded in scope massively. Now it is a full-fledged publishing platform with modern sensibilities. It’s 2024, features like proper spelling and grammar corrections should absolutely be there, no? And what about AI integration? It turns out that predicting text makes the writing process more efficient. Here is what this may look like:</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;"><img src="data:image/png;base64,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" style="float: right"/></p><p style="text-align:left;">At this stage, this isn’t just a few minor fixes. I should mention that for the past decade and a half or so, I stopped considering myself as someone who can do UI in any meaningful manner. I find that the <table/> tag, which used to be my old reliable method, is not recommended now, for some reason.</p><p style="text-align:left;">This… kind of sucks. I want to upgrade my process by a couple of decades, but I don’t want to pay the price for that. If only there was an easier way to do that.</p><p style="text-align:left;">I started using Google Docs to edit my blog posts, then pasting them into Live Writer or directly to the blog (using a Rich Text Box with an editor from… a decade ago). I had to check the source code for this, by the way. The entire experience is decidedly Developer UX. Then I had a thought, I already have a pretty good process of writing the blog posts in Google Docs, right? It handles rich text editing and management much better than the editor in the blog. There are also options for things like proper workflows. For example, someone can go over my drafts and make comments or suggestions.</p><p style="text-align:left;">The only thing that I need is to put both of those together. I have to admit that I spent quite some time just trying to figure out how to <em>get</em> the document from Google Docs using code. The authentication hurdles are… significant to someone who isn’t aware of how it all plugs together. Once I got that done, I got my publishing platform with modern features. Here is what the end result looks like:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript><code class='line-numbers language-javascript'><span class="token keyword">public</span> <span class="token keyword">class</span> <span class="token class-name">PublishingPlatform</span>
<span class="token punctuation">{</span>
<span class="token keyword">private</span> readonly DocsService GoogleDocs<span class="token punctuation">;</span>
<span class="token keyword">private</span> readonly DriveService GoogleDrive<span class="token punctuation">;</span>
<span class="token keyword">private</span> readonly Client _blogClient<span class="token punctuation">;</span>
<span class="token keyword">public</span> <span class="token function">PublishingPlatform</span><span class="token punctuation">(</span><span class="token parameter">string googleConfigPath<span class="token punctuation">,</span> string blogUser<span class="token punctuation">,</span> string blogPassword</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token keyword">var</span> blogInfo <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">MetaWeblogClient<span class="token punctuation">.</span>BlogConnectionInfo</span><span class="token punctuation">(</span>
<span class="token string">"https://ayende.com/blog"</span><span class="token punctuation">,</span>
<span class="token string">"https://ayende.com/blog/Services/MetaWeblogAPI.ashx"</span><span class="token punctuation">,</span>
<span class="token string">"ayende.com"</span><span class="token punctuation">,</span> blogUser<span class="token punctuation">,</span> blogPassword<span class="token punctuation">)</span><span class="token punctuation">;</span>
_blogClient <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">MetaWeblogClient<span class="token punctuation">.</span>Client</span><span class="token punctuation">(</span>blogInfo<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> initializer <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">BaseClientService<span class="token punctuation">.</span>Initializer</span>
<span class="token punctuation">{</span>
HttpClientInitializer <span class="token operator">=</span> GoogleWebAuthorizationBroker<span class="token punctuation">.</span><span class="token function">AuthorizeAsync</span><span class="token punctuation">(</span>
GoogleClientSecrets<span class="token punctuation">.</span><span class="token function">FromFile</span><span class="token punctuation">(</span>googleConfigPath<span class="token punctuation">)</span><span class="token punctuation">.</span>Secrets<span class="token punctuation">,</span>
<span class="token keyword">new</span><span class="token punctuation">[</span><span class="token punctuation">]</span> <span class="token punctuation">{</span> DocsService<span class="token punctuation">.</span>Scope<span class="token punctuation">.</span>Documents<span class="token punctuation">,</span> DriveService<span class="token punctuation">.</span>Scope<span class="token punctuation">.</span>DriveReadonly <span class="token punctuation">}</span><span class="token punctuation">,</span>
<span class="token string">"user"</span><span class="token punctuation">,</span> CancellationToken<span class="token punctuation">.</span>None<span class="token punctuation">,</span>
<span class="token keyword">new</span> <span class="token class-name">FileDataStore</span><span class="token punctuation">(</span><span class="token string">"blog.ayende.com"</span><span class="token punctuation">)</span>
<span class="token punctuation">)</span><span class="token punctuation">.</span>Result
<span class="token punctuation">}</span><span class="token punctuation">;</span>
GoogleDocs <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">DocsService</span><span class="token punctuation">(</span>initializer<span class="token punctuation">)</span><span class="token punctuation">;</span>
GoogleDrive <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">DriveService</span><span class="token punctuation">(</span>initializer<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
<span class="token keyword">public</span> <span class="token keyword">void</span> <span class="token function">Publish</span><span class="token punctuation">(</span><span class="token parameter">string documentId</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
using <span class="token keyword">var</span> file <span class="token operator">=</span> GoogleDrive<span class="token punctuation">.</span>Files<span class="token punctuation">.</span><span class="token function">Export</span><span class="token punctuation">(</span>documentId<span class="token punctuation">,</span> <span class="token string">"application/zip"</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">ExecuteAsStream</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> zip <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">ZipArchive</span><span class="token punctuation">(</span>file<span class="token punctuation">,</span> ZipArchiveMode<span class="token punctuation">.</span>Read<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> doc <span class="token operator">=</span> GoogleDocs<span class="token punctuation">.</span>Documents<span class="token punctuation">.</span><span class="token function">Get</span><span class="token punctuation">(</span>documentId<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">Execute</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> title <span class="token operator">=</span> doc<span class="token punctuation">.</span>Title<span class="token punctuation">;</span>
<span class="token keyword">var</span> htmlFile <span class="token operator">=</span> zip<span class="token punctuation">.</span>Entries<span class="token punctuation">.</span><span class="token function">First</span><span class="token punctuation">(</span><span class="token parameter">e</span> <span class="token operator">=></span> Path<span class="token punctuation">.</span><span class="token function">GetExtension</span><span class="token punctuation">(</span>e<span class="token punctuation">.</span>Name<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">ToLower</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token operator">==</span> <span class="token string">".html"</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
using <span class="token keyword">var</span> stream <span class="token operator">=</span> htmlFile<span class="token punctuation">.</span><span class="token function">Open</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> htmlDoc <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">HtmlDocument</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
htmlDoc<span class="token punctuation">.</span><span class="token function">Load</span><span class="token punctuation">(</span>stream<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> body <span class="token operator">=</span> htmlDoc<span class="token punctuation">.</span>DocumentNode<span class="token punctuation">.</span><span class="token function">SelectSingleNode</span><span class="token punctuation">(</span><span class="token string">"//body"</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> <span class="token punctuation">(</span>postId<span class="token punctuation">,</span> tags<span class="token punctuation">)</span> <span class="token operator">=</span> <span class="token function">ReadPostIdAndTags</span><span class="token punctuation">(</span>body<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">UpdateLinks</span><span class="token punctuation">(</span>body<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">StripCodeHeader</span><span class="token punctuation">(</span>body<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">UploadImages</span><span class="token punctuation">(</span>zip<span class="token punctuation">,</span> body<span class="token punctuation">,</span> <span class="token function">GenerateSlug</span><span class="token punctuation">(</span>title<span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
string post <span class="token operator">=</span> <span class="token function">GetPostContents</span><span class="token punctuation">(</span>htmlDoc<span class="token punctuation">,</span> body<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">if</span> <span class="token punctuation">(</span>postId <span class="token operator">!=</span> <span class="token keyword">null</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
_blogClient<span class="token punctuation">.</span><span class="token function">EditPost</span><span class="token punctuation">(</span>postId<span class="token punctuation">,</span> title<span class="token punctuation">,</span> post<span class="token punctuation">,</span> tags<span class="token punctuation">,</span> <span class="token boolean">true</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">return</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
postId <span class="token operator">=</span> _blogClient<span class="token punctuation">.</span><span class="token function">NewPost</span><span class="token punctuation">(</span>title<span class="token punctuation">,</span> post<span class="token punctuation">,</span> tags<span class="token punctuation">,</span> <span class="token boolean">true</span><span class="token punctuation">,</span> <span class="token keyword">null</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> update <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">BatchUpdateDocumentRequest</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
update<span class="token punctuation">.</span>Requests <span class="token operator">=</span> <span class="token punctuation">[</span><span class="token keyword">new</span> <span class="token class-name">Request</span>
<span class="token punctuation">{</span>
InsertText <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">InsertTextRequest</span>
<span class="token punctuation">{</span>
Text <span class="token operator">=</span> $<span class="token string">"PostId: {postId}\r\n"</span><span class="token punctuation">,</span>
Location <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Location</span>
<span class="token punctuation">{</span>
Index <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 punctuation">}</span><span class="token punctuation">]</span><span class="token punctuation">;</span>
GoogleDocs<span class="token punctuation">.</span>Documents<span class="token punctuation">.</span><span class="token function">BatchUpdate</span><span class="token punctuation">(</span>update<span class="token punctuation">,</span> documentId<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">Execute</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">private</span> <span class="token keyword">void</span> <span class="token function">StripCodeHeader</span><span class="token punctuation">(</span><span class="token parameter">HtmlNode body</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token function">foreach</span><span class="token punctuation">(</span><span class="token keyword">var</span> remove <span class="token keyword">in</span> body<span class="token punctuation">.</span><span class="token function">SelectNodes</span><span class="token punctuation">(</span><span class="token string">"//span[text()='&#60419;']"</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">ToArray</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
remove<span class="token punctuation">.</span><span class="token function">Remove</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">foreach</span> <span class="token punctuation">(</span><span class="token keyword">var</span> remove <span class="token keyword">in</span> body<span class="token punctuation">.</span><span class="token function">SelectNodes</span><span class="token punctuation">(</span><span class="token string">"//span[text()='&#60418;']"</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">ToArray</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
remove<span class="token punctuation">.</span><span class="token function">Remove</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 keyword">private</span> <span class="token keyword">static</span> string <span class="token function">GetPostContents</span><span class="token punctuation">(</span><span class="token parameter">HtmlDocument htmlDoc<span class="token punctuation">,</span> HtmlNode body</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token comment">// we use the @scope element to ensure that the document style doesn't "leak" outside</span>
<span class="token keyword">var</span> style <span class="token operator">=</span> htmlDoc<span class="token punctuation">.</span>DocumentNode<span class="token punctuation">.</span><span class="token function">SelectSingleNode</span><span class="token punctuation">(</span><span class="token string">"//head/style[@type='text/css']"</span><span class="token punctuation">)</span><span class="token punctuation">.</span>InnerText<span class="token punctuation">;</span>
<span class="token keyword">var</span> post <span class="token operator">=</span> <span class="token string">"<style>@scope {"</span> <span class="token operator">+</span> style <span class="token operator">+</span> <span class="token string">"}</style> "</span> <span class="token operator">+</span> body<span class="token punctuation">.</span>InnerHtml<span class="token punctuation">;</span>
<span class="token keyword">return</span> post<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 keyword">void</span> <span class="token function">UpdateLinks</span><span class="token punctuation">(</span><span class="token parameter">HtmlNode body</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token comment">// Google Docs put a redirect like: https://www.google.com/url?q=ACTUAL_URL</span>
<span class="token function">foreach</span> <span class="token punctuation">(</span><span class="token keyword">var</span> link <span class="token keyword">in</span> body<span class="token punctuation">.</span><span class="token function">SelectNodes</span><span class="token punctuation">(</span><span class="token string">"//a[@href]"</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">ToArray</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">var</span> href <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Uri</span><span class="token punctuation">(</span>link<span class="token punctuation">.</span>Attributes<span class="token punctuation">[</span><span class="token string">"href"</span><span class="token punctuation">]</span><span class="token punctuation">.</span>Value<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> url <span class="token operator">=</span> HttpUtility<span class="token punctuation">.</span><span class="token function">ParseQueryString</span><span class="token punctuation">(</span>href<span class="token punctuation">.</span>Query<span class="token punctuation">)</span><span class="token punctuation">[</span><span class="token string">"q"</span><span class="token punctuation">]</span><span class="token punctuation">;</span>
<span class="token keyword">if</span> <span class="token punctuation">(</span>url <span class="token operator">!=</span> <span class="token keyword">null</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
link<span class="token punctuation">.</span>Attributes<span class="token punctuation">[</span><span class="token string">"href"</span><span class="token punctuation">]</span><span class="token punctuation">.</span>Value <span class="token operator">=</span> url<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">static</span> <span class="token punctuation">(</span>string<span class="token operator">?</span> postId<span class="token punctuation">,</span> List<span class="token operator"><</span>string<span class="token operator">></span> tags<span class="token punctuation">)</span> <span class="token function">ReadPostIdAndTags</span><span class="token punctuation">(</span><span class="token parameter">HtmlNode body</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
string<span class="token operator">?</span> postId <span class="token operator">=</span> <span class="token keyword">null</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> tags <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">List</span><span class="token operator"><</span>string<span class="token operator">></span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">foreach</span> <span class="token punctuation">(</span><span class="token keyword">var</span> span <span class="token keyword">in</span> body<span class="token punctuation">.</span><span class="token function">SelectNodes</span><span class="token punctuation">(</span><span class="token string">"//span"</span><span class="token punctuation">)</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token keyword">var</span> text <span class="token operator">=</span> span<span class="token punctuation">.</span>InnerText<span class="token punctuation">.</span><span class="token function">Trim</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">const</span> string TagsPrefix <span class="token operator">=</span> <span class="token string">"Tags:"</span><span class="token punctuation">;</span>
<span class="token keyword">const</span> string PostIdPrefix <span class="token operator">=</span> <span class="token string">"PostId:"</span><span class="token punctuation">;</span>
<span class="token keyword">if</span> <span class="token punctuation">(</span>text<span class="token punctuation">.</span><span class="token function">StartsWith</span><span class="token punctuation">(</span>TagsPrefix<span class="token punctuation">,</span> StringComparison<span class="token punctuation">.</span>OrdinalIgnoreCase<span class="token punctuation">)</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
tags<span class="token punctuation">.</span><span class="token function">AddRange</span><span class="token punctuation">(</span>text<span class="token punctuation">.</span><span class="token function">Substring</span><span class="token punctuation">(</span>TagsPrefix<span class="token punctuation">.</span>Length<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">Split</span><span class="token punctuation">(</span><span class="token string">","</span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">RemoveElement</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 keyword">else</span> <span class="token keyword">if</span> <span class="token punctuation">(</span>text<span class="token punctuation">.</span><span class="token function">StartsWith</span><span class="token punctuation">(</span>PostIdPrefix<span class="token punctuation">,</span> StringComparison<span class="token punctuation">.</span>OrdinalIgnoreCase<span class="token punctuation">)</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
postId <span class="token operator">=</span> text<span class="token punctuation">.</span><span class="token function">Substring</span><span class="token punctuation">(</span>PostIdPrefix<span class="token punctuation">.</span>Length<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">Trim</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">RemoveElement</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 punctuation">}</span>
<span class="token comment">// after we removed post id & tags, trim the empty lines</span>
<span class="token keyword">while</span> <span class="token punctuation">(</span>body<span class="token punctuation">.</span>FirstChild<span class="token punctuation">.</span>InnerText<span class="token punctuation">.</span><span class="token function">Trim</span><span class="token punctuation">(</span><span class="token punctuation">)</span> is <span class="token string">"&nbsp;"</span> or <span class="token string">""</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
body<span class="token punctuation">.</span><span class="token function">RemoveChild</span><span class="token punctuation">(</span>body<span class="token punctuation">.</span>FirstChild<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
<span class="token keyword">return</span> <span class="token punctuation">(</span>postId<span class="token punctuation">,</span> tags<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">static</span> <span class="token keyword">void</span> <span class="token function">RemoveElement</span><span class="token punctuation">(</span><span class="token parameter">HtmlNode element</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token keyword">do</span>
<span class="token punctuation">{</span>
<span class="token keyword">var</span> parent <span class="token operator">=</span> element<span class="token punctuation">.</span>ParentNode<span class="token punctuation">;</span>
parent<span class="token punctuation">.</span><span class="token function">RemoveChild</span><span class="token punctuation">(</span>element<span class="token punctuation">)</span><span class="token punctuation">;</span>
element <span class="token operator">=</span> parent<span class="token punctuation">;</span>
<span class="token punctuation">}</span> <span class="token keyword">while</span> <span class="token punctuation">(</span>element<span class="token operator">?.</span>ChildNodes<span class="token operator">?.</span>Count <span class="token operator">==</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 keyword">private</span> <span class="token keyword">void</span> <span class="token function">UploadImages</span><span class="token punctuation">(</span><span class="token parameter">ZipArchive zip<span class="token punctuation">,</span> HtmlNode body<span class="token punctuation">,</span> string slug</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token keyword">var</span> mapping <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">Dictionary</span><span class="token operator"><</span>string<span class="token punctuation">,</span> string<span class="token operator">></span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">foreach</span> <span class="token punctuation">(</span><span class="token keyword">var</span> image <span class="token keyword">in</span> zip<span class="token punctuation">.</span>Entries<span class="token punctuation">.</span><span class="token function">Where</span><span class="token punctuation">(</span><span class="token parameter">x</span> <span class="token operator">=></span> Path<span class="token punctuation">.</span><span class="token function">GetDirectoryName</span><span class="token punctuation">(</span>x<span class="token punctuation">.</span>FullName<span class="token punctuation">)</span> <span class="token operator">==</span> <span class="token string">"images"</span><span class="token punctuation">)</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token keyword">var</span> type <span class="token operator">=</span> Path<span class="token punctuation">.</span><span class="token function">GetExtension</span><span class="token punctuation">(</span>image<span class="token punctuation">.</span>Name<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">ToLower</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token keyword">switch</span>
<span class="token punctuation">{</span>
<span class="token string">".png"</span> <span class="token operator">=></span> <span class="token string">"image/png"</span><span class="token punctuation">,</span>
<span class="token string">".jpg"</span> or <span class="token string">"jpeg"</span> <span class="token operator">=></span> <span class="token string">"image/jpg"</span><span class="token punctuation">,</span>
<span class="token parameter">_</span> <span class="token operator">=></span> <span class="token string">"application/octet-stream"</span>
<span class="token punctuation">}</span><span class="token punctuation">;</span>
using <span class="token keyword">var</span> contents <span class="token operator">=</span> image<span class="token punctuation">.</span><span class="token function">Open</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> ms <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">MemoryStream</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
contents<span class="token punctuation">.</span><span class="token function">CopyTo</span><span class="token punctuation">(</span>ms<span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> bytes <span class="token operator">=</span> ms<span class="token punctuation">.</span><span class="token function">ToArray</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token keyword">var</span> result <span class="token operator">=</span> _blogClient<span class="token punctuation">.</span><span class="token function">NewMediaObject</span><span class="token punctuation">(</span>slug <span class="token operator">+</span> <span class="token string">"/"</span> <span class="token operator">+</span> Path<span class="token punctuation">.</span><span class="token function">GetFileName</span><span class="token punctuation">(</span>image<span class="token punctuation">.</span>Name<span class="token punctuation">)</span><span class="token punctuation">,</span> type<span class="token punctuation">,</span> bytes<span class="token punctuation">)</span><span class="token punctuation">;</span>
mapping<span class="token punctuation">[</span>image<span class="token punctuation">.</span>FullName<span class="token punctuation">]</span> <span class="token operator">=</span> <span class="token keyword">new</span> <span class="token class-name">UriBuilder</span> <span class="token punctuation">{</span> Path <span class="token operator">=</span> result<span class="token punctuation">.</span><span class="token constant">URL</span> <span class="token punctuation">}</span><span class="token punctuation">.</span>Uri<span class="token punctuation">.</span>AbsolutePath<span class="token punctuation">;</span>
<span class="token punctuation">}</span>
<span class="token function">foreach</span> <span class="token punctuation">(</span><span class="token keyword">var</span> img <span class="token keyword">in</span> body<span class="token punctuation">.</span><span class="token function">SelectNodes</span><span class="token punctuation">(</span><span class="token string">"//img[@src]"</span><span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">ToArray</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">if</span> <span class="token punctuation">(</span>mapping<span class="token punctuation">.</span><span class="token function">TryGetValue</span><span class="token punctuation">(</span>img<span class="token punctuation">.</span>Attributes<span class="token punctuation">[</span><span class="token string">"src"</span><span class="token punctuation">]</span><span class="token punctuation">.</span>Value<span class="token punctuation">,</span> out <span class="token keyword">var</span> path<span class="token punctuation">)</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
img<span class="token punctuation">.</span>Attributes<span class="token punctuation">[</span><span class="token string">"src"</span><span class="token punctuation">]</span><span class="token punctuation">.</span>Value <span class="token operator">=</span> path<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">static</span> string <span class="token function">GenerateSlug</span><span class="token punctuation">(</span><span class="token parameter">string title</span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
<span class="token keyword">var</span> slug <span class="token operator">=</span> title<span class="token punctuation">.</span><span class="token function">Replace</span><span class="token punctuation">(</span><span class="token string">" "</span><span class="token punctuation">,</span> <span class="token string">""</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token function">foreach</span> <span class="token punctuation">(</span><span class="token parameter"><span class="token keyword">var</span> ch <span class="token keyword">in</span> Path<span class="token punctuation">.</span><span class="token function">GetInvalidFileNameChars</span><span class="token punctuation">(</span><span class="token punctuation">)</span></span><span class="token punctuation">)</span>
<span class="token punctuation">{</span>
slug <span class="token operator">=</span> slug<span class="token punctuation">.</span><span class="token function">Replace</span><span class="token punctuation">(</span>ch<span class="token punctuation">,</span> <span class="token string">'-'</span><span class="token punctuation">)</span><span class="token punctuation">;</span>
<span class="token punctuation">}</span>
<span class="token keyword">return</span> slug<span class="token punctuation">;</span>
<span class="token punctuation">}</span>
<span class="token punctuation">}</span></code></pre><hr/></p><p style="text-align:left;">You’ll probably not appreciate this, but the fact that I can just push code like that into the document and get it with proper formatting easily is a major lifestyle improvement from my point of view. </p><p style="text-align:left;">The code works with the document in two ways. First, in the Document DOM (which is quite complex), it extracts the title of the blog post and afterward updates it with the document ID. But the core of this code is to extract the document as a zip file, grab everything from there, and push that to the blog. I do some editing for the HTML to get everything set up properly, mostly editing the links and uploading the images. There is also some stuff happening with CSS scopes that I frankly don’t understand. I <em>think</em> I got it right, which is fine for now.</p><p style="text-align:left;">This cost me a couple of evenings, and it was <em>fun</em>. Nothing earth-shattering, I’ll admit. But it’s the first time in a while that I actually wrote a piece of code that was immediately useful. My blogging queue is rather full, and I hope that with this new process it will be easier to push the ideas out of my head and to the blog.</p><p style="text-align:left;">And with that, it is now 01:26 AM, and I’m going to call it a night 🙂.</p><p style="text-align:left;">And as a final thought, I had just made several changes to the post after publication, and it went <em>smoothly</em>. I think that I like it.</p>
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https://www.ayende.com/blog/200521-B/meta-blog-blogging-ergonomics-in-2024?Key=f8115b05-cf22-4270-bec0-9fe3831947eehttps://www.ayende.com/blog/200521-B/meta-blog-blogging-ergonomics-in-2024?Key=f8115b05-cf22-4270-bec0-9fe3831947eeWed, 17 Jan 2024 12:00:00 GMT