Ayende @ Rahienhttps://www.ayende.com/blog/Ayende @ RahienCopyright (C) Ayende Rahien 2004 - 2021 (c) 202460RavenDB 6.2 release<p style="text-align:left;">It has been almost a year since the release of RavenDB 6.0. The highlights of the 6.0 release were Corax (a new blazing-fast indexing engine) and Sharding (server-side and simple to operate at scale). We made 10 stable releases in the 6.0.x line since then, mostly focused on performance, stability, and minor features.</p><p style="text-align:left;">The new RavenDB 6.2 release is now out and it has a <em>bunch </em>of new features for you to play with and explore. The team has been working on a wide range of new features, from enabling serverless triggers to quality-of-life improvements for operations teams. </p><h3 style="color:#434343;text-align:left;">RavenDB 6.2 is a Long Term Support (LTS) release</h3><blockquote><p style="text-align:left;">RavenDB 6.2 is a Long Term Support release, replacing the current 5.4 LTS (released in 2022). That means that we&rsquo;ll support RavenDB 5.4 until Oct 2025, and we strongly encourage all users to upgrade to RavenDB 6.2 at their earliest convenience.</p></blockquote><p style="text-align:left;">You can get the new RavenDB 6.2 bits on <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/download">the download page</a></span>. If you are running in the cloud, you can open a support request and ask to be upgraded to the new release. </p><h2 style="text-align:left;">Data sovereignty and geo-distribution via Prefixed Sharding</h2><p style="text-align:left;">In RavenDB 6.2 we introduced a <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix">seemingly simple change</a></span>&nbsp;to the way RavenDB handles sharding, with profound implications for what you can do with it. <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix">Prefixed sharding</a></span>&nbsp;allows you to define which shards a particular set of documents will go to. </p><p style="text-align:left;">Here is a simple example:</p><p style="text-align:left;"><img 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"/></p><p style="text-align:left;">In this case, data for users in the US will reside in shards 0 &amp; 1, while the EU data is limited to shards 2 &amp; 3. The data from Asia is spread over shards 0, 2, &amp; 4. &nbsp;You can then assign those shards to specific nodes in a particular geographic region, and with that, you are done. </p><p style="text-align:left;">RavenDB will ensure that documents will stay only in their assigned location, handling data sovereignty issues for you. In the same manner, you get to geographically split the data so you can have a single world-spanning database while issuing mostly local queries.</p><p style="text-align:left;">You can read more about this feature and its impact in <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix">the documentation</a></span>.</p><h1 style="text-align:left;">Actors architecture with Akka.NET</h1><p style="text-align:left;">New in RavenDB 6.2 is the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/articles/using-ravendb-persistence-in-an-akka-net-application">integration of RavenDB with Akka.NET</a></span>. The idea is to allow you to easily manage state persistence of distributed actors in RavenDB. You&rsquo;ll get both the benefit of the actor model via Akka.NET, simplifying parallelism and concurrency, while at the same time freeing yourself from persistence and high availability concerns thanks to RavenDB.</p><p style="text-align:left;">We have an article out discussing <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/articles/using-ravendb-persistence-in-an-akka-net-application">how you use RavenDB &amp; Akka.NET</a></span>,&nbsp;and if you are into that sort of thing, there is also a <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/articles/notes-from-integrating-ravendb-with-akka-net-persistence">detailed set of notes covering the actual implementation</a></span>&nbsp;and the challenges involved.</p><h2 style="text-align:left;">Azure Functions integration with ETL to Azure Queues</h2><p style="text-align:left;">This is the sort of feature with hidden depths. <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/ongoing-tasks/etl/queue-etl/azure-queue">ETL to Azure Queue Storage</a></span>&nbsp;is fairly simple on the surface, it allows you to push data using RavenDB&rsquo;s usual ETL mechanisms to Azure Queues. At a glance, this looks like a simple extension of our already existing capabilities with queues (ETL to Kafka or RabbitMQ). </p><p style="text-align:left;">The reason that this is a top-line feature is that it also enables a very interesting scenario. You can now seamlessly integrate Azure Functions into your RavenDB data pipeline using this feature. <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/articles/using-azure-queue-storage-etl-to-process-ravendb-documents-in-a-serverless-manner">We have an article out that walks you through setting up Azure Functions to process data from RavenDB</a></span>.</p><h2 style="text-align:left;">OpenTelemetry integration</h2><p style="text-align:left;">In RavenDB 6.2 we have added support for the OpenTelemetry framework. This allows your operations team to more easily integrate RavenDB into your infrastructure. You can read <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/open-telemetry">more about how to set up OpenTelemetry for your RavenDB cluster in the documentation</a></span>.</p><p style="text-align:left;">OpenTelemetry integration is in addition to <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/prometheus">Prometheus</a></span>, <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/telegraf">Telegraf</a></span>,&nbsp;and <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/SNMP/snmp">SNMP</a></span>&nbsp;telemetry solutions that are already in RavenDB. You can pick any of them to monitor and inspect the state of RavenDB. </p><h2 style="text-align:left;">Studio Omni-Search</h2><p style="text-align:left;">We made some nice improvements to RavenDB Studio as well, and probably the most visible of those is the Omni-Search feature. &nbsp;You can now hit Ctrl+K in the Studio and just search across <em>everything</em>:</p><ul><li>Commands in the Studio</li><li>Documents</li><li>Indexes</li></ul><p style="text-align:left;"><img src="data:image/png;base64,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"/></p><p style="text-align:left;">This feature greatly enhances the discoverability of features in RavenDB as well as makes it a joy for those of us (myself included) who love to keep our hands on the keyboard.</p><h3 style="color:#434343;text-align:left;">Summary</h3><p style="text-align:left;">I&rsquo;m really happy about this release. It follows a predictable and stable release cadence since the release of 6.0 a year ago. The new release adds a whole bunch of new features and capabilities, and it can be upgraded in place (including cross-version clusters) and deployed to production with no hassles.</p><p style="text-align:left;">Looking forward, we have already started work on the next version of RavenDB, tentatively meant to be 7.0. We have some cool ideas about what will go into that release (check the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ravendb.net/about/roadmap">roadmap</a></span>), but the key feature is likely to make RavenDB a more intelligent database, one might even say, artificially so.</p> <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" />https://www.ayende.com/blog/201697-B/ravendb-6-2-release?Key=3fc21f8e-8e84-4868-a4fe-74fd0a515c5chttps://www.ayende.com/blog/201697-B/ravendb-6-2-release?Key=3fc21f8e-8e84-4868-a4fe-74fd0a515c5cWed, 18 Sep 2024 12:00:00 GMTDebugging 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&rsquo;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&#39;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>&nbsp;if you want to see it. I tested the feature on both Windows &amp; 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&rsquo;t possible since I <em>tested</em>&nbsp;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>&nbsp;annoying. This code worked, <em>sometimes</em>. And sometimes it just didn&rsquo;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">&amp;</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&rsquo;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&rsquo;t be any weirdness here.</p><p style="text-align:left;">As you can see, I&rsquo;m already working at the level of Linux syscalls, but I used strace&nbsp;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&rsquo;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 &amp; 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&rsquo;ll note, the difference between the expected and actual values is exactly 4KB. It almost looks like the file <em>itself</em>&nbsp;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>&nbsp;to understand exactly what is going on, but so far the &ldquo;file itself is not 4KB aligned, but holes are&rdquo; 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&#39;t get me started on what happened with sparse files in macOS. There, the OS will <em>randomly</em>&nbsp;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 GMTCryptographically impossible bug hunt<p style="text-align:left;">I&rsquo;m currently deep in the process of modifying the internals of Voron, trying to eke out more performance out of the system. I&rsquo;m making great progress, but I&rsquo;m also touching parts of the code that haven&rsquo;t even been looked at for a <em>long </em>time. </p><p style="text-align:left;">In other words, I&rsquo;m mucking about with the most stable and most critical portions of the storage engine. It&rsquo;s a lot of fun, and I&rsquo;m actually seeing some great results, but it is also nerve-wracking. </p><p style="text-align:left;">We have enough tests that I&rsquo;ve great confidence I would catch any actual stability issues, but the drive back toward a fully green build has been a slog.</p><p style="text-align:left;">The process is straightforward:</p><ul><li>Change something.</li><li>Verify that it works better than before.</li><li>Run the entire test suite (upward of 30K tests) to see if there are any breaks.</li></ul><p style="text-align:left;">The last part can be frustrating because it takes a <em>while</em>&nbsp;to run this sort of test suite. That would be bad enough, but some of the changes I made were things like marking a piece of memory that used to be read/write as read-only. Now any access to that memory would result in an access violation. </p><p style="text-align:left;">I fixed those in the code, of course, but we have a <em>lot</em>&nbsp;of tests, including some tests that intentionally corrupt data to verify that RavenDB behaves properly under those conditions. </p><p style="text-align:left;">One such test writes garbage to the RavenDB file, using read-write memory. The idea is to verify that the checksum matches on read and abort early. Because that test directly modifies what is now read-only memory, it generates a crash due to a memory access violation. That doesn&rsquo;t just result in a test failure, it takes the whole process down.</p><p style="text-align:left;">I&rsquo;ve gotten pretty good at debugging those sorts of issues (--blame-crash&nbsp;is fantastic) and was able to knock quite a few of them down and get them fixed. <img src="data:image/png;base64,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"/></p><p style="text-align:left;">And then there was this test, which uses encryption-at-rest. That test started to fail after my changes, and I was pretty confused about exactly what was going on. When trying to read data from disk, it would follow up a pointer to an invalid location. That is <em>not</em>&nbsp;supposed to happen, obviously. </p><p style="text-align:left;">Looks like I have a little data corruption issue on my hands. The problem is that this shouldn&rsquo;t be possible. Remember how we validate the checksum on read? When using encryption-at-rest, we are using a mechanism called AEAD (Authenticated Encryption with Associated Data). That means that in order to successfully decrypt a page of data from disk, it must have been <em>cryptographically</em>&nbsp;verified to be valid.</p><p style="text-align:left;">My test results showed, pretty conclusively, that I was generating valid data and then encrypting it. The next stage was to decrypt the data (verifying that it was valid), at which point I ended up with complete garbage.</p><p style="text-align:left;">RavenDB trusts that since the data was properly decrypted, it is valid and tries to use it. Because the data is garbage, that leads to&hellip; excitement. Once I realized what was going on, I was really confused. I&rsquo;m pretty sure that I didn&rsquo;t break 256-bit encryption, but I had a very clear chain of steps that led to valid data being decrypted (successfully!) to garbage. </p><p style="text-align:left;">It was also quite frustrating to track because any small-stage test that I wrote would return the expected results. It was only when I ran the entire system and <em>stressed</em>&nbsp;it that I got this weird scenario.</p><p style="text-align:left;">I started practicing for my Fields medal acceptance speech while digging deeper. Something here <em>had</em>&nbsp;to be wrong. It took me a while to figure out what was going on, but eventually, I tracked it down to registering to the TransactionCommit&nbsp;event when we open a new file. </p><p style="text-align:left;">The idea is that when we commit the transaction, we&rsquo;ll encrypt all the data buffers and then write them to the file. We register for&nbsp;an event to handle that, and we used to do that on a per-file basis. My changes, among other things, moved that logic to apply globally. </p><p style="text-align:left;">As long as we were writing to a single file, everything just worked. When we had enough workload to need a second file, we would encrypt the data <em>twice</em>&nbsp;and then write it to the file. Upon decryption, we would successfully decrypt the data but would end up with still encrypted data (looking like random fluff). </p><p style="text-align:left;">The fix was simply moving the event registration to the transaction level, not the file level. I committed my changes and went back to the unexciting life of bug-fixing, rather than encryption-breaking and math-defying hacks.</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/201441-B/cryptographically-impossible-bug-hunt?Key=b0e0416d-2ab6-4e40-9e90-74a7c913b24ehttps://www.ayende.com/blog/201441-B/cryptographically-impossible-bug-hunt?Key=b0e0416d-2ab6-4e40-9e90-74a7c913b24eWed, 24 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>&nbsp;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&nbsp;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>&nbsp;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&rsquo;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;">&ldquo;When I use a word,&rsquo; Humpty Dumpty said in rather a scornful tone, &lsquo;it means just what I choose it to mean &mdash; neither more nor less.&rdquo;</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&rsquo;t</em>&nbsp;know something. You can go and research it. The mere fact that you can&rsquo;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&rsquo;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&rsquo;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&rsquo;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>&nbsp;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>&nbsp;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&rsquo;t sharing the same page.</p><p style="text-align:left;">Note that this behavior applies at a <em>page</em>&nbsp;boundary. What happens if I have a buffer, 1GB in size, and I use this technique on it? Let&rsquo;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>&nbsp;quickly, since I&rsquo;m not <em>actually</em>&nbsp;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>&nbsp;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 &ldquo;copy&rdquo; 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&rsquo;ll have (at the <em>same</em>&nbsp;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>&nbsp;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>&nbsp;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&rsquo;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>&nbsp;for the Copy-on-Write operation. That means that we can only create a Copy-on-Write from a <em>single</em>&nbsp;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>&nbsp;to it. Basically, I don&rsquo;t have a <em>source</em>&nbsp;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&nbsp;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>&nbsp;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&rsquo;t work. </p><p style="text-align:left;">The mmap()&nbsp;call will return ENODEV when I try that. It looks like this isn&rsquo;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>&nbsp;right, which is mremap(), but that either zeros out or sets up a userfaulfdhandler for the region. So it can&rsquo;t serve my needs.</p><p style="text-align:left;">Looking around, I&rsquo;m not the first person to try this, but it doesn&rsquo;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>&nbsp;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&rsquo;ll either learn something from my failure or let me know that <em>there</em>&nbsp;is a way to do this&hellip;</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 GMTRecording: Building a Database Engine in C# & .NET<p>Watch Oren Eini, CEO of RavenDB, as he delves into the intricate process of constructing a database engine using C# and .NET. Uncover the unique features that make C# a robust system language for high-end system development. Learn how C# provides direct memory access and fine-grained control, enabling developers to seamlessly blend high-level concepts with intimate control over system operations within a single project. Embark on the journey of leveraging the power of C# and .NET to craft a potent and efficient database engine, unlocking new possibilities in system development.</p><p>I’m going <em>deep</em> into some of the cool stuff that you can do with C# and low level programming.</p><p><iframe width="787" height="443" title="Building a Database Engine in C# &amp; .NET" src="https://www.youtube.com/embed/4TqR8yVVjV4" frameborder="0" allowfullscreen="" referrerpolicy="strict-origin-when-cross-origin" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share"></iframe></p>https://www.ayende.com/blog/201217-A/recording-building-a-database-engine-in-c-net?Key=7886276f-7ae5-4c05-8418-d01e20ab4e3ahttps://www.ayende.com/blog/201217-A/recording-building-a-database-engine-in-c-net?Key=7886276f-7ae5-4c05-8418-d01e20ab4e3aWed, 19 Jun 2024 12:00:00 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&rsquo;s code and see what sense I could make out of it. That was <em>way</em>&nbsp;before the Internet was a thing, though. Even at that time, Pascal was mostly on its way out, and there wasn&rsquo;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&rsquo;s house, trying to figure out the right jumper configuration so the BIOS would recognize <em>two</em>&nbsp;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&rsquo;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>&nbsp;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&rsquo;t figure it out. In fact, I couldn&rsquo;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>&nbsp;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&rsquo;t grasp. &nbsp;Turning to Google didn&rsquo;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&rsquo;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 &#128578;.</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&rsquo;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&rsquo;t tell where it is coming from. And $13, what is that about? A bad luck omen because I can&rsquo;t figure it out, I think&hellip;</p><p style="text-align:left;">The problem was that my 12-year-old self wrote programs like &ldquo;Guess the number&rdquo;, and really advanced stuff was bubble sort. I approached the code above with the same mindset. There is a <em>logic</em>&nbsp;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&rsquo;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>&nbsp;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&rsquo;t ever have to think about this program any longer. I managed to not only understand what it does, but actually <em>grok</em>&nbsp;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 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 &amp; 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&nbsp;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;">&nbsp;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 &amp; time, we tend to assume that all the associated considerations for time also apply to dates. However, that isn&rsquo;t actually the case.</p> <p style="text-align: left;">The date 2024-05-13&nbsp;is a <em>date</em>. It is the same in the UK and in India. The <em>start time</em>&nbsp;for that date may be different, but the date is the same. A date doesn&rsquo;t have a time zone. Mostly because that isn&rsquo;t a meaningful distinction.</p> <p style="text-align: left;">Let&rsquo;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>&nbsp;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&rsquo;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&rsquo;t matter. The <em>date</em>&nbsp;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>&nbsp;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>&nbsp;(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>&nbsp;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>&nbsp;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>&nbsp;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>&nbsp;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>&nbsp;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&rsquo;ve provided a key that doesn&rsquo;t show anything the adversary is happy with, they&rsquo;ll assume that there is another key.</p><p style="text-align:left;">Note: As usual when talking about cryptography, I&rsquo;m at best an amateur in this area. This is strictly me having fun, don&rsquo;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&rsquo;t <em>want</em>&nbsp;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&rsquo;ll share the key that will show that I properly predicted this (you should send me bitcoins at that point). Let&rsquo;s commit further and show you how you can verify this, it&rsquo;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&rsquo;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 &ldquo;encrypted&rdquo; 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 &ldquo;message&rdquo; you previously got, we get the output I want. In essence, that &ldquo;message&rdquo; 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>&nbsp;of one-time pads, you can only send data up to the size of the key, it doesn&rsquo;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>&nbsp;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&rsquo;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&rsquo;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&rsquo;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&rsquo;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&rsquo;m an amateur at best in cryptography, so I&rsquo;m not going to try to construct something myself. Let&rsquo;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&rsquo;m using real passwords, and I need to turn them into encryption keys. I&rsquo;m going to be using PBKDF2 to do that, and for the encryption itself, I&rsquo;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 &ldquo;storing&rdquo; exactly 8 messages. </p><p style="text-align:left;">In practice, I&rsquo;m going to allow up to 6 user-defined messages, to ensure that we always have &ldquo;empty&rdquo; slots. The size of the data is also meaningful, so we need to ensure that we aren&rsquo;t leaking that. </p><p style="text-align:left;">What I&rsquo;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&rsquo;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&rsquo;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&rsquo;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&rsquo;m asking it to use SHA512 and give me 40 bytes of derived key material. I&rsquo;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&rsquo;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&rsquo;t think that this matters.</p><p style="text-align:left;">With all of that said, let&rsquo;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">&amp;</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">&lt;</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">&lt;</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">&lt;</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">&lt;</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">&lt;</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">&lt;</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&rsquo;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&rsquo;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&rsquo;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>&nbsp;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 &ldquo;missing&rdquo; things like nonce generation. We don&rsquo;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&hellip; this is pretty much it. There isn&rsquo;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&rsquo;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">&lt;</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">&lt;</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">&lt;</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">&lt;</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">&lt;</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">&lt;</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">&lt;</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">&lt;</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">&lt;</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>&nbsp;to be correct (its value in bounds). We&rsquo;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>&nbsp;(<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&rsquo;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&rsquo;ll try with the next offset, etc. Note that for decryption, we are <em>scanning</em>&nbsp;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 &ldquo;entries&rdquo;, even if you provide less than the maximum. Of course, that also raises the problem of what if <em>after</em>&nbsp;you give up the motherlode, the other side still suspects there are more secrets. At this point, I&rsquo;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">&nbsp;article</a></span>&nbsp;about threat models.</p><p style="text-align:left;">&nbsp;Check out <span style="text-decoration:underline;"><a style="color:inherit;" href="https://gist.github.com/ayende/d5e0c2392bec98c73f580dc1182380ff">the code</a></span>&nbsp;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 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&amp;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 GMTMeta Blog: I'm a JS Developer now<p style="text-align:left;">Following <span style="text-decoration:underline;"><a style="color:inherit;" href="https://ayende.com/blog/200521-B/meta-blog-blogging-ergonomics-in-2024?key=f8115b05cf224270bec09fe3831947ee">my previous post</a></span>&nbsp;about updating the publishing platform of this blog, I realized that I dug myself into a hole. The new workflow was pretty sweet. To the point where I wrote my blog posts a lot more frequently than before, as you can probably tell. </p><p style="text-align:left;">The problem was that I wanted to edit and process the blog post inside Google Docs, where I have a great workflow for editing, reviews, collaboration, etc. And then I want to push that same document to the blog. The killer for me is that I want that to be a smooth process, and the end text should <em>fit</em>&nbsp;into the blog. That means, if I want to <strong>emphasize</strong>&nbsp;something, it should be seen in the blog as bold. And if I want to write some code, that should work as well. In fact, <em>the</em>&nbsp;reason that I started this process is that it got so annoying to post code to the blog.</p><p style="text-align:left;">I&rsquo;m using Google Docs&rsquo; export functionality to get the HTML back, and I did some basic cleaning to get it blog-ready instead of being focused on visual fidelity. I was using HTML Agility Pack to do that, and it turned out to be the wrong tool for the job. The issue is that it processed the data as if it were an XML document. I actually got a lot of track record with XML, so that wasn&rsquo;t the issue. The problem is that I wanted to do a series of non-trivial things with the HTML, and there aren&rsquo;t any off-the-shelf facilities to do that in .NET that I could find. </p><p style="text-align:left;">For example, given how important it is to me to show code snippets properly, I wanted to be able to grab them from the document, figure out what language I&rsquo;m actually using there and syntax highlight it properly. There isn&rsquo;t anything like that in .NET, all the libraries I found were for JavaScript. <img 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" style="float: right"/></p><p style="text-align:left;">You know the adage about: Let&rsquo;s rewrite it in Rust? I rewrote my entire publishing process to JavaScript. Which then led me to another adventure. How can I do two contrary things? When I&rsquo;m writing this document, I want to be able to just write the code. When I publish it, I want to see the syntax highlighted code, properly formatted and working.</p><p style="text-align:left;">Google Docs has support for writing code blocks inline (for some small number of languages), which is great for the editing process. However, &nbsp;the HTML that this generates is beyond atrocious. What is even worse, in HTML, it doesn&rsquo;t align things properly using fixed-sized fonts, etc. In other words, it is <em>almost</em>&nbsp;there, but not quite. </p><p style="text-align:left;"><img 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" style="float: right"/></p><p style="text-align:left;">When analyzing the Google Docs output, I noticed a couple of funny characters in the code output. Here is what it looks like. I believe this is a bug in the export process, probably related to the way code blocks work in Google Docs.</p><p style="text-align:left;">Dear Googlers, if you are reading this, please make a note that this thing has just been <span style="text-decoration:underline;"><a style="color:inherit;" href="https://www.hyrumslaw.com/">Hyrum&#39;s Law</a></span>. It is an observable state, and I&rsquo;m relying on it to do <em>important tasks</em>. Don&rsquo;t break this in the future.</p><p style="text-align:left;">It turns out these are actually a pair of Unicode characters. More specifically, they are Unicode characters that are marked for private use:</p><ul><li><span style="text-decoration:underline;"><a style="color:inherit;" href="https://www.compart.com/en/unicode/U+EC03">0xEC03</a></span>&nbsp;- appears to be used to mark the beginning of a code block</li><li><span style="text-decoration:underline;"><a style="color:inherit;" href="https://www.compart.com/en/unicode/U+EC02">0xEC02</a></span>&nbsp;- appears to be used to mark the end of a code block</li></ul><p style="text-align:left;">Note the &ldquo;appears&rdquo;, and my blatant disregard for things like software maintenance discipline and all things proper and good in the world of Computer Science. This is a project where there are no rules, there is one customer, and he can code &#128578;.</p><p style="text-align:left;">As mentioned earlier, while extracting the Google Doc as HTML and processing it, I encounter those Unicode markers that delineate the code section. This is good, because in terms of HTML itself, what it is doing inside is a&hellip; <em>mess</em>. Getting the actual text as it is supposed to be is not easy. So I exported the file <em>again</em>, as text. Those markers are showing up in the textual edition as well, which made things a lot easier for me. </p><p style="text-align:left;">With all of this done, allow me to show you some truly horrifying&nbsp;beautiful code:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript><code class='line-numbers language-javascript'><span class="token keyword">let</span> blocks <span class="token operator">=</span> <span class="token punctuation">[</span><span class="token punctuation">]</span><span class="token punctuation">;</span> <span class="token keyword">for</span> <span class="token punctuation">(</span><span class="token keyword">const</span> match <span class="token keyword">of</span> text<span class="token punctuation">.</span>data<span class="token punctuation">.</span><span class="token function">matchAll</span><span class="token punctuation">(</span><span class="token regex"><span class="token regex-delimiter">/</span><span class="token regex-source language-regex">\uEC03(.*?)\uEC02</span><span class="token regex-delimiter">/</span><span class="token regex-flags">gs</span></span><span class="token punctuation">)</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">const</span> code <span class="token operator">=</span> match<span class="token punctuation">[</span><span class="token number">1</span><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 keyword">const</span> lang <span class="token operator">=</span> <span class="token function">flourite</span><span class="token punctuation">(</span>code<span class="token punctuation">,</span> <span class="token punctuation">{</span> <span class="token literal-property property">shiki</span><span class="token operator">:</span> <span class="token boolean">true</span><span class="token punctuation">,</span> <span class="token literal-property property">noUnkown</span><span class="token operator">:</span> <span class="token boolean">true</span> <span class="token punctuation">}</span><span class="token punctuation">)</span><span class="token punctuation">.</span>language<span class="token punctuation">;</span> <span class="token keyword">const</span> formattedCode <span class="token operator">=</span> Prism<span class="token punctuation">.</span><span class="token function">highlight</span><span class="token punctuation">(</span>code<span class="token punctuation">,</span> Prism<span class="token punctuation">.</span>languages<span class="token punctuation">[</span>lang<span class="token punctuation">]</span><span class="token punctuation">,</span> lang<span class="token punctuation">)</span><span class="token punctuation">;</span> blocks<span class="token punctuation">.</span><span class="token function">push</span><span class="token punctuation">(</span><span class="token string">"&lt;hr/>&lt;pre class='line-numbers language-"</span> <span class="token operator">+</span> lang <span class="token operator">+</span> <span class="token string">">"</span> <span class="token operator">+</span> <span class="token string">"&lt;code class='line-numbers language-"</span> <span class="token operator">+</span> lang <span class="token operator">+</span> <span class="token string">"'>"</span> <span class="token operator">+</span> formattedCode <span class="token operator">+</span> <span class="token string">"&lt;/code>&lt;/pre>&lt;hr/>"</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token keyword">let</span> inCodeSegment <span class="token operator">=</span> <span class="token boolean">false</span><span class="token punctuation">;</span> htmlDoc<span class="token punctuation">.</span><span class="token function">findAll</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">e</span> <span class="token operator">=></span> <span class="token punctuation">{</span> <span class="token keyword">var</span> text <span class="token operator">=</span> e<span class="token punctuation">.</span><span class="token function">getText</span><span class="token punctuation">(</span><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 keyword">if</span> <span class="token punctuation">(</span>text <span class="token operator">==</span> <span class="token string">"&amp;#60419;"</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> e<span class="token punctuation">.</span><span class="token function">replaceWith</span><span class="token punctuation">(</span>blocks<span class="token punctuation">[</span>codeSegmentIndex<span class="token operator">++</span><span class="token punctuation">]</span><span class="token punctuation">)</span><span class="token punctuation">;</span> inCodeSegment <span class="token operator">=</span> <span class="token boolean">true</span><span class="token punctuation">;</span> <span class="token punctuation">}</span> <span class="token keyword">if</span> <span class="token punctuation">(</span>inCodeSegment<span class="token punctuation">)</span> <span class="token punctuation">{</span> e<span class="token punctuation">.</span><span class="token function">extract</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>text <span class="token operator">==</span> <span class="token string">"&amp;#60418;"</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> inCodeSegment <span class="token operator">=</span> <span class="token boolean">false</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 isn&rsquo;t a lot of code, but it does plenty. We scan through the <em>textual</em>&nbsp;version of the document and find all the code blocks using a regular expression. We then try to figure out what language I&rsquo;m using and apply code formatting during the publication process (this saves the need to change anything on the blog, which is nice, especially since we have to take into account syndication).</p><p style="text-align:left;">I push the code snippets into an array and then I process the actual HTML document using the DOM and find all the code snippets. I replace the start marker with the actual formatted code and continue to discard all the other elements until I hit the end of the code segment. The rest of the code remains pretty much the same as before.</p><p style="text-align:left;">I was writing this in VS Code and copilot suggested the following code for handling images:</p><p style="text-align:left;"><hr/><pre class='line-numbers language-javascript><code class='line-numbers language-javascript'>htmlDoc<span class="token punctuation">.</span><span class="token function">findAll</span><span class="token punctuation">(</span><span class="token string">'img'</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">img</span> <span class="token operator">=></span> <span class="token punctuation">{</span> <span class="token keyword">if</span> <span class="token punctuation">(</span>img<span class="token punctuation">.</span>attrs<span class="token punctuation">.</span><span class="token function">hasOwnProperty</span><span class="token punctuation">(</span><span class="token string">'src'</span><span class="token punctuation">)</span><span class="token punctuation">)</span> <span class="token punctuation">{</span> <span class="token keyword">let</span> src <span class="token operator">=</span> img<span class="token punctuation">.</span>attrs<span class="token punctuation">.</span>src<span class="token punctuation">;</span> <span class="token keyword">let</span> imgName <span class="token operator">=</span> src<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 function">pop</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">let</span> imgData <span class="token operator">=</span> entries<span class="token punctuation">.</span><span class="token function">find</span><span class="token punctuation">(</span><span class="token parameter">e</span> <span class="token operator">=></span> e<span class="token punctuation">.</span>entryName <span class="token operator">===</span> <span class="token string">'images/'</span> <span class="token operator">+</span> imgName<span class="token punctuation">)</span><span class="token punctuation">.</span><span class="token function">getData</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">let</span> imgType <span class="token operator">=</span> imgName<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 function">pop</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">;</span> <span class="token keyword">let</span> imgSrc <span class="token operator">=</span> <span class="token string">'data:image/'</span> <span class="token operator">+</span> imgType <span class="token operator">+</span> <span class="token string">';base64,'</span> <span class="token operator">+</span> imgData<span class="token punctuation">.</span><span class="token function">toString</span><span class="token punctuation">(</span><span class="token string">'base64'</span><span class="token punctuation">)</span><span class="token punctuation">;</span> img<span class="token punctuation">.</span><span class="token function">replaceWith</span><span class="token punctuation">(</span><span class="token string">'&lt;img src="'</span> <span class="token operator">+</span> imgSrc <span class="token operator">+</span> <span class="token string">'" style="float: right"/>'</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 other words, instead of uploading the images as separate files, I can just encode them into the blog post directly. I like that idea very much because it means that I don&rsquo;t have to store the images elsewhere. </p><p style="text-align:left;">Given that I don&rsquo;t have any npm packages to abandon, I don&rsquo;t know if I can call myself a JavaScript developer, but I did put the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://github.com/ayende/publishing.platform">full code up</a></span>&nbsp;for people to take a peek and then recoil. </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/200580-B/meta-blog-im-a-js-developer-now?Key=73636b23-c40d-497e-b3a0-132d8b10ae90https://www.ayende.com/blog/200580-B/meta-blog-im-a-js-developer-now?Key=73636b23-c40d-497e-b3a0-132d8b10ae90Tue, 23 Jan 2024 12:00:00 GMTRavenDB Hackaton at DevWeek<p style="text-align:left;"><img 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U6WA4wOEapzetyTS0IIIeSKIyjA/fzlg9B71DhF8sOPjyJkdw2EH0hA4sF6aH26EyZenYIDT/fhNV6qMvLv4b2nWL5iA9p16AoPz0D8ULwqxcAFuV0SYdegPxyGLIX9/H3Is/YM8tIzsGOYYL/smPII7Hkdsl6ghIDbIkTmQVbQ+50d2nEzmbJet5an5RvH9PZk29yWpUzOsI41oSaHbf2sbRjn1fqWEzTSG6khglnq2LZvOY++bcEniC9Q5a390uoyNa4hy7F/gt6eDSwTXcAy6vVzo6xRL6e2suX9N9AIb5A/l4J2r7LB6KslT/pq2lbHpZxAuw7rcVsYZY16n4C6Tus4WPdN2yynxlHlGe1r5P8fi+UXspOkivzZrL+10X+EfiIDMsG0NYQjJOYJFJy6CQ5FXTF//QZF6tW31iB2d23UOdwUdQ42QY0DDRC7rybiiEZHmqDX2d6Ye30+Trw4gXfKV+C/DHoM129j7uKlaN6hC1w8w/CtCEExH+T2rge75kNRcMRKFJx/EAXWnEG+dWdgv+oY7JZz8vN6RAREALKA1yh9VeSQfhuQfQus5WzztBDpc8bJGM+skBuStYy2rW6gjKXpmKW/emr1bMzbBuR6tTxZKFWLpVmOm6/FfE36+eTctjCO5QjzdZjzjHym7I8lNbZt6+jnMSaweVLnDKOdnKHG13IufVvt51xfux86WM5KGlsYpNLase1ntuO8LjNxpQ3jfDm1mQXmepb6Wc9lbOcMti3XoiA8J/kZMv8r72IqGzNyLz+CXCskJUhaY5BkommDZezrk8TYVvsa5ESSipspk09ZfWl30xn1eO+7Ek7Yd/684vHUy9MRt6c26h5uhnpHmqPB0WZoeKwZGh9tjsZMax9uhOjdtRC7qzYaHWqFvueGYvHtFbj0+iLSkaLakKWDy5duYOqMhajfoDmqVPVA4V8rIldxN+Txr4987caiwKRNDAmO0is4C7s1Z2G/8oRlrUB5Bjo0cdAhfSfMedbrNbZzgD4uKtyRsfhEeWNs/xFsS2BpQwkpx5P9NqCtdRBUc/MiqFzXv4PtNWsLvVr/NBHQtwmjL9Ivy76+/d/jsA5Tnjov55HaN8aP0OeW5fw2MOqreWyBcdy8bS1rhu1xbVt4YPRRQ87ljH4yzzRmWaDGz8qPnMqZ2zbaVTCuXaD2s9fVYPTDBDkvj1mhWf1cNMhfLD2alfwa8TUPwKigddwKy40gtAsxQytvsTo6+XNvOYfCrUagVFUv3Hj6CGmZyeh9uh/i99dDXRK//tEWaHCsBRodb4E6Rxti0OUBuPnuLHY82oA516ejz4k+qLe/KSJ3xSN2byKaHWuK4RdGYM2ddbj+9ioyxSUQLXiXhhMnz2HcpGmoUacRylbwhMNPTviiQihyx7RHvm7TUXDKdhRYftKyXqCeJPC6tacIVhIZkH07joexb1yjBZLHeuYbYYxb9nLasWzgcUtqA+1G6vXN5BePSt83+i2pEFvemcjH7fw8bgHvQz6mAnsd6prl2gwY5xHIuU0w+qq2dRj5xnVZUv2Ygp6fHTbEN0GdyzSvtPkmeTr0MlnKq/YMkpphLW/UMW+b97NCq2+0qbVrrWPUy3KtOszjY97XYHMtAr2tbLCUz1pHtcvjtrAIhiK+MXaSL9CJL+B9/0Isfx6SPxc3cnFyfEESWNx/VdB6QivMHZFtY9+aL51TxJHJtZxWd9N5FIxtA4/QeLxK+4hnyQ/Q9Ehr1DjUCHWOkfwkfoPjLdHkZEvUOFIXC+7NJ5XF1f+beIoPGXdJ8lPYem8tJlwdjw6nOqLmofoI3R2PiAM10PhUawy+PAZr727An+9viQ6ofx9eJmPfnqMYOHA0wsLjUaxkNdj9WgVfVApBnhpdkL/fPBSYvQt2q0/Abr2IAUOFFcdJHBKF12Cxkjo51CDzOjVo12l7A6w32zROzP8UrO4Y93Ooa7SriMnxtID3SiAiYEfY07uxX3GMYc4J5Ddenlp3GgUEawlZcOUxB15fAd6T/KyjCYF2fZZrtFynDumXGXq/suR9Cv+2XM4EzYLPOpfRji2041nG+LOQU1uCnMr+A4yxssDgiw6b8rb9s/SbdT+/7+ZzcF/AfAvxiS943zXyywIAdxT56fbbxv3Giz/q7T9Lo/8MmTQG+XOvPEpinYaDWyxqt+pAKw388eoMEg/WR026/LXF5Sf5GxJJJHT7s53wV8pNOvbP8REPkYwHdPMfstZz4rXC+4yHuPH+PHY82Yzpf05D14vdkXS8ISL2xyDhSDzanW+OydfGYcfD7XiUKnW1f88evsT6jdvQpUdf+ARG4afirsj9qzv+X5dE5KnXBwX7z0ehGbvgsPIUHNadpRicpBgIuQwLyWsTVc0CLd+8qGhVXYL52W9QVmS9sVqbZiirrJM9D++RbItHlXfVcdivPwP7DSQ78x3m7kDB8StQeMBsfNljMgr3nIyvek3DV4Pm4svRK/DttM34cuE+FFp9HAU3nEGBjWeRfy2vcSVFg9eYdznPJ+Q3Q/XJ2rfPuR4NRlkzcir3vwfzOFrnb1aYy38WOAbmR+D/KbKe85/HQnFMweivsW/kmY+Z65rbJYy5Z5p/Wh2N61nIL+6+xPsKnAAG+XNs2BbmExEWi8E2xO3PxYlmv3Q/7Eu7Y/CkiYqEe//aivCD8ah5tDGaHW2H+kcao+nRVhh9dTT+TL5EJ/4F7f4jkv8Ryf+QQvBIIVmlD3n8CVtJVm1J4P8x/Tmuvb2ITQ9WY+yNoWh1uTniziQi9HAkYo/VQKtzHTHh2kwceHoIb/BKrwc8uPMYy5asQ5u23eHiHoRvf6uIXL85IpdzDPI17AeHkcuRf9FB2K07A7sN52hVT5Iksl5AYeO1W1xmWVA0tnnMLA624/WpfA0a2aQNDZqVF7LbiQgp0JNadwq5N56G/VyGMD0nwi6+NfJWC4ddEVeGOY74+qcq+LmII34hfvy5Ir75oSK++rkqHH6l51PCHfmcw5E/qgkKtB+GgqOXwX7RAeSl52O34QK9oJO8Lv3RqRIZXXR4bWpdwALODVuwz1bkdH0CUxlzvU+2kwPMZW3B42YDZtQxiJOlH3p52/rZ8swwjpuuxSKQ2Y4bZaxls25bYZBcjmtEteYZfbeFtb5xLityMj6aV69BkT8v/6fi/ZV0/VdSCCgAlkU/HRYrYEJuwwoyVSdj42YI8cUd/YJuZ/4p6+DwewWs2LlJkW7h9bnw3huKXpd74XHyZVx4dZikv0hSP6VnQDefBNeIr5HeIL4gFY+RRvKffnsM599cwPuPL8AM0780hhZPcOndBWx+shET705E2wsdEXO0NkL3R6HW8ZroQ09hyZ1FOP3yJEXmrVYtFbj2xy3MmrcY9Zu0RMVq3ij4czXkKuaN3EGNkb/tGBQetRoOCw7SWp5Bfl6XvVheRUghJ69ZkUWu3TpOMj7KYzCwXIc5Ty8r9TQXXBs7se5CeHum9rTOdpvPkqC01GOWIF9MM+T9zRlffVsezs6haNq8GybPWojd+4/g3PnLuHbrDm78eRcX/7iGM+cv4ujJM1i2ej3Gjp+GJk3bw8crHEWKOMH+mwr4f4u46wukY3ivtiKvPDbdeB55JRwSD4N9yMtrVNfG68wjEC9BR24FmTOaWFmvPTuyzStLfT3fSM2wybO0I+fMBsk3wVTPgLk/BnIsx/oifNKuFmYZeVodBXOepRzrSBvMs23Tkv8p5FT+M6Gug9wTqHll8FIdkz4J9BCfAm8hfy5Ffm3RL5fqvH4BNjAPlPlkZiXSBoWTRU604Swcek/HTyUr4szNC2RZBoacHwa3XcGYeXcy9z8QJDBJn2oh92OWesY8iflfcP+pRQSkTDqPn3izD1Oez8HI51Mx5cVcbHi9lWJwEW8+vgQLmP6l403aM5x/dRrL7y3GgKt90ehMU0QdTqL3UQu1T7ZAz0tDMP/OCiUmqTyL/Mv8mImTJy5gzJipiK9RH6XLu9GqVkTuUj7IE9IM+TtORIHJm0jO47AjUezXM0wgWYwXjixegYA3NS8Jb06NCWQpQ1iIz7ETwivii6XfRDJuOA6HobNg7xGH/F+XhKNjAAYMHY8zFy4jOT1N+UF3nr3A3rOXsWznfsxavwOTV2zChGUbsWjbPmw4cAKHz1/BnSdP8Sr5A94nf8STp8+wb/8hDBk2DmFh8fjll/L44uuyyOMSj/xdJ2k/oNp8CXZrGFoslzUFETneV0LCjyyT3YBlkhnQ5kp2sF62sjlDLJWlffN5zNv/CLF6OfXBQE51TDCf13w+m3NbxsGUp3khWfMUjLKE8E2B+RqyWumckLU97TqyXKOJj+LuG2Vlpd9K/iU6+TnRvhABkG1VyNx4TjAazgFyjBcj5JfFvnz1eqGymyeevX+M1PTXaHWsA9xo+dc/XsEp+1a36I+URTdi+w+pf+Hxh5t49uE29UJe+nnDMk9IzceExPEiDi/xNuM+/kg9jU3JGzDu9QwMfDwSE55Ox7a/t+Hm2xtI50TP6hl8wNPU+zjx8jAW3ltK72Mo6h1vg7BDdRBxuBYanmqJQZdGYM39DbiRfFOvwx69eEeiHMXgEeMQHpOEogxj7H92Qa4K4ciT0AUF+syDw/RdyC+PEil49mtP0VqTuBwLIbzdJ8ivQcRCg+bia+S3X3sCebeeRYFxi+DgEY38hYojMLgG1m3diZSMNLxJz8TWExfRe9pSJHYdiaAmveHboDt8G/aAf2MdTXohgGlAox4IZhrRsi9qdR2B9iNmYPyKzdh37iqevv9Isc3Ag0ePMH3eQgSExKLwl0WR51dHONTqCoepW5Fv0yXYM/zJRxEQUTILgHki5zxXcoZ5Mn8OzHX+XTtGvuW4Pi+zEEQ//k9taNC948+4vpzayQmqPNuzEF9gU+Y/h4mD2aCV+YLX8gWv5X+Yagt+3PlCJ791xV9rzDpIWmoc+xT5vxBwYstg5RVrIUTwq4vYpBp06T/i8ZtbiD1QC34Ho3Hh9QHS6hXJ/5j2WYj/moS/jonXp6PBqc5IPNMO9U91wMDLI3Du76M8/kb3AgQiAn9xyhpC8EbhXfp9XPh4BMtfLcaYZ+Mx7OlYzH6xGPtfH8T993fp3tNGqieD4nG8Q2rmU9x5fwnbH27FlJsz0OFCX9Q43grh++ohen8TND3VBUOvTMS6v7biXuqfUlH9e/n4LTZt3ouevYYgKDgOv5d2g/3vbsjlGIvctXsh38CFsJ+zB7lXH0ee9RIiyM+WGVsL+VeIGIgQmCw+x91s8XNvYri0ZBfJ1w5235SEi1cE1mzbpc59/9krjF6wDiHN+8ElqQO863VESNPuiGzVG1Gt+yK6TT/EtO2P2HYDENduIOLbCwYgocMAJHYciATux/J4eMveCG3RB/Edh6PDqDlYtP0w7r14q7Ty3OUr6NZjAEoXq4g8hYvCProV8k/fydDjCj0BCpvqp4jVEYqATgwTbK26dU4J9MmoT8jPRU5tZW/bnK/PX9P8NKyhgjr+6XYtMK7LNj8HmNuwgHVt87KUzeH4PyLH8rw+A/q1mqF4yfFWi32sr5FfbgB3FPEZ81te9FEENgbIBjbHzCdW+3KMEyLPqmPIx7g4bwV/9BrQS03cs48PwmNXKOJO1cXfqbTMtPTi6ot7f+X1GdQ82xqdrgzG0KtT0e7iYNQ63QlBh+oh7EgtbH24nOXe6eQ3wgTxGAQPFTJUW+I9iBi8xJOMmziWsh9zPizAiJdjMPHVGGx5uwlvUp+w7jP93JoXIfiQ8Rf+eH8Omx9uxLir09DmRC/EH2yG0AM1EX+sFtqda4/J16di3/O9PIucR/v3171nWLNhG7r0GgSfgBr4paQf8pYIxBfeDZGv+TAUnLZFCYA9x8aeAiAQb0D283G8hfCSysp77m1nUHDcAhQo54Wff6+E0dPnsJ+Z+PPJ3+g5di48anWAc0Ir+DfohFCSPry5WPReJH8fRJL8Ua37WQTAIgIiAB1I/I6DkNhpMGp0HoyaXQYhiWkS9+MpElEt+rPcMHQYNw/rDp/DsxT6Yq9eYcLUWahY1hl5CpWAQ3wXOMzdRxG4ADveXxEBWRNQXoAteD1Wz8A6ZyzzhfvmuSMw5pQtqRT09rR1hZwh5bLkcX7brkdZ8m3LEubzqTzjnGYYx0ww11H9Z7n/EwgnzdvavtGupCbI2Jn2tbE8qIFxvxIAladznffsCxpmxvxsjDdPxfyreFAW/fRGDNfUckOMPBMsx/QLl8GRRcM8jFXzrDuJ/PN2w+53R8xdJs/u07H+6nJU2eiLdpc6kahPafWfqEW+F6k3kXS2Labdm4cDj47ij1dX8eTNAzx4+wB7nx7HkOvjEXEmHMf/3sp23uvkZxhhIr6IgOxLWJCq70ORW9YO3iAz8xkepF/EiZS9eJF+l2WeKK9DW0+QOg/Yp7/0OkJsxsdpt3D2xWEsvbsUA/8Ypt4piDqUhNCDsUg4UR9tLnTFhBvTsPf5PvowsnbBf5nAvVuPsWjpGrTv2BfOVXzwXfUoFFh+XIUC+Uj6/Bw7BY5VPo59Ad6QfGsolFtPoXDXYcj3bVkEhNfAtbu3KUiZGDt/LdxqtoVzXAsE1O+AoEad6MZ3VeQPa9YD4S1IflryKGX9+5D84gH0RQwR27YfST1AeQAJHXTydxpCAdBQs/NQJHUZxnBgGGozTeg4hCIyEDW7jsHIhRtx9a8nePbmHWbMXITKJaoh77flUbDdKORbfQp24tkpL4AiwOuwgNdlILsQGDDPn5xgrWcmmvYDLg3GW47mPAXJ46S3hfEylBFmKeRU3wDPbYF5/5+OM7X02xamsfh3MI+VlpedfwbMnDWPqwiAeTyVkPBeWciv3H4hv275lSLbNKJg5Nkekw6yYeNmKavPSZ5rMy3Y6GX4tlgVHDy9j6x4h4knxqLCSi9MuD6a+69JOo2cS/5ajhaX+2HfrQNw394MvkeboM7pdhhwdQy2PdiLR2//xsonW9HsanMkZwjhxWo/YaotEMoioKSGN2CFVSDSmQqhxcLL+oL2NEEjv4iFVt4Qkr9YXoRA6ohnII8In+FRyjXsf74dM+9MRecLXZB0tBE9A4Y1B2uj/pHm6HVhAOb/uRDn355ieXmrAZgwfiLs6P0UlB8cKfIfItkPowDHOj/H3IHjVYBCab/xKArUbg+Hr0qiS7+h7F8m9p68iPCmPVE5ojF8GAIE1uuAQFr8oEadNfI36Uryi/XvicgWBD0AEYBoJQB9SP4+JD8FoJ1YdQqAYf07DqYIkPxKBIbqAjCUAjActQkRgpodBiOqOT2Jln3Ra8JcHLh0EX/c+xM9+g3Bd18XR0HHKHw9br3yAixPPiwCwLkg0MlveYpkhmluZbX6BqSMVtZMfvm9SF4FjbgGebMS2iC6LaxlrG85Zoe5Pdvt/wYWUuvbZgExjql9fVuQbbwUOC6ExSgbXBTo+4q7+nHDo7KEB+R6juQXt19e9PlihRa3W90Hfds4iQHmqRPoZQ3ySwwo5P9i21kU6DQWZSt74f6jK8ikS91+Z0dUWuGLtfeWkBYvFeHE0na+MgRz/lzGePwjTtD9n39/FfpdG4Nal9sj8Ewt1LjQAusoAu0v9sSF13tYR74KoD32U8/9M+UFIPlOgPb0IN3iGUgZLTSwCoIGIb4hDgbpDY/B8CS0en8pWMVAPIkPOP30AGrvk9eT26DB8dZoeKwVah9rhnBZODzfhl6DlH2P5i3bwC6ogXrTLh/HWqy9EL8Ax7ugEH/9SeRbz/zwBvjqu3KYu2otzwUMm7YYlcMawDW+KfzqtIF/3fYIUOTviKCGYvk7I0SRvxvJ3x0RdP9FAKLoAUSLACgRIEQE2vUzCcAgiwDUoJWvIWn7QajB/KSOFIDOJL94AiIIDAtqdByIiKa94F+/M+r3HYk5W7ZiyuL1cPOMwTc/VsE3jfvxWk4qLyAfr0tEQATAIL8ivgGZK2YYc8sGxtyygm0Z4BhKKmTRnpBokLcVtVeXrXkKBvEteazHeZrlNWfumwlubGv7eh0lMsY6jVbO3AfrvrWckWf03di3hTrGPljIz7FSY8ftLJwTsN3c9B6t2xwzHeZty3hyW+J8tZ6nyC/bFvJzx0x+VdBU2QTbG2ILg/zyZl9ukt8hsaNaPU5Ovo+Xb88jfkNteKwJw9lnuzm9SczM+0wfoNnFvlhxZxOO3j+Ca6+uIzOdRKbhfJ/8nq7+SYy6Px5z7i1C70uDsf25IRxizR+z2DNMuj4dIy6PxsFHu/H0zV0gTURAxECe4z8niYXkGrmzQyO5lfR/6alVEAxoZUQE/saRhztQc08z1DvWFg1PtEGjE63Q+GQb1DrWBKNuyAtN7/A+5R5cfCPh0HgA8ssrxBybfBxnZfE55g5C/HWchAF18MNPFbFh/2E8+/ARDbsMQYXA2vBKbAHfpNbwq90W/nXakfwUQ3H7G3ZEMK1/SOMuCGvSDWF0/yPo/ke0oAC0NDyAXkoAjDBAyC/EF8h2bOu+iG/TXxFfyF6350g06D8OjQZOQIOB49Fw8CQ0GTIFTYnmgyai2cCJqEtBCKP41GjVFXWadcKPxZ1QqFBRfO+diK8mrUf+zZdgv/q49makkH8l54mABkWB8yrHCZplXpmhzysdhgVU5GCqSMnUSnxC8hXMgiBluS1lSQB5bCnbIsYqj/vq3uj72uKr3g7rZQHbVee1bGvnUNsWaPvaEx4rsXOC4ozaNsprMPINAZDxynmMNBhjahlfyVP5Bqc1q5/F8kvj4vKbyW++KQayn5B1Fax5KgZh43lkcWvjSRTwroWmrVopAl76awe8V4UjdlMNPHl7GhkZd5GWIe/iP0CHS8Mw9fJS1NvdHq4HaqLx6c4Yc3kKdj3YhTcf5ElAGkmeig70BHa/WMp9sfyy2v9IrR3seboHw6+PQ/ML7VHzTFO0v9wNc+/OxQUKx/v3dPXpUWhewUtVXgsXDEJrkNeINYiVN+8boiAwPIDnOPZwJ+J3C/nbo+HxtmhMAWhyguc/0gRLHsjiZCqu3T6Ln8v54su+s9W79vlWkfirSfxVtPTr6SpvOY4CEU3wHYm/5ehR/Pn3S4TTra8QVIvEbw7vmi118tPy0/oH1KUA1G+PoPqa9Q+h9Q8VAWhK66/cf4qArQCQ/DEkemSLXizTQ4UI4g0kdB6IWt2HoV7vUajbZwxq9xqnUKsnt3uMoRiMQWPmt+47Cr37DMHkQQOxZvRA7Jo+DDtnDsX8cb3Rp11rBLgH4/uvSyM/vYDCLYcg35rTmhfAuWBH4osAaB6Abq3MMM2dnEECCFhWI4L22O1/KJp2606oRdS8a49xbE/Qe2LotP4U7DfIWsQp5F3PfqzjPkMqOynPY/KquT2RTy8n5aVu/rWCk1q6huK1hu2pL01roZq8byEejSYcAn2fUD8OU6lVQIwfUVnEham8MCVrI+qlMOapfULWReQlMXsdsm0VDo1TnzNWFq6yrC35NejEFyjyy8DKjeFk1Bb82JBxMnEtzAsGlnwder56Vs19gbwBJheXe62o/37kL+eP0eNHKrJsvrQQjkv80HJXM6QkX0Fq6k2kpF3jsftYems5Gh3ug70P92LK3UVodoaWbXsSgnYn0Jo2xpiLg3Hh5SU0PFcXdz4eoxCIW6+RUwht/MtI/4DbH25jw9NtGHB3POr90Rl1LrRD32tDsOLBClx7eREp8lZgprwW84qehxYCaOQ3k15ERV4o0mAmfxrFCtx+/uEqmu3rglqHW9Ptb0MBoOt/oh3iafn3/y1rHBnYtH0TCpbygcPUDbCTSbWa1n4NwQlrv4MTr3ZnFP6mHFbt2YdLj57AN7ElKgbWgnt8E3gmkPw1hPyt4FerNfyVAJD8dP8D6QEE0QIHNxIB6KLF/roARBDi/gvpJRQQDyGYQhHRvBtiO/RFYtchSOoxAjW7j0B8p8GIYSgQ1XYAIlszbdkfUc36IqJxb6IbEpp0RqOWHdG9TStMaN8QS3o1xs7BLXBhXBs8WtgDrzcNx+2lFIXerdDQPwg/fFkUDtWj8OX0Lciz5YIihFhVwwPIs/KgLgYmqPlkzDX9rUfua6lOArah3jTkBP5i02nkHbcC9sHNYBfQDLnDO8AuqgvsY3vALr4X8iT2Qe6avWFftz/y1RuMvA2HIU+zEcjbZhzs2k5A3g6TkbfbLOTpORt5+8yD/YBFsB+yFHmHLoXdMLY7Zi3sJ6xHvvHE5M2wm74d9lO3I980YvYu5J+3Bw7z9sFh/n4UWHgABRbth8OSgyi08hhxBAXFo6NoFOT9LkgxcaDAOMjvW9afYYh3GgUoOtq+bMtvLM7AYYP8CIvCw7qyEGyIgOWNSsLiOck4KbdfHzNjW0Erl0uV5b6xLZwk1JqeePkUrH/Ju+rKTSf5c5P85kUa48ZkAfOkQ2ZVEhj7cpNEBb/gBRaYth5fF3XEps2LSYS/MOnwCFSY743BR3rQkJP4KdeIq8jMuIGn7y4hdmsrdDrZC/sY2998fhXnH57DhlvrMenyeCy/vgzdzw8nifuwLXk8KCR8pFz+PX/tw7Rry3Dp6SW8/2B9d1/+paa9xYU357Hw0TJ0vTcA9a60RuMLHdDv5kgcenEUGZnPVDtm8mvehBVWAdCIr0HClefYdncjYnc3Qu3D8svE1qhD1D7ZigJ0hceTMWz0RNhXiUZ++bDimqO0KJwY62gZdp+HQ9exsCtcBhOXr8J1Wnzf+GaoEFADbrGN4B7XVCc/3X5afz+TAATUbZuD+29d/IuiZQ9t1AV+LOfPMuH0AOQZf83Og1Czy0DG9gPoCfRDaPM+8GvQA241O6FqdDNUDKiF0q4RKFk1ACUreqNMeQ9UKu8O53JucK/oioDKroio5opEV0+09AvCwNhILG9VG5fHtMLLFd3xdmlP7OjdDCEVq6LAL1XwZf9ZsKMA2HOy2QvhV5mghECbL8YEt8whHRYXWpURC3pUvTNhN2G18qaatO+PfqNnodfgiejQhx5Kr5Fo2WM4Wncdjpa8xiRee1LDrqjVpCdqNOiC6JrtEJ7YHhFJHRBRix5TQnt4h7aEe2gLOIc0gWNAYzh5N0YV70ao5FUHZd1rEEko61UbZTwTUcI7CUX86uFXzyT87BSDH52i8YNzDL53jsJ3rnH42rsuCrKOg0ct5A9sigKhTeEQ1gz5o1sjX2xbog0KxLdD/jrdYN+wF9EbeZv0Q+5WFKg2Q+HQawrFZA/yigjwuu3JRVk4zSvjZPCS+VmhC6U+hp+G1JdwXON6LiG/vENuJb8c1BTCiDeygo3khCyWX3Nx8mw6i8K9ZqBkWSdcvrQTSLmODts6oux8T6z9YzqJQbebecnJFIDkq9y/i20316L6yjh4rI9Djd3N0fvUCMy/ugrzr61Gu1OMVc80w6N0+f2+xO+G+/03ptxciEo7E1F9RywiDzVEn4tDsPb2OlymGHz8mFUM3qY9x5k3pzHl8WwsYPggIYAmJFp78tJQpiK9rCVIuCFehawbvCNk7UAW/x4oaB7AM4Ymm9DqeCfUOt6cVr8pWl/ogfcZ0rcXqNe4A/KGteANpbVae5RuJQVgxxkUnL4WX3xfBe36D8Od5A8II1HL+iTAJaoBXGMaw0ORvxm86fr7KAEg+cX9ryXWn+Q3uf9i1dXCH13+gHrtVLggIhHJfWN1P6FdP8S1Fre/O3zqdYZTbCuUC6yDEi4RKFrOB8WLOaLi75XgU6oSkpyc0dnPC6NigrCkRQL2DGyBkxO74uzMfjg5vT92j+iGJR1boH+NBNR290MCRaFXiB82907C3WktcWdKB3SKCcHX35TBN22HI89m+VGUuMacIyR+bpMAKEMi+TJ3zOCcUtDnlCwgisucayu9icQOCI1pgB7jl6J+lxGo03kA6ncdiPrdBqIJw5hm/cai1YBxaD14PDqMmILOY6ai28QZ6DZ5JnpNX4D+M5diyNzlGDZ3BQbPXo4hc5ZxewlGzluGkQtWYMSi5Ri6YBkGzV6MEXOXYcLSdRi/bD3GLF2PkUvWse4yDJ6zHCMXriJWYMj8Zeg9ZT46Dp2OTkOmo+OwqWg/YipaDBqLRiJGfcegbZ9RaNZzmOpj7Q79kdS2PxJb9UZiyx6Io3cVXa8jXPxq4pvqYSgwfSPs5A1RXq/x5ETGIGfym2Ahui00TstTOAW2aSG/es4vamAivwIJbyw2qNTUoCXPdHI5blh+e5K/UK3e8PLyx4unx/Hq72NIWFEb1eZ5o9+Wzjh6Yy2SP5L0GX+qNE1t38Hqa0sQs7UJvLYkwW1LPBy3xMBjVyx6XeqDx+nX6a4/Q0qmEM8gv6yoJ+P+23tYf2cLhlwcjdqHGsNrewQ8NoUh6WATjLg0AVvubsPNl9cpOPonwdS/t/ioyJyd/EJceS/g8JvdWP5iGTb+vRb33/3B/DeqnJBf3jCUeiIQb9LvY+SlsfA8UAODb41R9d8n34GLTyLsWw9D7i3nYS+h0Ca6fBuOIbdTFFyD4nDrw3s06zYEpdyi4BxRD9UjG8ItphE8Yun2xzeFlxKAFvCh9Tfcf7X4p1b+af0bdFBxvz/FwJUeg6wRRDbvhcR2AxDPuD5OYn7G+oENusEtvjXKB9B6VQvBbyXcUaZIVXiWrIo6VV3QJ8gPs2pHYnPbGjjRpz6uj26Gh9Pa4s3Crkhe0xfpW4YAe0YDRycBp6cB56cCZyYhZdcIHJ/YEcNrxqJWRWe0cvfA8paJuDa6FYbWjsX335bBl80HIi8FIC/nV14h/2rOF5P1V3PKNI+E8Cq1Ib/gf7aeQ0EKVyAF0TumJX4qH4ofPBrge78m+IkWu4h3ffxOy1vENVYJWzHncBStGoLfKwegWGVfFK9ElPdGsbIeKF7WFSXLu6IM0zL0bsoyLc+0XEUPlHX0QXlHX1R2DEA1lzA4uoXCySOM9zMS7n5R8A5KhH94HQRFN0BwTEOEJTRFbN3WqNm0E5JI6FpteiKpVU/UJslb9BqFtn1HocPACWgzaDzaDZqALkOmoNuIaeg1YTZ6jZmFYVOXY9HWo/RW2uDL0HoosOYc7FYe1YifhfwGH3OAmZ+m7ZzJfyQH8hsFjAoWAdD2rR2wwuIVqI6Ki3dUxTkF6To1rFMDmR8u4tqfG+E7Kxx+c4LhOdUf7lN90HJVQ9x6yNg4/Q6S319B2ofL9NP/xAO642tvz8W8W1Ow9f4KPHxzkqR/zFCBFj+dVlfIT2TS9X7x8RoO3D+ONx/0F2zkX9o7XP37IlbdXIEBl+nmHmkIj53RCNgdjSbHm2LK1fHY99dOPCM55VFfim7FDfILcR+l3kHX+wMx+OFobHq9A0vfrEfH2wOw+ulaHn9lIb+2YKgtAI68MA7V98dg8UN5GvERV26ewA9l/FB4yELklfh33UkU2HMZDk3648sfy2Dn5SsYt3AtijmFwzG0NpzD68IlsgHcoun2xzaGZ5zE/U0V+b1ratbfV8hfS1v5F7c/oF5buHACutFbiGR8n0BLHyNv97Xsydi9G4LqdYFrPL0KzwT8VsoTRX91hEtRJ9St4oZ+Af6YXTMcm1vE4mCX2jjTtwGuDWuKPye0xqNZHfFiKWP6db3xalMfoh9eru+L5yv74OmSnni0oCtj/q54tqQb3q3pRYHoj6tTumJIYiSiyztiQFgIDvRpjH5JUfj+m9L4psMIfLGFAiAklvBSgcQ2XH9jDhGWlfBlWqrcfkX+o6qNwrEMgyiK1f1roHS9UXDbkQbHXcmotvMDXHa+4/5ruG/7Gx6bn8Ft/WO4rrwHl+W3UW3xdRqfS3CcfRZOM07AcephOE7aD6fxu+E0ehucRmyE4/DVqMrY33HgUlTvuwTVe81GlbbjUbnZSFRpNARV6hN1h6BSrb6omNgTlWO7oXJ0B1SMbI/yIa1QJrAZyvg3RQXfhijvVxdl/WsxZEjg+CeigldNlHOKRJnq4SjtHo2S3C7FEKt0OW9UrOiPuq0GovPgqfjWIwYOS4/RWzoBO3pM8u6EFvpYuZYj+XWYSW/AQn62ZSF/XhvyG48CLOQX8IQG+a1kl225WaZ93lB1k9YcQyHeuAJl/DFkYBcS+jL2nJkDl0n+CJgVgpC5YQifGwnf6f6oNy8Rjx+fQDotf/L7i0h5f4mGnBaeXoB4BUiX9/H/RHrKHaQxTUu7izTmCcTqH3iwBeVXxyFyd1P0PjEcy2+swR/PLiIzRdx07d+71Gc4/vgYZl2bg04nOyLqYDQniQ8OvNjOo8/EbyCB7yvyi9V/TYFp/XgQdr7dqzXAf/dfXcHbj6/R/q8BOPpefpPwkvX+ogCIp/AQyexv06Md4XMkAYdeynsI6Vi1fjXyl/DBlzN3Iv+Gc8i//TwKTd+A3N9UQJehY7Hnyg2U84xDpYCaqGaQP6I+XKNM1j+umcX6ewv5Ddef7r1HXENUD6P1adBZvbkX07I3wpt2U4/+/OvSjYxvwXg1Eb+U8ECRXyrBvVR1NHD2xuCQIMyqEYFlDWOwsUUcdrVPxIGutXGsd32cHdgYF4e1wMURLXF+eGucG9oSZwc1xekBRL/GONG3oSp3pGd9HOpRH/u71ceurnWxrWMS9napiYM96mFa/TjEMe5v6OyCRS2T0JxC8PV35fBN/znIu/EC5wjni8wVNV90cG5ZXH7OJSv5RRwY9wsBFPnP4svYFiR/E1T3S0D5drPgegRwoQ1x2Q+4E14HAW/C5zDgdxTwPw4E0n4ECU4DIWeI80DoRYL2JoQOXeg1IJzTLvwWEMmpF30biOG2pNFMY4kEIpGIvwnE3SBYPp71Eoh4Oq4JbC/+bDpizqQg7kwyw9QPiDv1FgnHXiHh+CvEHHuByJ33ELP/ISKPPELYnlsI2XYFQVsuomwIxd2/AWq06I/v/BOQX/8qk5X85JUaIyv3/h2UmBocVjCTX1b7GZ+rHSH+akllNZAFBZZKbExB21eqYmpcW7CRG8pOsrN5NpzEV9M24cvfnLB8yXjg/VnM2TEUTuO84T8jGMGzQxAxJwzRcyPgPdkLM3aOJOFvIfntWXoJV2g0byP9A110PRxITb6GtOQbdNlvIjX1NlLTblME7iAj4x7uvDqKcZcmotXBLgjeXAeO66PhuSkWtfc2w9BTtNo3N+H2C96ldHnUp/178uFP7H++A08ZRqSQ9Cm4Rwt+l3SVRby/seTVWox9OVeVfZ76APMezEX9aw2RmfYR19mXzk+H0Puwvjsg6xd33p5CxP4GvNmNcS+ZAsZWe/YZirxVI1Fo1SkUWH8WBbedh0NIE5Sq7IVj9x8isUVPlHSLRNXgJFr+OnAOM8hfn9a/IdyN2D+eAiCP/WTln8T3ofV3DK7BsnXVM3x5fz+UhJdHfgF12tP9b0WrUxO/lfVCkV+rwKWUE2q5eKJbgB9GRQdhckIoZtDiz68bhRWNYrC+eRw2tU3E1nY1sbNDEvZ0roN93eviAMktZD7Ysy72EXu618b2TrWwtnUSFjSJw8RaYRgU7oeePu7o7uGG7t5e6Bfkg7EJIZhQIxaNXXxQo5IjuoYHwN+pOr4r7orCs3ci9/oznNCcN4YAGCLAeaRBtgnOL/VIjHnqzUHOLSH/VzEt4J/QGM4kf4X2M+FOonvsyID7znSGiOnw2p0O790Z8N1D7M2A3/4M+B9IRwARRAQfSkfI4QyF0KOZCDtGHCdOZCLiZAYhqRWRpygIFI1IikYUES04S3E4x5QiEnOB4kDix/K2xxMJklJUEoianM51KC51KA51OQ3rUUwaEI2JevfYHqdc4HOgbJPRCPCrjfC63fBtSB3kX3MS9vI9hdVH1YKpGi81Rjr/mFp5qYPjpR6n6vtZPADhs4LOdQqpTv6jjMOINdzmAbHgWkFzJWNfa9C4SeqZpUA6qMh/DHm2Up37z0aRYk44dWAF0p8fQ++l7eEyxheB00IQPCMUYbPCEDknFIEz/NB2eQukvCTR353DrXvbcfr6Vrx9zhF7T3c6hUj+ExnJNxX501JvaQKgUspvJkeRLngqj915eVwtGo47Mx7N9reH/zYSZF0UAjfWRuNDnTDm0jTsvLcTf78TNz1FWe2PJH4Kia+RX7yJp+j7dDqOvuHd5b9lz+bA+aorEu42pwchb/Z9RDeS/3oyZ4BaABTy/429D7cytEhAy4td2J68Qvw3wqLrIW90cxTcchkFtl5CocmrkZcWcPDcJZi7dR+KOoWicmANVA2qCacQWn5a8eo21t+d1t9DyJ/QnHF/K243RSVfChzDgZi2A9Qz+1BZ6W/YmV5BG1QNqavi259/r4oKJRwRWs0DDbx80S0kAEOjgjAqJhgT40Iws0YYFtQKx5J6kVjROBprmsViTYt4rG1JtErAKmIZ9xc0icVMlhlHwegf6od2Xp5oWN0FDRyd0NrNDQMjQjC/WW3sG9Aaf0zvjfsrh+Dp9nF4fWAGko/Mw90NEzG7YzPU8vRFsV9K4TsKnN2G8+r5uZ2QfrWOLCKgwTK3LPPrGL7YfE4nfzM4+8ajQrvZcKfV99yaCc/tJP72DHjvIPl3ZcCHAuBDAfCjAPjvy0AARSCICCFCDwpI+MOZCD/CVIkAjx2nMFAIQkUMBCR/OD2GSCKKIhBFEYgWGAJAxFIE4s5lIo5CEHc+EwlME4kaRBKFoTZRl+JQj6hDYah9MZPHMhHF4+ECTuMKdQYgOKwRwpJI/uD6yLf2FMeIAkAv2p7cVNwyi4DiogFyklAvU+mwrKcIOK4adH4rI6/IT9JzQ5GfmVlW/Q1w8JXFlxNJqiuKcZPkMYxBfvvVx5B3+wV82XgQnKv54OG17Xh5ZzvqT0mCx1g/BE4NQdC0UAoAXf+ZoQia7ocWS5ri/d+XkE63/9i1VWi/sxta7GuNwSd7Yv3Vebjx6BjS31Im0yiR6Yz9U2mpUwwBkJReAMMBZAoR5Qc5z5l3HzffnMGmu2sw6tx4NNjTAd4bk+C0PhL+W+Mx9OxoklQjfgr+JPkZUhD0C9Dl0VScesE7hQwcfb0HZa9Vx5gnk9i+LBZ+wPD7Y3DmPf1LC/lfYOal2ai+KQbDrss7Dcl49vIWSlb1gUO7ESi4/RoKbb+CfDEtUd7RH7tu/InAmi1RhrFdFZK/GsnvGFwLTrrrX12RvwFcGfu7Cflp/WUhzyWqHip4hqtHeJGM60Mb09o36oLAuu3pJTRBWdcI/ETBLVWkIvwruiDB1VMhXlCd20SSmycauHuiuZc32vj7okOQLzqH+KNLWAC6RAShY1gg2gQHoGWALxr5eKIeCV7P2RUNabnb+XljZEI4lrdhiDCkJe7N6oF360cgZedYJO8ag/fbRuLv1YPx17ze+GtODzxfPRAZh6YCtzbi8JzR8Kvmjx++/p3u/zTYbbrIyc0584/k53FJmadN/OP4YuMZfBVFt58hjSJ/+zlwZZTltiUT7lsz4LEtA570Ajx3EhQA8QC8KQA+IgBEIEUgWLA/EyEHCApAsI4gegKBFIIghgrBROgxElPAsCHihCYA4gVYRED3AqwCQItPJBJJRG2irp7WZJkEKSd1WDeGkG3xHiIZNlSu2R+BJH9oze60/PVhL99WpNsvfBLya9Zf1j0EOhdt8EnyyzGOrcZtjeca+en7S0YunkCBBTS3QCANasTXwIaZmt0JW/KLOufbfB6FQ1sgISYOaU8P48rpBXDt7wX30f4InBSEoCl0/SkAYdND4TfJB7P2kDAk84cXZ5Dy5jxS31zB7SdHsfXmIow52w8d9rZG+91tMP7UUBJnDf56Sil9/0gTg4xHJD7FgORXkHUBikGmEgOx8PLDoYf4QM/g4uODWHppEToe6oEh50YyVn9Amt4h+WXh7w6JzGCP5B/1ZAGWP+WMykzFM/ZrzINJeMpzZOA10jNeoOv1PniUdoX15YtD8mTgKXocHwiXjTFYcXcZ9zNw/NxhFCxWFQVGLUP+XTdQaPY22P1cBb3GzcCkNVtRtFowKvknonKAZvmrietP6+9Ey1g9op72yE/IT1J70Mo5hdVCBZ8IBDbqhLAWvdXbfbLgJ9beKaQWilX0wW8lXOBUwR0+FaojvLIralb3QRs/P3Sjxe5OQncjekSGoFtYMLqEBil0Zl6HAH+0Ffj7o0NgEHqFh2JIXCQmM3Zf2rEOdg5sgguT2+Pe3G54NL87/prZFfemd8K9mZ1xd3ZX3Gf+w0U9Sfb+eLdzDD4emo6/N4zBzYkdcWVEC9yf0ws4vwKnF05B5V8r4jsKYH66tHmVa8v5YyK/slCcc2qSc25lJf8x5N5A8kc2Z8wv5I9DuY7z4LwLFN4MuG5Jh+u2dLhRANwpAB4kvyfJ76WT329vuoI/9wOUEGRqoBAEUQiCKACBhzIRcJiuuCEARJgIAMkvHkA4iR9BqDCAkDAghoglseOJRAM8Fn8qEzFEFOtFmIRDiB93hp4Cy0WT/GEMCSon9UNARGOE1e6C70Lrw059WPW49oYh+Wkv3FLEP8LxERiEN8NKfjPUD/Ys5Nf4/UUW8tO9yLXGJAA8gYX8At4EA5r1t0K9eaVuzlHeyOOwY1v5qkZg3ODeJMI1/HlrE7ouaYu48THwHkkRGOUJ3/F+CJ4cBP/JPuizuQMOX1mKB/d30/2nH/SWwdEb+kJv6NK/vYuPL2/gj4eHsfb6fPQ71xdND7RCx8OdMP38BBy/uxMvXrNsOl3yzBdM7zE8uI20ZJJZ0pRbFIPbyFQLhLpnkPkA79OuIzWDpM8U0rOchfwPcP7DcdS/R0FKT8XKJ2sw5PYMtS3/1j9ZhcH3BnPrNcvLGsFjhgO3UHdPG/huTsDRZ+IRpGP2okXIW9INBRcdQP69t1Cw+QD8XLIaFh86hRBa7tKM9SsxZq0ckIiqgQb5af3p+juHyyM/sf7ysk8zHktEBe9wBNK9D2raHQH1O6rVflkDqOQTi5+LVkOJ0q6IcgtAcx9/xDq5wa+cI8KqeqGWmz/aMdYfyLh7eFQwJiRGYE79GCyne7+5Yy3s69EAxwY0w+lhLXFxXBvcmNYJD2Z1xbN5PfFsfk88nNcdf87qjKuT2uHsyJYs1wxnhzfDheFNcZHbF0c0xyUS/PKIliR6S1wf3QZ3Z3bBi40j8XbXeDxY0BMXBzfDzdHtgKPzsW3CIPxa8Fd803U0/mfHH2pi29ESae4/vUkRAc43NacMqEkvj70YUq4/g68jmsKX5HfitZfrtADVdgJOGzNRfXM6XHQBcKfrL+sAygOgAHjszoQbSe9OQfDaybBgZxqhhQe+an2A2wJ6BZ4HBAwjKAbehA8FwZfhgQ+9Am+GB76En+AYhYKiIIuJwUQQwwRfhg4BFIsI3WuQdQQRDoP8IhjK8osHQPKL2x8i5K/VFwFRjRFVpwO+D6unnvOL5TfIL4ZVGweD/BqMBTwNJr7qUMRX0EgvFl84/oWK+VdQTXkCIf8XJvJna5Akt0CtNpL4BkQE1E1j4/J+9ewtKPhjZTSp0wgHdq7GnzcPMWa/hdfvLuPEjU2Yums4ms+rh7CJfnAb7YLSQyqhwjBHhEwKQNtlDTB331CcurQGzx9ylEQAPpBkH0je9w8oBn/h1Uu282AL5lwZh16Hu6PV9vbovr8n5tH1vvToJNI+0vp/vEkB0NYJUikAEiaICMiaQUY6xSCDopB+A+npt2jNmS+gEKQT8hRh0rOFGP5oNq48P4ftD0jozDRsebgFza+1wJO0m7Tt8tsAIf8z/PHyKIK2JCFmRwPcfyvvAiSjTde+yOsRD4dtV+Agn8h2jkBEo9YYt34nY/0QWvFYkj8eVfwTSP5E5fpXI/nlkZ+T7vq7RTcm8Wuiok8UAmQxr2FX+NLFl0U/L8b/ZVxC8NMvZeFUyRUtQ4IxKjoUg8R9p8vuX9YJ1Rjz+zP0qOnuh9a+vhhAl35weBCG0/qPTwjDzLqRWNQ0DivbJGFd+1rY1Kk2tnatj+096mNnr/rY07sB9vapj4P96uPIwEY4MbgxTg9pgrNDhfzNFOn/GN0K1ye0we1J7dXLPbentceNya1xdUxL3JjYHg8X98f9hb1wfkhjXBnWBGnbJ2FM88b4uogT8i3aj1wbz2V3/znfVGyrDIuex0mbl/M077oz+I5usR+Fz9E7BuW6LEVVkr8aye9E6++8OUMJgAsFwJUegBsFwI0C4LIrE5UpAFP/TMHlNx9x/O9kHCYOPE/Fvmep2P00Fdsfp2ALsfavZKx8kIzlD1Kw7H4yFt9Lxjymc+6lYNb9FEwX3EvFNGIct8feT8UIbg/l8THc7nA1hSGE5jGEMWQQSNggAiBeg2H9o3Tyh3HKVKrRF4FRDRHF+/sdyZ93zWm6+vLbBZ385Nbnkt8gfFbyCzTyfyHkZ/ovUdPcjCuslp+NCPktAqA1YoEQXbn/mtuvwHzNXWPja6nOS/fj68QuKFzcG99+XxUVyzDmjKmHIcNHYO++bXj+5DrSSdDHL89h14UVGLl1IJrMq4+gcQGoNMIRpUdVQfUJroifH4w+m9pg2ZFJOH99K149pY/0VrwBxuZvSNJ3JB+3nz+/iCP0LsacGoxeJ/rj9ZvLyPzwB9I+aE8L5ElBqhKCW0DqXYYJt5FOAqenC25QBHiMIqDhNsWB5RhOLHi8DL1ujMDMR0sxgLF8v6sD8TCFARrdfFkf0BYIn2DVjcVwWxOFpvs6IDn9MTIzn8M/siby1+mC/If+gsPUjbD/pRJ6z1yC+r2GoxjJX9EnDpXptlYRAVDWn7G/4fqHyvP+hhSDJJTzYozfoDP8CR9ae5+ktvCs0Rwlqvnh15/LIJhx/OAakdjSqgaW1otBr4hwhDp5oSet/ZKIMESXq47q5V0Q7+GLhrLwFxSIAeHBGBIRjBFRIRgXH4ppdSIxr1EsFjePx8rWiRSCJGzqXBs7u9fB/l51cYjkPzawIU4OaoxTQ5rizNCmOEurf2FUS1wa1xp/TGqLG9NJ/DldcHdBN9xd1B33FnZX4cDNyR1xe0onCkFbnB5QH5eGNMKzlaPQ2D9A/QZAfkwjb4PKrxztxfIr63+Ilk5W+AUUAs4tOyGA/km07wLrwq9ma438XVegynag6vpMOG7MUALgRAFwZvxfneR33Z4J1x2ZJH8GqlAEZpCgNz6m4I/3ybj5IRl3k5N5T5PxPDUZb9JT8DEjlUZAvDwz5MNm/y5P9jUcoKi403MwQoYwCRks5GcYQPKL9Zd1g0gKQNhlWv64HgiOboLQWp1I/vrIs1r7OrSdxPxy7eSjekmKHFPE57ZlAY/jk42nJmQlP6HIf0wjfx4SX36Ik3sdQ4C12oJAHgP6SSwrhmwkG9QxvZx0jG3ZbTqD/Av2wGHwQhRsMAAFPOrC/ncvfPNzdVSpEoy69dpi2qQ5uHziLFL/pjue8hhPxMqeWoIh63qjzswE+FEAKo6qgNLDq8BlrBcS58eh/7YuWH96Fm7d2ofk5/SXxBv4SCSTiCn36CFcQ+q7c0h7dwFpby8yvYy0939QbP5A8oeL+OvVOWRK+TSGCbJ4yHAgg0KQlkbiUxTUY0TxDkQo0h/h+cfLuPR2Lx584J3KfMK8h5q3kMkyKky4j0HHBsFpaTgGHpdw4B0eU9yKV/bEVz0mw+HI38jfbgR+LuOCkau3Kre+rEc0yU/LT/JXtlh/Pfan9Xem8osHUMYzHB61GU7U7wTvWm1JfFr8xGYoXsULRYqUQ4KbN0YnxeB03ybY0boGupPUYZVdsLlxPN4yTn/FeP2PhjXQmrF/5VLVEObqixr0App4+tE7CEB/egLDokMwIjYEo+JCMTYhHBNrhGNG7UjMrR+LRY3isKxZIla2rIHVFJd1bWpgfdsa2MB0Q9tEbGiXiI3c39iOaK9hS4ca2NapBnZ2Y0jRuy6O9m+M4/0b4ezgpjhH4h/rXQsXh9TDH1M6s6+OyO8ai4JzdiL/losUguPIz7lkTwjhJRWvQOJdteItXzracBrfBjWAryJ/NMp2X4FK24Aq6zJRdUM6PQCCAuC4xRAAEp8CIHAi+Wvu/ogm+5JRb38y6u5LRS2mdQ58QKND79H4+Ec0P52MVmc+oM25D2h/8QPaXn2Pdlc+oCu3u1/+gB5Xk9H7Wgr63UjGwBsfMOTmR4y48xGj737E+Dsf6A18QCcel3cMQo7IoiFFgK6/cv/lsaHu/huLhmL9Qy4CFWM6IzSuBYKTOuOHcJKfbr+dPOcnN9W1q9BI1tS0VAmBnqdBvCOdg9y28JWwLvYR4tmLoaeQ/ktcqdyyI+Sn1c5N62+s/FuJb4CNZSE+82yUSH7KK4KSd+VxtWJpR5c37+YLyMftAvN2ocDwRSjQoB/yuNZEnp/d8P1PTnBxDELLJp0wY9pcnD95Ch+f03q+e4y/Hp7HpmOLMWBtH9SeXQuek/1QcmI1FJ1SFW4zvFF/RSIm7uuPI5dX4+/HDKLeS+xPy5xCKX1/AelvKAJvmb67RHG+itTUS+h/cjBaHO6C8RdGY+e9NXjwgn7XBxEBikHaI2TSM0gn8dM/ktyEvH+AFJKcyGR+Riq9BfEaMuTLvgwnMq6i0faWcF4ciqWX5FNlKThyYh8KFq2CbyZtQOE9fyFvQD24RdRCzznL6fIHK5dfkZ8Q61+Zsb9m/SX2F9dfBCICLnGMbXXie9Piy1t+pap5o0TJSqjv5YPBkcE4059ueK+GGFUjAtFVXXGybT1gQjdkzh6E5Il98LpHUzzv2gQTwyLgWKQSfKu4o6aHP5JcfFDP1QstvH3QNSQQA+UxIAVgQmI4ptCTmF4zGjOTojG7djTm1o3B/IYiBrFY2iQWKxgqrJLHgq0TKASJ2NSuJkmfhK2damFrlyRs71qTXkMSBaA2dnVKwu7OSdjLvMPda+JoryQc6VETFwfXxbmxLZDo7oJCJb1QuM0IOMzajgLyM1paO/m0maxwC/nll5CSp4iw/hS+Daynfuzk6B2FMj1WogLJX4nkr7Ke1p0CUJUeQFUKQDV6AE5bMikC9AooAhUpBhvo0r9NT8OT1BTcT07BvQ8puCsewLtk/EncfpeCW+9TcPNdKkEPgTj3OhWnXqbi+Is0HCMOv0zDIQG3D/6djv0v0rGH6S6GDzv+TkWXP1LUuwdq0ZCWP4QIFfdfFwBZNFTxP70AsfyBF4DyUR0QntgaoUld8D3DvrzCHblmnfgGtFekc0Y2rlpgeAjCa93LF/LLRzbVDskvLrux6KcJwFG9oezIEmvIvuWYxGZ6fCZQQsCLEKw5gbwbz8B+81nYy89bZ22Ffa+pyBPfHrkqhyP3j8745ldnVHeJRPPm3bF47grcu3odmW+fISP5MW7cO4llB+ejx8oeiJ4Wi6qjHVF0WGl6BpXhNykQHVe1wryDE3Dq8nq8fk4/K52SmiFCcBFPHhzHg/unkEIS3311HCsvzcSgMz3Q6mhztD/SHlPOj8OhP7fgxQt6Ex+eMGygJ/D+GkMHQn/ZKD35GoWBSLtOL0DIf48x/iGErEqA95IIHL0vbwx+xNTZM5CnpAu+Xn0SXy6noJbyQM2O9GZ6jkBxCl0FnxhU9NbIb7X+iRQAeexXG+W9olCVHoBvvY7wIvE9a7aFF61+GZdAlChVEfX9/NCf7vuy5gm4NaIxVjeLRY3qbtjUoj4wl97H6snAllnA+qlImzMYLwe2xZvuLbG3Ti0kVnRD1RJVEUni1/HyQ2J1L8Q7eqI2w4dmHl7oyHChX2gQPYJQjIujECRGYEatKMypF435DaKxqGE0BSAGy5vHYUXLOKwm1rTSsIpY0Zri0FKOx2BpsxgsY9nFjWMZVsRhdoM4tkEBacTjjaOxvX0cTgyohwH0NiqVdcF3VYJI7BooOHkd7NadVVZOrH4+zkNFfk5Y+3Wn8L1/bfXOQzVa/jLdV6P8FlrONYzp12ag8jpiA0XAEADdC6hC4gv5l91Lx433mbjzMQOPU9Pwd0YaXmWm4XVmOt5kZuAt8Q6Z+EDIj77Fodf+DKz8y1T/Ma7TU307Q/YtGVh8Jw1OezIRQMsfRAQflfcGSH79RSLlAQjxKQDhJH8A7U+5yA6IqEHy16DbH9+U1y8xf1byGxZfeJYz4bPD4Kax0JfrU+T/Iify84S2DX0SK0UsWE/Ir1ZnDSHQoOI2eW2RhFCCIOomQrD5PN29o8g/awvy9ZsJ+6Su+KJaFHL/5IhffneGn28Munfph5XL1+DOtRvIeP8KH98+wunrhzF710y0nt8JAeNjUaaXL77zq4KfPaqjWmwYkto2RaN2rRFXqzncg+Lh6BqI0MgkbNksH9r4Sy0ivv77Es483I4F1yej24WuaHKqBQZeGILHz8/yPFcYQlwiJHSQ3x5c4WyQmP9PvH8vPx++jj23V6L6okDErE7Aw9e8i3iNZu06IJd7BAoduI0vx69A/t+roOnQiWrClnYNRwUvuv1eugD4EiR/ZXH9A2qq7fI+UbT08iafEJ+ufu22zIvA7yUqooavPwbTvR8YHojDfevjRI/a6lFev/BQZMwaiMz105CxfykyDy1D5j56ItumI3PFWLwb3Qtve7bCk45NMT0sBh7FHVGlZGXEuHiivrc/6jGEqO3kgSQnd9R19kADV080dfdEKwpCex9vdPb3RfdAf/QI9kef0ACeL1CFDf1CZd8fvUPkWAC9iAB0DqYQBwajbUAw2vgGoY1PEPeD0D00GAPC6WFEB2NUTCj6BvpiUIAPZicEY3piILxLlMd3LmEotEhcWIl5Jd6VL0AL+eUpEt1gzpkffJLgXaMNqjLmL9NjLcptAiqsykSlVRmotDadXgAFgF6AiIDhBVTanI6K9ASW3U3H6b8zceRZJk68yMT51xm49i4D95LT6Q2k4WVaGt5SEN5TDD5kUAiUIGQyzcR7qsAHgrqhIZ376RQKpskUgFQRAf6bcisNjrsz4X+IxD6SiUC6/kGEvDyk3iJkGsU0hpC3Bv0pAGXC2yGC9zo8oR2+5jzJKx9GlS9fK9HTia/DTG5b5MRLyyq/cF0n/xcG+cXt/8Jk+Q3ia+TXCa32c2qc+Vm2CREBXQi0MECDPApUAiB5FrDTcpydyrvhJPJupWew9awmBjM2wr7rOOSObI5cZf2Q/8fKKFbSGeERNdC77xBs2LAVd+4wTv/4DK+SnyAwujYnVx2cmjcdiwb3w8gu3TGyez+snjIRlzfMx40tCzG8Y2f8WsQRvUb1420ikd8Rr+XRIl37t3fw7OVJ7H+wnOQ/grQ3F5FKQqfKX/J5y9Ah+Qo+vj+HGQdGIGFJEhIX10LS8npwneePNnT909LvITX5Ntz8w2FXuyMcTjxCoc6j8VM5N7QcNZMWP4HufCTKewr5CU5eLfYn+cX196+Jch7hcIlupIgvK/pi8auEJuG34uUR6OaFwdHhGEiiTUoKw4m+dbCyeSzquHngRO+WwMqxyNizBOnHViH9xCpknFxFEVgM7JoNbJ6GtIUj8WFIJ6T1ao3rrZqjrw/PVaIanEo5Io4i0MLbDy3pDTR180EjegYNXNxR35mgINRzdNO2q1MYXDzQSMETDYkGLFtfyksqdd190ZShRVuKShc/f/QN8sVQCtSoiECMjgnGIApAd78A9PD0QS93D/T1cEXtMhXxa1lffD2V3uCG82ql204+CqoE4CjjXhKBxLdfcxI/eifBi+R35BiW6bkOZTbQbV6RiQorad1Xk+RrCCUC6QwFGAYwFKi4MR0VKAYr7qaR/BmK/EefZ2igGBx/mYkzrzNx5W0GbpHhf6Vk4EVaOt5lpCOZQpBMIfhIcn+gCHzUIUIgEFGQY6nMk3+jr6ei2q5M+NL19z8sHoC8OKS9ShxxLAOROuSNwoCTgCs9gZIhrRHJaxLX/6uk1si96ZzGCXLTcPezrsFlR1ZeWmF9xGeQn4ae4RVjfsb63Mm1TiALf1rcLx+eUDAEQGCTbxYJWxh1tO1j7BwvRIclNNCVTANFQUFTewkL5DNL+bacQ/5NZ1Fg2QHkn7waBTuNRuHwZihYilb+h4ooV9kdMXXqoFGbjnRnHXFv8ljgMv3A82uAKzQJf9AV/0P21wMXiLt7cWrpXPX79VZDOuLy01149Zj+10sKwFu68m9p3d/Ryr86h5SXZ5Eq6avzau0g7cMF9FnXHpXGecJzVih85hLzwuA6yx8TjwzjbX+MO7eO4HuSKV//Kch38gEKUcnLuYei/oCJKOEUgnKeUSR/FCpQAJQHIPG/cv0T6e7HUAhi1MKed83WtG6t4RLbCL+UrgL3Ks5oRYs6nfF4T38fLGgUjZ2dEzEiLhjt/f3xcUZ/YON0ZBxaQeKvQfqpdcg4I1gLHFsG7KcXsGcOy0xF8syhSBnSFcm92+FC84YY7BMM31LV4FiyEsKquqIRSdmWQtDO2xftZJvWv427F1oTLd080dLVA61c3Zm6oxWFpzUJ3NbDAx08PdHF2wu9/bwwINAbQ0j6YcRwegOD6SV0Z6jSge128PBFN09v9PP2RhcPNwSWLI+vHMOQf8oGdb/l+bb6O4HGXOC8kPmQd+0p9c77j1411NhUY3hUpud6lFoHlF2WifLL01F+ZRq9AGJNmiYARBWKQAUKQHl6A8tI/pMk/GGSXwRA4XkmTr7MwKU3GTjziqAInHuTiUv0CK5/zMQ9CsHz9AySPB0p9ASMQECsvxBfkZ+8N8g/5ArJv5Pk3894Xt4ePJSB4MMZ6g3CAG77Mc9X3iE4lAmPo4DTkQyUDm6J8Brt4BvZFN/U70iP+Lxa47Aj1+zWWN1+zXBaOSOptjhvy0ktXxlsI4/tKa6Ll08v6l+irnnM5FcFtCcARoMWmMlvgnWRMCewPSG/AsvbQLsAjfjqJhtgm3LRaqV35RHlCeRbfwL2W+gVbOIkWLoXDpOXwz6a8dG3ldEwKAzVSlTC7hatgXUzkHFkAdIPzKELPBvphxZwfwkyj9IKHlsK3NqJy0vnoMjPpRgqBMFveQK6b2iLNUem4NrN7Xj3jL6Y/Hb/A0HSp76mX/bxMvZfmAeX8T4ImBWN4DlRCJkXheB5MXCbHoBNVxbxtj/Elu0rkbsoyT9vC/If/AOFPGLhHtsAcZ2HoFjVQFr+KFp3XQCU9ZfFvzgKQALKuFFIohqS/K3hlUirn9ASxRx9UaF0BSR6kkRxoZhCdA/wxXJ5F59xdVuSbWJSDLBsJDK3z+V1isUX0m9ExjkNmeeJ0xSBo0soAvPoCcxheDAVKbOGIHlIZ7zv1hJXmjXA7PAI1K7mCpeSVVG9VFUEVaqOOiR6ay9vdKIQdPWh6+9Da0309vNGH38v9PX3RH9ioIIXBvpqGODL434+6Mk6nb18GT74UCw80ZHtdfP0QheSv0a5Sihd3BmFa3ZGQflLzhIC8j7LnBTICy4S62tzgfNUyL/qJH72jFfjU5XkL91zE0quptu8JB3llqah3HJiRRrKUwAE4gmIAJSjAJSnF7D0zzSceJ6OQ88yFEQEjtP93/AgGeMvvcHpl2n4g9b/HMOB828zceEdReA97cdH4H6q0J4i8TYZax+80Vx+E/lTNO5jwCWN/N57Ae99TOXFob0k+j4oeBI++zXyu5P81Q6loUxQM4TX7gCv0Cb4tmkvjsUFzQAqCD9EAIT4Jsi+DoNPOXOQ0ImvIF6+QX6r5ZdtjayfJCw7ooHHTDDqfA6MTmptyr4GbXVTgz0v1oD66OXKQyggWCF/6OIg7Lacxv9MXY+vKgRicusWKrYdWzsBwcWq4Wr7DkibMRDYQC9g+0Rg3zRO+lnAQU58IcAxxvy3dmN5jy4o7VQZVSZE4rcRVVBmhBO8xvuj9rwEDNzcFauOT8TVO5vx8e9zkG8OjN3SG87jfBE4k6Qn+YPmRiKAqe+sCFz8Sxb7/sTAkSPwPxX8UYChS8H1R+FQxhNRLbsjpEkXtdinkZ+uv4DkryCxv0+88gjEA/Cu0Ur7+W5iS/UE4NeiZRHq5IqWJNysWpF0nYPUhzeWN43F/HqRdMPdsL1TQ2DNOGTupsgdX03ib0Dmuc3IvLBVw0XikqSbkHmWHtFxCuDBhcDuuRSByUiZMxQfRvfAh/7t8KxTMxxrUAfTwiLRpLo3/Ms5wY1C4FemGqIqVkctR1fmu6G1qxs6eriTyO7o6eWJPmLxSfieJHxXXx96DL5oxhCgWXUvtHL2QDuGCe1IfgkVwqt6oBTDjcIR9OAmrofD1ovILx/aJNkN4qu/A6BbfbF+eTlH1R+BYf7PHvHwTGTMz/Er3WsrSq4ESi9KR9nFqSi7hFhGLE9VIlCBnkBFikC51UwZDiwj+Y89S8fBpyS/jmO0/Lsfp6HNvheI3/ES8299wM136ZoIvAUuviPxk0EvIB19r30kgd9g2u1XKs5Xrj9JL2FAim75u55LQblNmai+A3DZSbee8b/rnky4UQzUj5CUIGTC6wDzSf6q+1NQJqAhIut2gHdIA3zVtCfsN13Uia+PgcBMfB1mbmYjvAU69xT5T9DyE0J+w+3Pbbb8RmG9svkEChYBMKDXU3VZh3nmNrQFRIk3tPayQysrbWfzBHiB6qOGFIACq0h+oiC3v1p1BvkrRWBkbBQy1k5G8qrxJMAEDIuLRXgZF4yNisbRjo3wZER7fJzWHcnTeuLZmC74sJYkObECOLMGGSdWIry6OwbPGoQ5h2ag1bxmiBofBrfhzig7tDLKjnCE93hfNF5cByO290S9uUnwnhiMgOkk/sxIBM2JhA/d/4RFdfDy79M0CzcQXacJvgiuh/xH76DwzE0o+LsT6vQYBteYRihZPVQjv3ukJgASAujWv4xbuHqrTxYF5dt98jGP38q7wrFMJdRi7N07yAdza4VjUFAA+gb7Y0mTGPVLu4Yk4s1h7entTELG3oW0+ryusxsZ8nDm3aLfefuAll7fjcxr25FxbStBYbjEEOgURfAwRWDfXGArQ4aV45AycyCSR3TFx37t8HcXegQtGmNzzRoYGxCGdtX9UKOSO0LLOiGQoUhAyYoIojAElnJCcClnhJd1RkQ5R0SVrYaYko607E6oWc0F4VVc4c3wrFoFd5So7I0fynqhcGlXOCw9hLwkvlh1NdE5ByziL8TnvVfuLueTRn6GgSuP4Rdafk/Gx1U4fqX7bEMJXkapBakovTAFpRcnUwBSUHYpsSyFoUAqKqygEFAEKlEEVtxJxdGn6TjwJAMHdRgCcO4lMOf6R0TteokGR95gx7NU3Ca7/0xOx7x77+F29BWanHuHm+/lZR5a/HSr1TeTv93JZJTh8DpvA6rTA5C3C112UwTkB0giAIQXPQEvWn+3I7T8e1JQyre+erXXJ6QeCjfvhbzyw6fVNuQnFOHpDWvgNsfH4GXO3BLoXLSQ32T583JHyJ/bEvOLNdcazBE66eWmWAXg0/jnsMAKKavdaIL7hgCo1V4BL1SJAPtaaP5BFC7uinVtW+IWJ+mRlvVxqF0TPBjVF2d6dkV3/wjEVqiOFiTHsLAgjA8MwJroENwb242TfhUyT64Crq7HsGZ10bBJa3x89wLpKX/j79c3cOTKJkzZMQqtF9IVmxgClxHOqDysCtzG+CBwUgQCpxLTwykA4XCfFoB269oh88NlvH1yXLnudq2HIN/pJyg8ZDa+K+qEhgMmqFV8WekvQ+KXdY/QBEAnvwiCCIFXfHNl8b0SWqCiXxyKFK+EiGrV0ciNAhXmj9mJ4XSl/RX5FzWOZhrAGNoH72f2pZczFRkHlpD8dO9p5f/euwTHZwzDidkjcXP9LLw6ydn4J2fdo4PI/HM30m/tQPqNbciUdZHzDJpP0nxKWHSA3tF2QwgYFoztjZRhXZE8sCPe9m6PR11a4WqHZjjesgF2Nq6NdfVqYXFSIubEx2NWfCzmJkZhPrGiTjwOdKqH2kH++Or3ivi2eDX8WM4bxaoFwim0Hn6W3z0Mn498G8XCMZzjHNQmupDfmOyaq6ssP4/nWX+K3t8R/Ooeq9z+KhTQ0r23oxgdmVLzSfz5yRQAHRSBMkuSGQqkoMJyWlaKQEUKwMo7KTjyJB37H2coiAgoPM3EYeL8y0ycepGOnmffw337Owy89BYNTzyD0/4XmP/oI97T7Zc/n/ZOufzWxT+r25+JNseSUWpdJhy3UgB2ZMKZAlBdBIAQL8CNXoCHgALgchiosusDSnrWQVTdTvAKbIDCLXojj/73D0QU5VGneMBa3C/c0MkvqS04VrZc1bglnNZCfIvbrx4n0A3Is04gcZUUkILHeBIzhJRMbSCLEjnlfwpa21qnrNDPp2CcR7vpyvoLZJuQlz7yyOegJq/FT79UxtyGzXC0X3dsGdoTC/t0xYC4GhjuH4I/u3bExTbNMTYoDCW/K4NRLm643bI2krfPJPFX0j2mubi0GucWjcaPP5dF1WrBaFi3NSZOmYozZ47jwzv5td4TPHl9CdtOL8PgVT1Qe0pN+I4KgttIb3hN8IPv9CA4T/bB+N2DGBZcweXz61GwtCcKjF6CgidI/laDUaySJ2r3HYNSLqEkfgTFQYMSAPECPKNRyjVMufg+NTTiy094f6/ig+rlHVHL2RVtGCMPDQ/E1Ngw9PbxR3+Sf379aLR298SomEjG+yOAzTOQcXAZQHf/3qYZGFkzEEMiPDAq2oceQgBmNI7B2r4tcWHFWHy8wRDl4QEKwB6k36QQ3NxJb2A7Mv+gR3B5A9ugMJ5iW0fpFeydoz0uXDcRGctGI2PhcGTOGQxIWDW1PzCZwjO5F7d7A3MHAMuHA2tHAVsm0KuYi36N6+L3IpXxHe/Vb/KhUMcQBNfvgJIVA1CIIllwyxXtxR7Ou3w0POoFHyUAhhDo80Inv8PyI/jNLZLeUStUJvlL9d6BYtSsEnM+ouTcDyg1j1hALPzIUOAjQwERAJKRXkDFFSmK/IdI9n2PCJJfoITgSaYSgEPE8WeM818B6xkihO99gS7nXuHs21T8+TEDf7zLxC0y/XFaBl7LEwBoi4Bi9eWPqQr5Wx79iFJrM1Fti1j/TDgpAchgCJAB113E7gy46aGA0yGgwo63KO1ZG1H1OsMzoC6+bNGXc/wS5z/HRcjP69cEQARRE0fDQ85CdIHijxzjmBljZ4yfkF/neu41J2n5qS5Ghpn8lkpGI7aN6bCQn/UULMdk24CRp8Ege5bz5ABttVPAC1+rkT+v9FG+f149FmOi4oCN84EjdOMv0Hrd2oiMuxuxZHh3tKbr/6xdU+yqVxuNq3vgQ7cmyFgwAunHVyD9yFJkHOXkPrUSL3fNR+WKbnDwaYivHWvgqx8c8euPVeBRPRit23XGwsWLcO3qBSS/e4yPyffxx72DWLF/Onot64C46TGoOs4Fm05P4U0/i9WrpuF/ygSh0OL9+HL/n/gqti0qeoSiFslfrFoQSpvJrwSAXgAFQMgvv+QTqy+/1JMv+xQp7YhIusz1GZaIdR8YEojxkaHo6e2PfsGBmJUUhdqVXbCuVR2SbTwydsxFxmFe06UtODCuF+o7VkKnYA8Mjw/EuMQQjK8RjEnx/hQQb6xsE4/HR5cj8/5BEn8voYvALQO7kHFzB6OYrci8uonewQaKwlpkXlyNzPMUhjMcbxGHk0voNRB/UEivLEf6pZX4cIFhx3WGHX/Q07izHZO6tUKl0tUU+YuU8UYJpwgENuwAJ98EFIpqhS83XUIBTsR8nIPqj2Vwjpndf4P8QgR5r99h2RH87halyF9Jxq73LhRdkIkSM9+j5Kx3KDmbmPueIvCensB7lFn4gQJAy0ovoNLyZEX+gyT7HpJ/r0Im9j7OpAgQFAARgYO6CJx6kYkrb9LVewDyPoDg4lvmUQCuvc/EbRGB1Ay8ogh8yExHmnoKkIEmR5JRcg1jeTpVjltI8O0k/44MVKcICFzoCbiKF0AhcGJUVn7rG5T2qo3o+l3g5V8LX7YZpJNfiG8mv2lMuP9pAZDjOmSbbSheK3AcCXH//6WtohJCKkV+MzF1FVHbxr6xrYPlDai6NshyjOVzgnFclZV9HVmIz5DEXsptPotcs3egeNFqONapLT5MGYzk+aMpArNppWipDjC9tRKre7bAGHku7huC1XUpEsO7IG3LHKQdWYL0w4uReZi+ImP+j/sXw62yK+yGL1KvIRectQnf9JiErzkx5RuEBb+vguLFXRASlIhevQdg04Z1ePjnFaS/v4t3by/h9O21ePqUdxn70H9Qf/y/bvU4oS/iK968QoxN3aPoznUYoNzd0or4dP0VNPJLngiAfIBTrL43UcIpGFXKVaPVd6PL74G2JH+fwECMCgtBd1r+vtweHR2KGhWdcXVoO7r8tMp7F1DUltHtX4nUYytxYMxg9I6JRz2GPY1dndEjyIteQAAmJwRhTKgLtg7rAPx1GGk3xPLvQpoIgHgCgtvEHQM8TmTcoSAo0Eu4swO4RzzZg7/PLMOlFSOxd2QXbOzaHKta1sGmzg3wfDfDh0d7MLNrC7iXdcQPv1TB76XdUcopUn2ANCCxBQpy+8uVdOXlLxnR+Ij1F9ffEH1tcmvzwk7mKMlfcNlh/O4qXzISy6+Tf24qik9/g5IzXqPkTKaziDlvUWruO5Se9w5lFrxHCYpAlWUfsPrPFGX1dxG7FTIpBJoA7CH2PgH2k/gHaP0PPafz8zenCUXgFMOB0/QG5BGgCMBlCsAfFIBrH6lxKbxUhgGv6AGIADQ8lILiq+nOUwOrbaYAbKUAEPI7g+rb6QEQboT7rjS4HgQqb3ml3P7oBl3h5ZuEr7qNQW5Z7adhVn85iGOhPfHQQyA1LjmQ3gDL2HrVhrtvQBb9FPnljwTk2SAwRMBExk+BZQR2KpU29Hr/BlJHbbMNBT1PA9sxnUMmgIoDuW3PYzI58mw5iy8W7UTJch7Y1rgBNjSsj0lxCZgQnYCNrZri1SK6pFvpeu6brB4vBf5eBY/bNwLG90XabhLkoIbMg/QVT6zA291zSDRH5Bm+AP+z7TJybT2HPDsuIN9WehfL98Nh0ioU6DAS9mFNkbeUHwr+UA0lS3kgKqIW+vcfiJ0bV+LhXQZ3H3YiPLEpcif2wFc7b+KbJYdQkDFuaKM2CG3eHcWq0vIL+SXuJzQhoNvqGoEKPnF09bWPdMrPeH/jtQVUdUEdEreJmydae/qih18ghoeGoCfJ35PbHX180cbLB8lzGXJsmIKMfYsoarS+R1dq6xkXKUjH1+Ha4omY17ElOoeGoqmrCzpWr4ah9AjOLaVg3t2P9Os7KAAEBUA8gCwioEDy39ahhGAPMu/tRurdHfQwemJ2fBimhwdgZlQg5sQFY04CvYxgTyxtngQ83oPZ9Lj8Kwj5K+G3EtVJ/nB4xrZAbPOe+LKUOwrP24cC8rNeeYwrf76M88BO7r1+/xXUvsxPkn/JQRRxiaRQCvmjUbLXLhSZ9RHFp7xEiakvUGI60xmvUGIWCTX7NUrNeUMv4A2KUwQqLXmL9Q9SFJmPPs9Ui3zHiRN/EyT6MYEiO50awUs6OCT82dd0cN5wSInL74Cr74HrH4CbJP5tEv9uGnU0XX7rCYYBmai3PxXFVpLUjKCqbKT7v4nk30zLv1VInw5P+ZbA7hQF10OZKLOe/faog5gG3eHmXRMO3cciDz0i8Xbsed0SDgkHLONCaByhCBDK1ZdUh5Gvwconi4En33OtFbdfLL/EACR/biE/b4CFqKaKFliIqsFKaGu9/waGgKi29HNZLpZ5djwmA5F3+yU4NBmAkNJV8WR0T6Qxvv178yRcmjcYU1s0JeH9cVwefa0ciKGx8Qj43RnvOzRnTDoQaXvmIW0f3eP9xAF6CWdX4NaKUfiptDPspm1Ub1XlWX9S9UOdk2OSd8tpnvM87DefQX55Fj1uBexaDUWegMbIVdwPhb53RtmyPogMS8C3JbxQuO8cFNp9C9/M2IzC9E7iuw6Ad602KF4tWP01HEV8EQDd+pdyiUDlwJrK6stKf5WgWijBkCXB2R11nFwV+Vu5+6CrdwAGBwejt68fuvr4IbGiCxY2qs3rHINMxvvpBxbT8i9HBq2+PMXIOM7Zd4IicEFc8G30CFbj/sZpOD9/GO7vnEm3fjvSr25HBpHOeD/t+k6k36AAKE9AhxBfpboQKBHYQ4t/CH/umI0hPq4YF+mHsWEBGBrgjV4eLmjn5IgW1Spjdvu6NIfbMblDQwRVqoYffq2EX4tVQwnncDiFNUSdLsPwI8fn6zHLUWDLZeTbcDIL+dX918mvzQXeC0X+AyjqEg6feLr97jEo1WMPikx7h+ITn6PEpGcoMYXp1L8pAiTUjBf0Al6i1GwKwdzXKD7nNWpufY1eh9+j64F36Lz/LXow7X3oHfoceY/+xz5g6KkPGHHmA0af+4AJFz5i8qWPmHr5I2b+8RFzaeYX3UjG0lsfsfL2R6y9+xGb7ydj+18f6Dl8oHCkYNsTknpLCkqvylS/M3DcmA7nLWkkfhrcCBfCeavkpVMQMlFxF1Bs1TO6/SR/o+5w8aoBhx7jkGvzRXXNaiGU128mv8FFzYBaSZ8VVh5JKgv6BvFzK/LLoz5FfroBnOi5SP7cvAFq1V+gV8wC5tvCUv6/hNaGjXjwXOoiuZ13PS+ax/Nukr9icgjflvHB2nqxyBzbHenThgDrpnKi0828vBxnZw5GA2cPnOzUGMEVPJFYyRuvO7UAZg9G2s5ZSN8zE+n75iDzwHyWX4k53VvDjnGow4qTHFj5Q45MeT77dRJq0M3iQKo4i5NQvA+7zadhRzHIt/kkCizdgwITV6BA6xGw86iPgoGN8OXSgyT/H/hqxHx8W7QKavYfA+eI+sqVL81Jq6AEIEKhFK2Y/IZfrL78UY7S7rGoQjGq7exK8tPtd/VACzdvtPfUfszTx98frRkK1Kniir9GdwdWjUXG9jn0ZpYgQ9z+YytI/FXIPL4amScEa5B5ai2Fbp32xiOtPOSR36UtyLi8BekUBkHaVVr/a4KdSgjSrjMUoBgILIKgrwng/n68PrcBk5Ki0c3TFd38vDEgMgRTm9XBttE9cH3zFKTd4rme7MLI5vXhV64qvv+tCn4tWhUlHMNQ0S8JdXuMQrFS1RliTYDD9muK/Hace3Kf1QQX0hvgviK/xPyL96No9TD4xrdERZK/ZI+9KDL5JYqPe4wS4x9TBJ6g+KSnFIFnKDmVmP4cpSgCpXUR+I0ewg8TXuCH8S/x04RX+HniS/w86SV+mfwKv055hd+nvcRv9B5+o/dQZCYx6zV+ZxhRhMJRjB5EiQVvUXIhsZjhxJL3KL/0Ayotf4fKy9+j6ooPKL/8I8qtTkXltemoujZNB7fXZKCK+uERRWF9JqrSI6hKj6DidqDk8qco45mE2MY9FPkL9plEtz8r+S2kN/FDoJ7OfYL4sq2Os7z2NE8e55Pn9LIU+SUWUDs6+XPxBuTi5Fcv/KhK/wCWszwiNPZFPGyhn1idnPvSfpZ2TMeNfaVS7LjyBlhHJkUeEs9+yR58XcIJuxrG413vNrjbsz0+DO+J9LlDkL5+PHBkAYbXrYHqnGztPEPQwMkb5zkBsWQo0rdNRfqu6cjYM4M+3SK83T4VHhXdkL/1EFp4GWyD/DLg1kHXoAvBGnnufESl+dhXu82n6BmcRQH27csNp1Bo00kU3smYv8so/FrGGXWGT0Mlv0RavBASXcgflkUAyrhGqk92y5/k8qnRCsWrhsGrnDPq0uWvTfI3qO6OZm5eFAAf9A4MQK8AfwpaNUxKiAIWDkXG6om8pnkkv1h+kv/4ChKe5Bfin9SInymv+Z5djwwSNuP8RmITMhgWpF8iRACubEXaH7T+AnoCmhBQACgGqboQaF6BhAaM+2/sVI8N31/Ygge7F+PvY6uRenUL8EAeJR6gOOxjILwbmXd3oUdiHDzLVsN3v1XDL0WqMvwJRlmPWCR1HYbKzoEo2LgXyX9d/YVdg/xK8OXem8ivrfafRoGF+9THUHzim6OCWzRKdN+F3yc8RfExfxEPKAJMJzxCiYmPUZIiUHLKU5SaynQaBYFiUGIKvQIJD6bRKyDRS5HopUj0UjNfUyBeowxJXoahQpm5GkqT8KUYMsjiYemF71F2EbH4A8ou+YByRHlul5cnCotTiFSKQQoqLk1FhSUZqLA0AxWXpVMciJXE6nRUXkNQBKoKKAIVGTGWWvIYpT0SEd+kJ6oz/ar/NLr9Fzjf5IdMFD0ZD0IzjAZHdHBsrNDJLjCXIYyX+BSEgxSBf8lin+x8QfJ/YZBfL2TbwGeB9S1Elm3zvioj5zDXMR+3lhHIxWqWXwsJ5O8B5N10GvlpqTt7uOF152bYVTOJcWYCHnZsjo8jOgGLhqNbeARaenggY1QPLEtKwmgXX7yZ2BcQ4lMAcHgWnqwZiRY+nihMt1u+DZ9nI0lM8tplsUA8r4JMPm2xxW7tEdjLa8dCfiI/8/LTM8jP8g4cw4KCPRdRsF5nFKviiwbj5qln+/KCj0H+UkoAJBXXPxLVw+srq+/JCV2sfKB6tTauCq2/k/yQxhNNXL0Zr3ujm38AOjPWj6vkiIt9Wyryp2+YirTd8xX5leWnu5+hiE9rf5rWngTH1W3K2suTAEX8CwKKAAUg4+JmCoCAInCZIiBCoMSA3oAhBsoj2MHwgJDwgMigOIChAP6Ul4j2IPO6HJdQQlJ6B3/uw3u20dQ/EFVLO+K73x3xE8lftJIfSlDw4tsNQHXvKHyZ2EZ93diW/Er4ZT2K5De2c68/hXzz96A4vSjvuOYoz3ZKdNuO38c9QrGRd1F8FDH6PkqMfYASFAGF8Tp0QVCewUSKxSSGB5MJhgklGSaUnEZM/1t5CaVmUBBmvlTeQml6C6WVILxGuXkmMIwoP+ctys9+x20KwVwKwLwUlJ9PLEhFuYVpFAWKwRKmS9NQYRmxIh0VVqWrV46riBBQAMpRM0sueMh5kICEpj3h7JGAQor8muWX9bhPkt8guhn6MSlrKUeYiS+c1MgvjcnORg0S92e3zP8elpNJ46qDWruWfbWtH1epBssF6WWNfUmNixa3X1l/Ob77Ar7uOBa/flMaG5ISkNKtCbbHRGMoY/0HTZKwtGYsEipUw+2ezZA+shtSx/XBrvp1sDuuJpKXjAL2zsSThf1wuFNttPbyh0N0U/w/e/+gm3VGhRV2FAF7EljiT20xUwcH1vAC8lEIBPJHNwuQ/AU4QQuwTEH2UwTAYedZFAqrjwq+sWgwdgFKcrIK+UvSXS1lQbhCGbcouIQ3gF9SG7hEN0HR0j6IcA1AvLM3AkpWVW/Q1XP2QnNXH3Ty8mPqhXa+vkie0hOZC4YjjfF+2h6N/Jrll3f7V9PFp0m5tBn3di7A4aWTcHrVLHw4yfifcTsukvgXNiBdYSPSxQtQnsBmpBGaGHDbRgzSKSKyTqARfAcFgOC2wMhToIeAvw7h7pFViKvqhNIlGPMXdSL5q+D3Sr6M2SMR06YP/CIb4MugJBSSP76pFvz00EofbwNqLpAIeTZS+OfsYOgQDK+4For8pTpvQZHRD1Bs2G0UJ4oN/xPFRvyJ4iOJUcRoCsKY+yhOQSg+9iE9g0caVIigocSkJyg5WfMSVKgwlYIw7TlKUxBKUxDKzHiOsjOeoez0Zyij8Jx4wfxXKEOPocystyg7ix7BnPdKCMrO+4iy85NRdgGxUDwCgh5BOfXGYQoqrExVbxvK68alNzPmn38fZd3jkdCkG5w84lFw0Azkkkd9JKgyQrx+Yy5q/NBgEN5w8c3HbJGFj4Qiv5xAVvpzbzTAg7LwJxCyCUEVzPtaqiyyCSqf9fKaIG3n1aFta2UMZC3LVG/HaFMIr6UyOTgY7GPBzWfxdURblPqpEtbXSQD6NMCWmqHoQde4v7snLreug5QBbfFuQEckT+gFLBiB19MHI3nlWGD3DHzcNkU9q365Yzn8ynriy+a9kevADeTecla58fabeC6ex45jIZC+2ekQURB3X6A+O8WBFxTgeBTgsfwbT7J/BCemY2RdNBy7GMWrBZrITw9AF4CSzmHKK3CJaAD/2u1QJaQBylcKwL0NK/B+7wqcmzsC/WvVhHvRikis4IL2FLjaVdwwp248MKcf0ilm6VtmIH033X59wU9cflzdimNLJqJGVBx+L+OCL393wnfFXODsGoT5o4bxOF33iyT+eR0iAAqbkKYLQRo9grSL9AboLYgIiFeQfkXWB/SFQvEk6Nrj4UH1yFAsfTrDAS00YP6Tozi/cTo8i5XFz8Uc8WNRZ/xIy/9reSF/FMKa90Bwjeb4yjsehTefQwF6XPlkbAlNBKxQHsFaen287/lmbkfxygHagp8bY/5OW/Hr8Dv4ffBVFCWKDLmOIkNvouiwWyg6/DaKjriDovQIilIEio6+h2L0DIpRDIqNpSCM08ME5Rn8hZITHxKPUWoyMYWiIKnsM18gxySUUOsJymOQ0IGewnR6B0oEGCrMfksv4T3KzBN8RJkFFIKF8rLRR4YJ2gtH5Zcn0wugEKxKRSnq8W9z7qCcewziSP6qFIHCI+Yit7z2rMZCN0SKbyIAnI8cE23bBkaZbLDySXuqR57T0/qXWkHnCfIY5OcEz0r+/xCqrkF0K+mteUYZvfw/wIj35QLUBJCBWHeSA8PYb8NZfBndCT98XxndA4Jwr3N9vOlZDx97N2baFK97tsDbwR3wflwvpMwcBCyl1V83Dplb6fbLSj9jY1zbhuOzJqH0d2VRqO8k/L9HbsFe1hVIXjvG7iICivy6CCjyC9gXTQR0cDs/8wuwf/kZlhRYcwiF6N561WmLBqMXMs71Rwmd/Mr91wWgpHOocvsV+eu0R8Xg+ihfwQePZ00ANs8BDs1VaxjHx/ZBfGVXxJerjrpVPXCye2Ngdn+kLx+bhfwZR5cClzdgwcDu+Oqn8sj/UxV887sLvv7NhakrCv/uDLvvKmBS3/5q4S/9/HpdANYjjWna+Y06SH4RAl0MlDegIKHBNmRy3PDXfjw4tAJrp43Ehhmj8fDIGsb7h5B5m+QX7+Lvo9gytQ9K/FgK3wrxixNFq+FXXl9R1ygEN+6MqIYdUJjeT2ESW/6wq0F+BY6rRn657wTve97N51Fw+laUqOgD/4TWtPxRKNZtF34aege/Dr6O30j830j8X0n83wUk/+8jiFF3UIRewO+EpEVHMx1DjL1LERBQFMZTDCgAWphAb2HsHYqE4B6K8njRcRSMcQ9ZjiEGRaAYvYXi9Ba0hcXnFAA9ZFDhghYqlJor6wVvUWrBW5Re+A5lFr1D2SXEMnoIyxkqrJA3ATPw84xbKOcZg/hmPVHFNQZfjpyPPFsu6MTXyc+xsKyHMBXvOBv5BRaym7d1PgnPBeRhFvJbLL8c4ES2uOH/MfQTELbEVzAdz7l+VliVTrsIEQDxVnJv4WShu/hV+/HIV9QTVYtWxfiIYFxpURPvOzVEZo8WwMCOAON+TOqF2/074I/urdQPYDL3LkDm4RXIPMUJe28/No0cil+/LQuHYbOR5+BN9We084n1V+A5BTr5NQFgvgH2Jx/TfDr57becQYGFO5G/iBNCGdc2GDlPxf6y4FeCZBfCK4gYGORnzC9/dadKSH38VtIDg6Licap7Z6TTY0lZOVp9iOORPMVw8kCjKq54PZLXNXsgMlZMQMaWmdqC34FF6rXc3ZMGotBPFZDvl+oo/IsLKlcORKhfHPzkhZgy3ijwY2UULeWKe9sXMzSgdRfin6MIEGnnKAAGRAzOUQhUaKB7AxSAjD8YTvy5B9OH9kaRMtVh/2MlikxllCznxry+HE96AHd2kvwHMalzM3zNcf2umJC/OsnviN8q0vLTKwpq0EH9bfovGRIVXCUhE0WT9zcr+TVo5Od82nIeX0/eiJLlvRCc1B5lqgahaK1x+LnbUfzaaS9+77QbRTrtx+/dj+P33qdQtM9ZFB9wEcUG/4FiQ+gZDL3O8OCWChGKURSKjb7DkECILsSWsEDSv1CERC/K/aLjH6LI+Cf4XTCBmPgcRSe9RNHJr1Bk6isUnf4axae/RYkZ71CCbn+JOR9QYh5Bl784Y/8SCwjG/sUXE0tSUYKuf8nltPYr0lCGsX9Zuv7F1wM/zbiLit5azF+JIVHhUQvogV7k3BJviHNKxkDxgBAXn3wwQmOBmfwqn+NlgWXfyjvhuHxi/1+yqKAybCy/OT5QYCO2edKo7b46ARv/NMwdsbaR47a6QIF+kbqSKXdI8jZwf9dFfDl7OxwSOyFvMW+U+K0KEis6o5+XL4b7BKBvUAS6BQVhTJA3/mhTHxmzhiBzp/ZoLJ3xsXoO/uAQFvXqia8LlUKBIbMoANdQQCz/ZgqNQDwA2ef42FMEzOSXmyPkl/z83Lbbfg7209ag4G/VEN1vMurThSta2QfFnYOVAJR0IiQl8UUMSpMI8rXeoLrtUC2sIb4v7onmrr6oU9kFQyOj8W7iYPUDG8wZhLtDO2BufDjSJ8oHOoeQ/BORsYmWf8c8gNfzfs88VKngBrvvHREX3RirJo/Fk/1LkHFuHVJPrcWdbYvQt2UH2H1ZHjMG96H136kR/+w6gukZfdtIJU9giMFFjtWfuzFrUE/8fwoVRy56Xfl+qgaHXxzxZRFn5Pu2POaPoZf15BDDgV1okxCPAt9XwPck/w8kv8T9v1X0U+QPbNAONdr0QmGGRA4rj8Bhg3hz9Jx4b/PxPhtWX7ZFcOUNQLst51B47jYUL+OBoKTW8IhsgspeNVHBvwHKBtRBOb9aKO9bBxUDGqGsL/N86qGMbyOU0lHSrxlK+7dA6YBWKBXQFiUDGToGd0DJ0M4oQZSK6IYycYNQJnE4StcYhZJJY1GizgQUrzcZxRpMRbFGM1C0yRwUbToPRZovwO8tFqBoqyUo3mYFirddhRId1qBEp7Uo3mU9SnTdhFI9d6BE3z0o3n8/ig8+hhIjzqLEqPMoOe4iSk+4htKT6ZHMeYyfBu1TryrXIPnLMxQsOGaBevpkefFJ5jzHwjCEBh9yhs4fxRsdsk/kFs5xjK3kzxLzs4BOfqOCxPbGQp3WQNZ92+MKUt8Crf2seYSpvNS1tm/k217UURL/KAdBQgBODEK53FTCfJvPwGHbORScvRUOHUfBPqwRcjuGI1f1WPw/v3mjTAln3OjWHO/6tsbr3u3pLo9DunoddjnS5Rn45c0qdp3VvSu+LUwB6DcF9gduIN8WhgBbeAMYBtirMEALBfJxnPJxvMTa5+e1KcvPfdnOu/sS7EcuQKHvyyB+6EySfxaKVvJCCacg9axfIAKgPAGm8oaffK03kCFCtfCGKFnBG1c7NsadFrXQwdERYwLCkDZuAJJHd0fGmK5IG0tM6IHMWYORsXw8MjbIEwyGB8dWYOXg3ihW2hNbZjBsOL9Fe65/bg0yTq8GzlDo5H37u3vRo3krNEqsw7CHLvoZIftapJ9mmgWSR/B4Go+nUQSkvecHl6oY/rcynmjXuBkm9O6JLk1bo2olfxT4piJcXQLwRi0SbkKAiy8K/lqFxDfI76zIX5zWLbhheyS07gkHxxBF/oIbhfziPR2jABxV91fdY84FzRPgGIvQT1qGb36phCq+8XAOrotqAbVQNSAJVYhKvkSA/L3DhqgWWhdVgmugSlA8qgbGoap/HBwDWCcwAU6BiXAKqAFnP8I3Dk6+sXDyi1e/N3D0ikM17xhU84mHow/3ebyqgN6To18CqvG8VXjMQDVvwpPn8GQZz1hU9YgmIrkdqX5yXNkzGpU9YlDJPQ5VPBLh7FMbLgH14BJUD67BDeAU1hwVKFjeEfWR2KwPyjmGoZDF7deJz3EwFvxyJr8s9tks+LGOFcInMbYa8YWPivz24k5x4ublxM7DiS3xrQW8GZ8LUWfztizMZYfkZ633b8GOa9Asv1h9Y0KIlRDIT3wLrGUeRSDfzgsovPUMvpKV+K0n8eWEFXAoH4DI6v540r013jAceD+0i/aI7MACpMkPfTjB1ae+GLPO69Ub3xUqgUI9xyDvoVvIv+8qCu29jAK06AU2nkR+CkE+egMCJQQW8NjGU8jFshI+FP6+JOKGTEGjsXPp9suv2QIJkl8g5Nch6wBVg5IQULs1qsc0UfHs+Q4N8b5rA+xIikKjCu542L0j0oZ3xcch7ZA6sjMyxjGUmT4ImUvGImPtVGTKl3r3LcCOCQNwfvU04CLJe3Q50o6uQNqJlRpOrkbaKQrA+TV4y2NbJ9MDolsv4pfO8EfSNLVtQPKI02s08stjwxvbsGHyYAT5RuD27mXArV0AY3x51Pdo3xq0jK+PL7+vhGMb5+PVoeUoXdKZ5K+mufzFXfBDser4jSJRnJY/tEknxLXoBgfG/IXWHEMhjl1BenIOAt5nJQLclrUU5VHtvgiH6avxJUOXLkMnYe3J81iwex/m7diFedt3YfaabZi+eD2WrdmElt0Go0TVUJR1jkAZpzCUqhaMUlUCmReg3rQsViUIRaQfFTQUk7SibAdyOxBFKzCcUNsBTANQhPOnSFl/wg9Fyvnj93IB+J15qkxFinoltl9ZR5UQlK5GONGroxUv7RShfs9QhoInn26r4p+EqsH14RxSB66h9eBGoXKPaAqv6Jbwi2nJ9vzw7aSV9DTpQfLaxcBoIqAZPTMX/j1Y1uCRTnoFzuPcGxT5T5Lo8vxcB0mqwELq9VY9td3OaV+LifXtLKS3gV5G6v9b8MZbBYD1CBVnK1gFwJgkggJUtQKcTPkpNPn2XcA3k1fDnhOvoYc/3vRphTddmyNlTC+kb52GtIOLKAArlQBkigA8PorFQwbix4JFYN+mL/IPnIkCNbqg0MxtyLf3DzjIgt7mUyS/iIAZsk5wCnn2XFJuW+EfyyCy92g0n7YcJaoFqB/2aOTXPQBaPAX5M920Qn7yEY/ElvipvC8Ota6P5B6NMSYwCAM8Q/Gmb0d86N8GHwa2QcqQDkgf0x2ZUwcgY9FoZKyejMwNM4DNMwH5Mc2BxcjcOguZ6+XT3fOQuXcpMo+s0F775XVmMpVfM+IsPQJ5LHh8NeRjn+knmFIg5DGhQLbTT+oCoMDxOb8ej3bNw9sjrM+xytC9BHmJSBZP5XuJDSLisWnWGNzaOA1VynuiSGlvfP2rI34q7kryu6JIZZLQLRKRLbsjslFnFHKPIemPE6f1VN6XEBGQVEP+nRTeFbuQt4Q7eg2ZgL/SgDuv3+BxegpO3rmFVXv3YuX+A9h15gyuPriHpdt2Y8i8NZi9fh9mrNqOCUvWYfzSNZi6ch3GLViDcYvXYOzi5Rg7bylGzlyGIVMXYdjMBRg0eS76jpuNPqOnYfCU2eg/diZ6DJmEnsMmov+4Geg9fCo69hyFLn3GoMfgKWjbfSRatB+Atl2HoVW34WjUqjcaNeuO5u36o07TLkio2xI1GrRBrYYdUDOpDUKCa6N2066YvGwTRs9YgAFjZ6DboIlo23sEmnYdDFeKw3duUXCQ90g4h1VYSRiLzNqid1ZYuWEivBmsa3BJFvUV1xX5T5H8PIns5LFYfh16hc+FhfQGDKKb8N+2bfYCDPJbBID5RtxtLLyplXduqxiSE8nu4CV8NXIRCtAF7RkcguS+LSkAzZA6pR/SdsxSApCqBEBc260UgGPYNHE0fv+pDL78tSI8/Wvgq/LBcBi/HgX2ausB+bdopM/PbfECxCOQbwvm3XkeBRZuReGijvBv2QvN529AabcwWhtaFhK/eDVCBIBCIGJQnFZCvt7rndBc/drt20ohWFI/Cen9WmNUaBi6ufviUScJWVrgXb+W+Di4PVJHdUX65L5Inz8cGSvp4q+fjszVU5jORObKKciYNZxewURgAwVgFYVh4wLgKMl/dBky6Q1oWE4w7xgFQKCEQBMDeUlIpUe5T2SqdwfWqLcGcVZCiLXcpnjQQ8g4uR6ZZxlenOLYXdyEN/uW4M3hJdgzdSA6xMVj74gR+PlXuv1FaP1J/qK0wKXcIxHfvg+Ca7dBQbrDhXifHDgHC248pgsAyc9tB4p3gW1nUGgTwz1a8TrNuuGufE7r2Rv89f49jt24gSY9h1NIOiCiWWf0mbgArXsNgbN3OMnXCf1GT0doTF3E1G2OHqMnolaDVqjVqB1adx+CHqPGo17z9mjfZwT6j5yETn0Ho0Xb7ug3dCImURTademN1m17YNKsxZi0cBlad+yF3r2HY8GKTZi5dB06dhuAsVMXYMHqLRg9dSGFYhoWbTmIxRv2YiBJPXXlJizYfoAisw4Tl63Goo27sWX/WWw5cAKHL97EhVt/4urDv/A8IxUfoP1bvWU3CrvVUC/35CE5Ze4b5M9O9s8E60o7Qnyx+Aqcs7mZ/kteZ1UHOHlzcxJrhRgj6KlGWCPNDk1NPn38P4HWltEHK7Tj7JN+IQIRE2PRzQwlABQDib9VDCn7rJvv4B/4vudkuuNlMCU+Fhl9m+Ntt2ZInzGIAjATafvpAZAMaZzEGSIAL05iwdCB+LasG3ZfuYlO/Ucj/w+O+HLOLtjtEQ+A7VusvkZ+8QjsOVntNh1DYZK9WkwDtFy5C5VDaqNIBR9afyE7PQAFEQG6oFWDIF/t9YxtgoC67fG9UxR6hUYgY0B7HG5eH51cvbArKRHJ/VvhNfv8flBrpIzojLSJvZE+eygylo5H5hpx/eVTXLT0qyYhYxW9gU30BLbLhziYv4vewAHxAAQkPT0Ba0qvgGKQYRaCYyQ2Q4KMPw8iUz4DJh8APcay9BoktbxFKO8U0ENI3TgDmXuWsC0Kw+Hlag1l5/iBaBwYCOxZjTbRteHAcEDIX5zXW4axcO3utHSMyx3CG8FBfkHJ+ynEL0SICAjxHTieDnvOwz6yEdwYb19+8QG33qTgzzfv8deH9wir2RzlXcJQyTUE0TVboHu/USjNMMktIBp9SejYhLpw8gxACMORIRNnoky5qqhcxRst2/dG8069UN3NF+FRdTBo9FSERdel5Q1Ag0YtMWbaPHgFxMI7OAp9Ro5C3zFT4BMSB9/AMMxeRA9h1GSUdfJHTL1mWL93J5q16YrKroFo3KUvxi9cyb7Gwie2NloNmoAaTfqjum80QhIaoE3fiYhIbI64+i3RtEMPegHtcOjMZfXHQeTfwdPn8aVbovprRfJCk8x5RXwxYISxVmYxhjbQ1tOknAE9T7ijuKQTn8hFzzg7+Tmp82wyCgvMlfXjWY6Z9lVdklOHsf9JmOrYtpEt3wQRA8OTMHsW4nHYCoGIgLx1l28zPYJ9l/Btg5748YdSWFM/Eel9mjK2boK0WYORunUm0nfPRyrJkHp2A/DXAczq0wVFvWPQZdJiHLt9H0l04fKV8WOMSlHZecEiAIr49ARku8CW0zzPZXyV2BpFK3mi4bKt8GrSE7+V9iDhhfy0+iR/CSE/UbRqoPrIh1tUQwTWbYeSPknwqeaFx52a4nWvNjjcpDaO1k3Eu16t8bJXM7zt3wIfhnVAyrieivxp80cjdd5oZK6bpR79QUi/jaQX4u+Yj8wdc5G5ay4ydjI9TMt/WP+DHtyWj38oyJuB8otAEQJx6Y/LRz5J7iubkfn8uPohD0QspL6U070GHCPZKQjpFJjMPYtIfG5TBHBiHU7NGovoqs7IWDwDizt1RYHvKuKnYi4o6RiqPlHWoN9IxsShKNC4BwrsuKhEWghvEL8gJ2oBjqNDm4H4pYwXtl28g7vyE9pX7/E0PR0Dx09DZe8IBCU0gm9UPUxZuAHN2ndDYsOmitjj6c5HJtRGbK16GD99PibPWIag6ETE1KyPDdt3oQOJGh6XiDr1m2Dxio0Ija0Lv4hYtO3SCeNnzIOjdwgcPYPQZ9hIdOgxEGWreqGKkw9GTp6OaHpp5RiyVXePwuR5q1HduwYqu8QiIqEpQ4ZZcA6IYf0INO05AjWbDUEZhnLVPULQlqGCX0gSQqObsN+tUcE1Cpv3nUA6iS+fAdl7/CS+DKgL+bCJ3Xp51VzmsUZ+K7mzQuULD7OQ3gSDo4pPGvk1y6+TX8UAJvLLyr8t4bJCFwyVmqA3rC0e5gBzOaafLGfAKG+CEbOYYWdA3su3wCoGxkq8/daTcNh9Ed9GN0WRn8tge/M6QO/GFACGADMpAIxTU3fSep5YidQTy+Hl5gWXGu3hHNcGHYdNwd6rN+HmE4mvPBPw5Wa6o/uuoaCkbN9hi4aCtFYF9l5E4eHz8M2P5RA2jJNlzGIU5QQoTpdXLJ9YfoP88jlveeYvf8DTv1YbuEY3w48lq+NgwyS86dIUr3q0xNvuLfGBSO3RAi97NMOb/u3wYVQ3pMwYiJSFI5C2YiLSV9LiSwjAeD9tCcVgwzSKwGykb56sfa9//0KalsUk6DKmFICDJLzg0FIKACFfNyLk5acPi8fg/cT+SJ/HsGLxCHycPhAfV03RwgURAaYQb2H3IrZBS08hEM8ifTfPcYzCeXQd7q2YipgqLng6vD9WtGmLQj9Wwk/ye35nkiaiNhqS/D9REB36T0W+7RfVm5EOFGhBIc7BQkL8sfNRuIgzZmw+jPtkyPUX7/GGJFmwditKVPKGd1gCnH2j0HXgRLRo1wM//1IC1ZzcMX32akTR2jt7eiMgIAQTJy+Ch08iSpZ3R3RcQyxZtRVVXULpMQSgTsNWGD9pIcpX8+O+Hzr1GoB2JG2xyl6o5BaKGQsXoUGrTijpFAR3n1is2r4DoYlNUc07CvF1WmHj9t0kfwKtew206T4UY2YvpTcSAJ+wmug8ciY69J4EF49wRNRsgEHT17JuC4YiFPq4xvAMq4cDZ68iOVMj/54jJ/BVYEN6rvoPzPQ5nNWyC8g9Hcortuyby+hQPCUsvDqlYCG/kErIn4vkz/1J8lsJqMrryJKvN2yF5LGcgSxlPwH9uNF+jucxwRAAyz6Jr0EbFCUA7L+syMtqfd6dZ1Bw6yl8Q4Ut8Us57G5WC+jVBB+7NkLa9AFIXz8VODQPk5rUwW+0Uv4NesE/qSM84puj15R5mLNpN35m/GpfNRwObUfjyzW0UPKEgecoKOTfQld1mywK0vWXFefQ2qizYh8qBddF0XJeOulNrr+IAd3/SgE14JPQAoG12uHbMp7oGRAMdKqP1M6NkN6tOS40a4iJUVF43K4B0nu2QObIzsic3g/pJGf6ynHIWCdWn3E/kbmZ8b78gGkbBWD3dI38e+cD8jNmxuM4tVYjr0H+Q0soAAL5wMlSvF8xHjca18HVJrVwrUkiLjWKwasV8tVjWTcg+en6y+fPMw+wrf2sc5CptLWX24foDRBp9Drqu7njUo8OmFKnHgr+VBm/lKTlrx4C/7otULNTXziUJPlnb6FXdk7zmraS/PSg8u87D4dVDK9Ke6HbqFm4S2ZcfZGMp0y3HTpKUgZTQOrAN7oW2vQcRovfF+XdfGj1G6Jv75Go06QrXMIikNS4KXr2HoFazbuTaDUQm9gQY8bNQVLDtiRnbYTE1sGAoeNQu0kHWuIGCIyqjakzFqImPbyA+Lrwj62PSbMXo2m7boit3xwJ9Vszpt+GyKQWcA+MQzzd/k27d8MrrC4quceieed+WLhhu3qc6ByQiC4jpmPQ2DkMPaLgHpaIsXM3IalFT3hH1kJ4zabwjayHvSetbv/Og5w/gQ1QQD5jvo7zli6+GK+s5CcX/xEm4su+mb+KYyQ+DVQupv8SKymZivwceEX+TwiAEFiVFbAx9W6Avm8hr74v7WXZV2A7el526Oc170v76hz/VE+HTn7pp6GGKixgqtYH2EZ+ic1FAHafI0nP4Bu/WijGEGBt/SSgZ1NkdqkHTO2BzS3qoFgZD7jV6ATfmh1okdsjSD6rnNQK3cfORFJ7xrPdh6BCtXAUrhyDL+fvQsFdV1CY/ShE76KQTOCDdP27j8f3P1VA2Kj5iBgyE0XovpbQLX9xWnwNmvUv6xkD96gmCJbXfD3jUKKEM6ZFRmJhbBTa+TJUoJX8jd5DO/8IjIlJYB+b4WK/Lng6eSDS5Ks8G2nht5Pou+j275NHf7NJTG4fmEGQ/IcW0HWfj6aJSRjauhXe7pI3AjeqmF28gUwlAgIS+NhSfFw3BY8n9sFf47rh9ZqxJLwWGqjXos8wLDhPCy8iIDE+ia/So2zr4Cqejzi+Cl1CgjAjIQGdguLx/+XtL6CrSPPuYXTuut/93ulG4oK7BwjE3d0T4gkJIQR3dxp3d5rGpZs2aMOdxt2lgfbucZ93pmdm3/17quqcOicnQM/3X1/W2qmqx23/5Kk6VS4tAtCma7T6RWPR6CmIza9Cw9gikv4aLTNaSxSarmKZHb1Oy+kqfhlThNzK0eo1WQ/++BOe/+WfuP+rXyG/ZiTCaeZH5/VD8aCpGDlzFTLKBiG/ajiq+k7AzOXbMGjSG0gtqEJR+VBaBcuRWlSBMPrs/QZNwvgp8xFKtyOWxKsYMBbjps1BQHQGIknWwt7DUNZ/DIVLGgmbjVSmGTNzCfwikxFIKyG7oAbLN+1CcEQyLQcKsdRSLF+3FaE083ty/tLzazB57hr4RieiR1QyKodNwITZK+AbmoSA1FyEZZYhqWQIksoGU7jUIDy7Lz79/AbYRfXqz8+OXUDD1H4cj6vqASe1y0/Yk197FsfEDwMqXE+nzH0Dwl+DKw7I/zoH/zUO/mvUXsr8N4Px9UhmA+ragCm8Hgt1DPt0L4AiugZLHXXWZ4I5zpJeyiD5CXlAR3bmjY25esdvKgHQKLUGjZt2x4r8bPxhRBF2ZKeQZNHomTMAMSXUEPTdE0qHK42c1mcU4osHIpBaZ9iSTdh37iJyKMFdO8QrAeB84j48SXx3WhYNj16D06FLaBKai470Dfu8fQTB9PPaUpt1CKDvr4ifpI7Gs/+BaZVIYl0xvQagKbWiM01epzaBcGobhOa0Gtr2TEYT/ww0odBpE5RF85IaJSof+cklGE4zcgE12paR4/DBjGk4tnguLqxeiNsbluLx1pX4/u2NPF+MjtS+9Rp1R2hgDBaPGIqb21fip5M090UIyAs/hNjXeH5ZiE6NfpVHeZuvfOrs3qeK9Pff34jdC6bhHycYL7cOzzGe/j7OUBgcYfpP6Q588hbm5xegW/OuCKAl06hdsLrP7hufh4opc2lWx8F1zDzUP36X7hjJT2vJ9fBVuJy/C6e+41Tfzn/7Rzz8K/Dwj//Ed//+D+Zu2oH4/CFIKRpOgi/Gqq37UVA6EpV9R2H0sGlYsWoXNfQIFPcdjBGjp2LRsjeRWUiSVw9Eed9hmLVoHbV7JWKTSxFDRCcVICwhDxFJhfTvCxCaWIrApBIEp5bDP7EMERl9EJRSBp+EXmhFi6VkyGTMWLoaPhQWPWPykFo8gMJgK6KyChGVU4L86uFY9dY+JJTUILmqP4a/MR9LNu9FJttXMGoyasbNQSWtkPSigcguH4yc8hH4/PYT/IkWjZB/3/7DaBBfRiuV5Ccv1YNkhOX5GAVduRnQ17jGGRLdgKTV4+qRw8KL17nuBfJo/GusQyO/BBrkV4lMIGEM8su1QazaAsCe8HXBSF8H9LIt9ZrhKL0j2OXTfqSjPZ0nT+s1JEHlvvzrR2+g3tH7cMkaCLem7RAZm40O1EbtSNaeCaX0v/sjtnCIEgCJJcOQ3ncsF0ceguifR5aNRQV9w4P37ql7ua6tI+C55RB91cfwUKY/6z5/G42W7UTjxj0QOXg6SrZ8RrM3G+3F/1caP0lHIq2BJHSjXxqVT9O/YiQ6B2egEUkvT8Y17xCC1tSakq8TBUe3iCz1bEBAam/4c4F2pdDokFCCdhQEbcNy0YZ1tAvPROeIbPhG9IJfTC9quyL4RxWgZbswtCIRvVv6w4lCoFmbIMREpmFkRV9smj6BRsNyXN+5Bl8d2IwfDm3Ds/2bcOPttfh4zQIsmMBFnF2A1h3D4NzMF6P71GDukGGYVj0AE3tXY2xJNUZTo9fkVKCYAjKBLk8rtturpR9a+USgc2gq4kr6Iav/KHj5xsJ191G8RpepwSGS/hDH7MJ9uM5ajSYdI/H+6dt4+hPlzR9+wuM//xNfUPPf+f0/cO/3/8StH/+kPpxx//f/i1vf/wFXvvxRpbn/27/hytPvcf3L79Tntx9//2ucvXoHp6/exle//S0eff0Njp+9gENHT+PjQ6fw3idHsO/jQ9jz3sd4a9d7WP3Wdqza8BZWrNuMZeu3YtGqTZi7ZA1mzF2CCTPm4YOjR3Hw2GGMHDcNI8fMwhwKgsOnTyOrVxlSknIxcMR4fH7rJlKzeiEhKgETp83C+0ePIzQuEVHhMZgzdxHe3LYHjZt3Q0/fGPjRAjxFn/8vYvPzb/vuD/Aa153TpzfUHpZyVwmN/CRwXdBJbihNq/LUwTWv8VnIf1XjuoX8YgpIgJj9TGSGjSAQkEQ25GSYAUOyGEQ3zs3hRiO0NHJu5DPOCXMd5nAd1vpeAKN9hJBfAweScfXZz/rsr/x893/OPYEzTfrO4YkoWPs2OkYXKnJ1jyJpSMbwbHmr7hDEy8czC2vQOSgG8bQCkmmSRhUPowBYgI9v3UYBTUwRAI03fgzX049pAXAxH6GQuXAXTSsnoGlzf2Qt2oGc+dvQvivJ3zNBmfsG+eXHP53Cs9Tz/Uk0/eXHPvIsfLP2wWjOY6sukWjbLQ4d/ZMpAJLV02JB1FKhadRQuX0QTS2UQLM1iVomqWYcEomk/mORRNM2afA4JAydgKQRc9GueyIatwqEV5tgeLQOgWubEDRsGYjXm/VEg2Z+cKfAadKBWto3HF38ItDOh9dt/emz+6JhEx94tOyBpvJGHt8oxPSdjKA+kxBUMQYhVeMQ1n8SoodOQ+KYmUijdi+eOpe+eCa8W/Rg/xLgQyFTNHISfIIT4U0Lx+nEXdSnxm9Ijd/w8/tw3/YRnDpEYs7mD/Gc2vDuH/5FUv+EJyT2Ex6f/vXfePo34Dmd5Gd/+4/CVzz/Wl6iyfOv//c/+J4C48d/At//r3xc8z/4I0kl39i/++QbbNx7ErsPnse7Ry/hwxPX8Nm5mzh84TaOXbqHkyTh2TuPcfHeY1x/+AVuPH6K64/k+AR3vvgC9549x80Hj3Hl7h3c/eIxbt5/hB//8Cdlsssm5O9++g9+9b//xO9Ypxy/+v2f8NWf/oRf/+OfePjtd7j9xTM8/OZbfPmr3+Ho51dw4vw1HDt3BV/+9k/4/U+y3Qe8tWUP/idnIIXhbUV+4/ck2g/LSGLC7IYr6ER/IRQnDB6S/Dz+ksdfSCVyoZGfkHMmNo4aiaykNTby5MUXFjDcnuT2MOLMqCvcIK617v8SljayvTKY9C2VEBABwHixAuqdvAPP0fPQuE135M5bjySSs1tYgXpFlC8FgPjfYVny8czB6BgYDb/kYiRUjEZSOV2BPiMRTdegYPRsvH3xCnpVDYFH425ovmArPE99AY/PaL5xkTkfvYrmsSVoRY2Wv/FDJE5YgXZdotGRAkAz+0UA8Jzav3t8EaILBqnyOwXRzG8TgOYUAC07h6M1TX9J3zk4laTKQkBiEU1UCgBaIhHZVYjM7Yfo/P7ay0CLabGUDFUf/YxnWXE0h3MnLEbnwGy0bRmM6E6RyOoSgVwiuXMoQtsFoWPrIPU0njOFggcFTmOGNW1PdKQA6hSClkRrolnbHghMzkfJjDVIHz4H6SNnIXPkTGQOn4G0IVORRtM2mUInurg/WnWOoOVCYRKSgsj8PkitHgp3WjLeGz6g5XUTThwjeQrT+QjnhtZQ9eg5eEK23v3jv/HoT1bif/EXkv8v/7LgOa8NfEV8TUvg67/9hG/+9i98y+P3xA9//yd+/c9/4ce//R27D5zEhn1nsPXDc9jx0Vls/1g77jxwRmH7fg079p8mTmLbh8QHJ7D1g6N4670j2Pwuse8w3tp3CFvePYw393yKW8++x+9or/+G3JXjH3gUIovAEYEgkDARELKpJw/z0ItRt/YooxTYTfz+nxr5N2zaif87ox8aHBTya2tVrFVRWlbikxP2sHClDuh80Dh9lTy/Sp/fID8JYkt+AxQCQj4F87kDML0BM+nr6ZLmVaDqZFlWGELIcXp7mNNa8ujtM+4KWCwAHsUVqE9XRzYCPYpGwLOZDwLo18VMX4eesaXoTvPZN6ZQvYOvfYA8pBOPKPX57CFIlHfP96YF0GcUYqjFeo2cgTePnEBe5SB4ePvAe/wKeJx6AteD1/E/Z7m4P/4cTXumoi3N3fwN+xE/aql6a49YAFYBEA/5sk9wRpWm/bMq0bxtMC0A+vwdSbxuNP2ZXu6Pdw1Jg39sPoLo74dQ+4czbWRuNWIK6KrQp4wvHowEEl9uHybQt5TPfmeMmY3QlHJ8lpiO35UU468lpfhHSQH+XJKLHwuycTcnE58mpGFGYCLCO0TAjRZCYxK1RcdQQiN/yw5BaNHBHzmjpiN7+Gwk9h7LMRiDJFpCSRWjkFhJVI3mcQQFUymatvZH255xdGlykTV0Elp1p3tUPgoNqfVfp6/f4NA1NDh3H/VKOY5pvXH9d//Agz+Ln28Q/594SvI/I8E1/EvhOcn+/K//osb/F74i0b/mUSO+Rv7v/k4BQPyepDxx7S7Wvn0Y2w5cINE/x66PzmHXJ+ew55PPsVfH258Sn10gzuuQsHPY++lZxkvas9jz8Rns/fgU3v6I4PH5b/5IjQ/8loT/HfH7n/6l8AcdfxRB8C8eFeTcDFolcvz3v+nzizgA1mzYif9fRg0aKvJr6/S/Ib+xwW5zrXNCI7+u+RtQwigNzIl4jX6q+P2v0yy2MaFfGSyLBdcF8TUE5nML9DIMd8OAaosFDvJZwPQK+rX0SR1JegEHQLkAPFeDyqPy/yWMZmeDY7fgMXwePJr7oEtKLyTOXI/QkrE0rwvRsls4mncJRTDJFSGalZo5jia/+vgE/XMRAHE8T+8/EdM37sGQBWvRlVrbrddwuB5+gF8ev4P/6/O7cNl7FE06R6OtTySyl+xBwpjV6NCd5O9Bc54CoINs/BHdY8X3H6ze7uMTmqnefCvaX/zmtvQV5Z5zF0P7JxQiKKUEYema9o/qRTdFvvlH8surwBMU+YerY9qgCQjuOw6bwlKAygr8rawC/9u7DD9VFOM/fYqAvkR1MY+l+FNpKdbQTG9La8CTwqcltXcLWgCNW3RHRGE/FL+xkgQfh+SqsUgh+UUAJPcZjRQSX77IE1c+WFkuIrjkJ8yJFcPo0hTDtUsYPPYew2tHbymTv8Gpu3BashMdgjJw8O7XeEwVKX7+IxJe/Hiz1lfEJ+GF9M9Jco34/9KI/3cN3xJC/O/+9yf8iqb409/8Hhv2HsTGd09hywdnqc2JD09Ty5/GTmr6XQfOUhicwW6Fc9hNIb2bVsGej8/yyDgBLQQlMFS4JgDePXQO3/3p74r8ZuKbya8JgJ/wJ10AyNGMPxN/IfH/8m+xAYCFSzbitbyhcD58l+a+ppyM90o49uvJCYGxMV8nNP5YFDzxS2r/X8iPUcT/fZ0T8fpBEpNCQIFhGnTyGJBrA5ZrU3rmrW8HS5kvweuG4DHXwTBHac0QwaXOze0w8IkGMfM1aKRXxFe4op7Jb8D+1ztzD26r34N3j3i08SXZ+45Bk3aBaO4Tgi4xOWqTLYS+eERODQkm5BqqCwDZA6DGo7aOKxuB/nPWYiFNxqCwTLhE9oJ8YLTe6Sf4/154gPofnETjoHS0ojkfN2EV4sdtQuegHHRQzwAk0adPpFmfhoCUCmrv4RQCA9HaJ4p+diBadApVH/QQ/1lM/85BKcr3D0gsVFo2LLOSbau2Mf3jqf0TyjUBEE/XJW3SAkRElODL7AISvQp/q+yN/60sxz8ry/DPqhL8RPynooTCgUKgf29czMqFX/sANGrjrzaqArNKUTxnDdJqppL81PpVQvqxSNK1fzLJH997qNoUbSoCq3ssQjMrkNZvFC2rLmgyYSmcTt7nPMj3EK7R5L8H59R+mDh7Fb6lln78p38rX/5r2srfUhB8L/47FeMPxI+0jn/FNL8mUX5rwu+J3+n4gw4JE3P7yfff49jnN3Ccvv2hM/Js/TV8eor+/skrOHj8Cj49fhkfn7iMT07yyOsDxy7hw6MX8MGh83iX2v8dWgTv0AJ4m9pfLIB3aAG8/dFJlnUVv/3Hf6j1/6OT/ieSXcBzkvoPhEZ4Ib8mAP7MowEJ+zNJ/1cd8jdzzir833lDqDDuQm5/GmtU3ish5/JuCRsumqHzReMO0+nnVujKkG6W4LVPrxnkF+Jr5BciGQnNBDI0sxZmrcySxoAiIifWIKTDa3tIg/S6DbAs87XjfHZpJI8O41zabobm62sDaxxl99+Ji1HiXjt9Dy4fX4d7RjU8PJojmNrMl35YF2ov2QjsGduLZnkFInr1R3QRCUYBEE+tmkgXQFkBlWMQUzwUhWPnYfa7RxGVXqZ+0+45YyP+b5q6v7jzDL88cRFN0yrR1LMTehQOQ8yUzeieUk0BEI1OJLYIAPmWX2hWX7W5GExzuHnbEKVFW9JqaN1de1ioUxAFAAVFz7heCEwq0s3/PojMo+9fMEB9+kv5/uL3U0jJpmVqzXhEj5yD5J5JeJibR4L3oaavwH+qyvBvavz/9C0DqspJ/t48VgJDa7AlJBbOXp2o8QegeN5apA+ehoTeGukFiSR+IomfyLGKp6AJye2nfjIrv9+XrxFl0OJo4xMKz/QKuB+8wbnhWHPxCfmdj92GW0QpBo6cjfXvHMGqXZ9g1e5PsGbXx9iw5yA2v3OMPvcJauyT1L6nScIziozvHvwc7x8+j/3HL+IjEvfg2Ws4fuk2Tl25i3PX7+Pag2e49vA5bjx6htvPv8LDr7/FF9//gK9+/DW+/c1v8Q3x9e9+j3uMu/v0K9x5+iXuPfsaj776Hk+/+xHPfviRmv3P+PXf/45f/fWv+LXCn/Gbv/wZv/rTH/GHf/wd/yBhBUJdOYpfb4bm6/9HQb7k83f8m37/v9WXfv9Kz/9vxF+Z+y//kS1JYNrMZfj/Fo2Gy5F72u0+rkdRTtpaJdd0GFw0ozbZzbDyQhGf+KWQXyoQEr1G8r9G8r8m5wJzBgscFyzpzSR8dWhSyBaO0gkYJwLKYZwJtdqswSygLFYAzxsQ6tafOnLAOei/PH0fnluPwauZDyIGTEbe9pMI6j0ePtTY3eiTy/f0g6nNwmliy7f0xcRWGpZCQO0DVI5ELImW1n8SBq/ai/SBU9G8ZQ+4RmTDae4G+lvn4HziJpqOXUAzuhs6hKQgfNg8+BeNQieSshN9ZGX+09qIyK1BIsvyjy2g9g+m7x9G8z+Klol89DJdPTTkE5IBP3nhRLIIgFKEZ+sCIH+AsgCUC8D2xbF9sl+ROmQagkfMQ8+IAiyKSsHj/AL8m5of8gWgviR9n3L8vbQY1zJyMScsFrHRKUgcMQ0Fs9Ygpd8kbcOTRBdNn0hhp4hPiBAMyapC56hseLXwRWe2K6VmLHzCkuDRMwae75zhHN6g28Vx53w60apzPn0b7n2mo3vXeEyYuQqT5q3HxLmrMWX+WkxfuAHTFm5SmLFkE2YufRMzl23BrBXbMWvlDsxaswsz1+3GzLV7FWav53H9O5i+9l1MW/8epmx4B9OIGTx/Y/37mLXxPczd9B7mb3kPi3Z/iEmrtmHpnk+w+p2jWLP3U6zb9xk2f3gCb3J+NvG4bOcn2LCfJv/hS9h39BL2n7qKz87dwBFaEUcv3MWR87dpUdzB2WsPcfnOU9x4+BWFzde4/eRb3H/2PR5/9SOefvsbPP/hd/j613/A97/7I374AwXKn/+K31KYCP78z3/g7//5l3q8d/Sk+fj/lI5FwyP3Sfpr2tpUa5Van2tUEdxMegsHXwzDHRbSGzxTZr+QXy5eO2QivyQkHJGoLlgFgLWC/9fhoF0GNEuAFogOsXYUqPGVBcB4bbCvqgF3PXkXTcctg0eTTuiWXor0dR8gZuwSdIvMRRdq3G6R9LeFaHl9qWW1TTbDzBbtl9ibfjaPQrriaSvRZ/FWROVUoXnTbvBuGwQPug9ec9aj/dA5aNqmJ036QPjRzA/tOwM+EXnoQN++Q0ACesTkIbJXDQk8lBq+iL5/iHpGXt3686OVYAiAME0ABIoAoLURTv8/Iq+GboNYKAMRTQEgxJeNv5iiwUjuPwWpk1age+9xzFeCzMgMVEelYnB4EsojU5EYQysnowzBA8cia9ZKZI2ZR20/ihhJC4dkr+C5oLeci7AbqojvE18I79Y9KZyiKRxGIjC1EM5tfNF4zT7UO0pf9oBoMo45x16e6nPmuvPYfxFuvUahqX8aOoRmoXN4Nnwi89AtvBd6hMvTcwUIkrfgxBYinG2Nii9DdGJvxCZVICm5AikplcjMGoC8XoPRK38w8gqGIK9wCPLLR6FowCQUUfjmD5iBsiGL0HvUAlSMn4d+kxYjs2Q0tnx8Eocv38HJa3dx4sYdnLp5Cxfv3cOdZ99g6ry3UDVlDWZu/ohChoKDQmXu6n2Ys+pdzFnJ65X7MG/VPszn9fxV72PB6vexaPWHxEdYvOojLOFxyeoDWLyGWPUhFjNu2dr9WLn+AFZv/BirN3yEzdsOY8eeY3jnw1PIKh6G1yomwunYI538XIscI+PWtKG81JoW3hrntVA3+RWoRH/5mdL8YpJrAQb5HRf4YihhoZPQImHYeBvocWYJZMW1V4SjvDpUPUabjOvaMASAEgJi7vMoA20MtgvDnFme06m7cOcEu/kn0YT1RfjQN5AweQ16ZNSgE81un9A0+CUW0DyvIEF1U5uugJBM87WHUghQ25JsSVXj0WfuRtSs3I6cIRMREJGivmDTyDcKHh0C4NWqO+vwR0cx4cvHoLs8ekzTWTbNusfkUsj0J3FH0LwvR6vOker+f8su4eougXolmGpPBnqKBZBSTFehXL0VOCK3GpEUAFG0AGKkbboQiCnkkYIgnX1KH78I8SREzOhZdAneQOy4OUiZuhjZUxYjffgMxJHs8WUj1Z5GYsUI9mskBZyAAo5CTqwfeW2WT3wRGrFdLeiaxJWLu1IMJ3l776z1cD12n1YVhSstK7XPQsiTli7yaC/Nf5cjN+C+8zDcN+yH6/r9cFr/ARqufgfOy/fAedkuWkxvwmX6OrhMWQ3nCcvQYMwCNBw2Gy4DZ8Kl/wy4VE+Da/louFEAu5YNgmvVaHiUDsEvW0fCzbMzRkQmYHVKNhbFpmJOVDomhmegIjgLcUFpiIrMR2RcKeI5tvGJ5Ugg0jL7IiImH3HylqXUEsSmFNECyiOKEB/LMEmT1gfZOf3RK3cgCilwSkpHorRsFMo5f336TiTGoy/nffDA6Rgxci5GUPCMHrsYYycswcRJyzB18nLMmrEaSxasx0yOd8fO4XCbuIqu0EOLgBSFZDyTYkP+l8JMfo2fcotPuPdLg/xi6squ6+ui+Q8TtUxrKUCvlNe1/GzztewZGPsGL4PUUwfq2Z0b18a5bRjbYNRrV7e5bUY6bf/Bivo6xAwVNCScmF72AGSR1qMAcKZ/5D54OtxJ0A5hqYgavRChXHA+tAI6ByZqVkByMcKp2aOopcUSiBF3QO0J0CUoozVAosn9+9RqLoi5azF269uYsHkPhi9YhfwRkxHEBdaicxjcG3dE4/Z+6EoSd+Pia+cvDwMlwicqB2EUAPFloxGRMwAd/FNoMQSoe+hKAJD4HbmQO4ekw5fWgj/bE5RWpr77H55TjQi2K5LCKUpZARQE6vNgg0hcAQVB2QgkVo1DEtuXUDWW5B2JmBIKLrZb9gvkdqHaNKRpL9ZMLOOkjDBaGH6p5ehMV0ieCxDiR1FQBKYWw7lxOzQePx/uJ+7D+eNrSpuJZSWfNlO/1f+YZj8FgsCFcOM4u312XT127Sa/lvzsBlwP3YCL4PBNuB65A5fjd4l7cJVXq53kNedHfgHoeuIWXE7egNupm/C48hCNaJa7FoxBuzYR+GhwNf42ZzD+/EY1/vrGAPxp4gD8OKIf7g/og0Plxdial4eVmblYmpGNJek5WJaRhRUZGdiVm4njecko8g1B/ab+cKl5A69PWw+nMUvhPGo+nEbMhcvgmXDtN1WtDye6hvUyB8E5dxg802vgTuvEK7UKnhGF8ArNhXdkARoH5qBpYDZaUvC07pmKDn7p6OSXiiZ095xrpsCV/W8gT/gZa1L4yfVo2TjXeWi/vq2ge2CC4q8RpzhCjlPY/vLgdfzCiQMtL6Cod5haleQXIWAQSVWmoBHEeq3DIJSCEPFFeFk6tsFy1MFGKujX9XluAdMKapfzcyDlGNDKk11/EQBKCIglwEVa//B11Dv3CG7bj8A1uQzerbrBn4SJG7kE/pm0Amh2dyH55KUcgbLrrj9wEyWbghQCMcZtN7EGSoaqW3EiDDIHTULfWcsxafM7mPvuQUzatg+9ZyxAXGFfav0oNGkfgKadqOG7RtDEj0cnmvaiYYV4sSXD6QYUo2WncDRp7aeeHxAB0IF+tggB+fZ/T3nhZCpN94wKWid9EJZLbZbfD5GFFALSLgoC7Zag1j4NmqBShCfR48u0DUMJjxUwvZBeLJ3A5FJaKEXoSOHXuH0g2vonI5qugG9cDhqS+J5jZsOLZBXhKYSX8ZRzsaxcBSS8hstw++gy3A9cogtwCZ4KF+HJa88Dl+HBOA+m8/zoGjw/u4nGtCIaHboDD5bnzvK8KRiaHb+D5qfuo8mFJ2jx/jnUi+iL4LZhuDl7uPrAyf9um4d/7luOnz5YhZ/enIW/zRyGP0yuwW/GVeHXYyrx61EV+PWICvxmWAV+P7w3/jmyHD/0z8X4qHC4dIhBk5nb4H6SGvnEPTSk0HE6dZvC5jaFjuAO3URCNi+P3ILbsZtw55rxPHSd1xRcH12C6wefw/mDs3DZewJuNPNd9x6F6/bDcNl6GM5vfgr3d07DhWU3ICkbCieF+DrMd85qgZwS2HJRB+MtSlFBuE2ekz+vCfmlIln8r9uQXwcrtteUNmAaRzDym8/rgkFs1Sgz2EAF/dpIZysQXq0Oe1jKMsEQAkJ+68DLxpRsBGobLw2Oc8Kpxbxomrm18UfrbpGIHDIbYdWTlY+qdt9JwG7U0vIDEfkMV2QuNW7+AKsQMPYFBPTjYylEonsNRCI1b/6omRiweBMmb38fU3a8h+q5K0i4QWrnvFHrQFoG4WhHK8A3vkDdbRB/O7p4OIVOvnoQp1mHIKaNR4dgCoFg+TZABrqyLT0Ti5QQkNtvodm0BPIoBEhecQekXXLXQggt7dPcAhMkXOKlnUwblV+DEJbTM64Q3ejft6Vb0qhtILrEFiCaPn7HoES4NOuCxpOXwfP4ffW+A4ELx9OVZBWt7sKjCAAD8g4E9YFTklzI7kWyeBONeN2I4Y0+IbhYPU/dQ6N3TqHptA1oSf+50fEHxG00p3vQuO9UeJSPQ6Npq/F6l2xkBiTjm82zgM/W4qej24ld+OnwDvx0aCv+tXkm/j1rCDBvMNEPmFUBzJB3O/QFJvXF78eU4e2SHET6huJ/gnPRaMV78DxGIUbh40SI9eLENaF+hsy2i2CTXycKlMKgSe1EDe786XVeEwdvoOHBmwSJTWvGiQKsAa/rHbqlftvwOoVG/SOMZ74GTC/ffhAYVqmQvJbiZbhjDprIznSGxtfcegGJT/4ozd+AFcrif42SSpn9auNPg4UwrMSWPLbn5msNBnHtw+sA00qDLIS3vzbKqwXJa4W57bX6INc26a3lGAJFyG8RBsbAc5K1OwKaK+AkE3vmETy3n4BHbBG8qeF60tyPGDAd3VP70PfWXs8tP13tJq9xphCQD3FGiCUgZJMHcIo0kokgUE/hUdMK4igMovOFbEORMXAyquevw8TtH2Ds5reRPWQq2okQaOOHlj7aSzH8UsoQyXKS6FvGlo6gxi1E665RFAIhaC0bhmxHh9BMCoFMWgI56KHuCNAdSC+nJSDuAIVAXrXaUJS2RYlboEPaKXsYQvYoWgvi0gTRvO9Jv747id6ZQqVl1zA094lCz+z+CKYwaUlLxa1rJLxW7oIXtaSY8a4cQzeOmTuP7iSGmxCfcOailH0VQyi4kUSeot11NPr4KppyHprQnG9y4iaFwlk40z926pyEtm3C0LRtJJyGzoZT+Xi4ePshIDwPSdnVcHH3xcTqSvzjxJvqZ8byi8WfTuzFP4/twT8PbsNP2+bgP0L62f1wlxr+037FOFVTgOPVudhdmIbJyYmI7BEM585xcKmcAs93WO8Rue9OUhPqi0yK8EJ8gj61HEUYWGFYOdrRBrKGCBEgml8vWl7Wmz209eeY9Dzqa9rgX20OCuHtiS8g8bnWf8mjIv/rNE808mukU9KBMLSuPQyCGHAUbk5vhX0DrXE29bENNjDHmeNtws0dtMJcn/Vaz29Xjrnt9TguCpwc2RgUAaAm1pg8+pweR+/Bc+R89VRg227hCOkzHoHlY0mMXuoFndoHOuSrPFnwk/fM02QXIRDdi+TKpyVQMEhpfhEGIgg0k1sTBvHFskfAMPreBePmYuybezFq3S6E0X9vTlO/Gc3slj7hJHY6/NPKEc28ydUTkdBnHAJSK9C2RxzTaM8FtKNb0pECoHNYlvo0eLeobAqKXvBPKlJPBwbL3gC1eUgm3QMB3QT5kEhwem8EMl42EbtH56JbdC90jemFNj1j0LitPzqE5yCoaBh8wjPQuFlXeNLdcX/nGBqevg8XjqEL15ULx9ed5/I7BxEAboQIBCG9vLvPlWncqfU8jt6CJ9GIWrAxffgmx3i+6zA8pqxGg8yBqNculoQPw+BJM3Dn2+fY8eEncHfpoF6bvXDrPlz55hk+uHoTLf2y8MGCmcCtj/HTaSH+bvx0bBf+9fGb+Pe6GdTyA6nh+2BxSgKatYiEa8ccNO6Zj0b++XDzTYdzbBnc+s+Cx5ufoeGxe1wP1NLy+/qPSUhFWlkDGrTbw2IVMpxrRIPttRBeHfV1Y1k/OrTPw5HotBrUWlPrTghuC3sr3FjTjomvwdjZt0IjvZD/f3j8RX2aJ/J9eXvyG4SwkEKEhA6DJAZRLGlMMOe3wtw42zizwFHnOint21IXjPy2ndUHQcGIc5zfAlM/X1fEF2gWgDbZ2oSqCeS4NTz3GJ6bP4NneDaaeLdDN3nWvnICemT2I9myKQTkVd1EiGYNyL6AvKc/NEvfF8ijNSB7A8Y9edkkFGEgdwzocyfQHRD/Pq58NMomLcGgpVtoNQxXpn3L7jFoSlNffvQjWt6XdYdToCTSEkiqnqBcA5+wTLoLEeq3AW26y/cDKJDYDu1z4ZkkLoVBpAiELBJc3i2fw2MOiZ6tXAbZOxALpmtMrvptQ9MOAWjll0hrpz+6p1SgCetvRCuj5YItcL7wDPXPPoHz0btqk89DBOTJe/A+SR+dvr8XfWNPQjbo3E8/5PVd+vHn4bXzU3it3QvvxdvgMX8T3KasQP3ESji3iUDXHino3W8UVm/bgaO3ruHE/ftYsGUf3jt5DmPnLOUY9sGJJ88wa8N2pAyVZyXGItw/CX85uAP/Ob0L/zi6FT/tXYp/Lh2P/7wxBH+b0AeDgkLwyw4RaDhvK+rtOkM//DRcqeFd3vkcrh/TLD/xAPUpfMT1E6KJ2a3dChYia0pAjlqYFm7embdcM68Bca8NgaDibIhvkJ/1maHXr8huOrdAX99mqDXOOHv8UsD1bSW/mP38p8h/RIf4/oy0+NZmMKMyjWk2K7AiRXY93tiMs8ljgZ5eN7uNMmw0sA5J7yjcHo7TaeWboQbJJsxRPhPYJ20wWQcHTWCYYWoyGdeQceKjqQk9dReuR2+j0bC58G7ZHc3b9IBveh8ElYzmsS/kd/XaF3sE8rnuNFoDmegRl0fNKo/l9kEkNXpkXo16NFdMbuPhnHhqdPV8fpnsvo9Aas1ElExYgFCSzye6AJ1Ydhtq+eadQtXdArn370MBE0RzPr5iJFL6TUB85Ri16ddBblm2D1VpZW9ArJIu4VlKAPhEZGigFpenC4X0Xant5U277QLEivBHy27R6JZehe45NWhLa6JR6wA4tfCFS9d4uGbVwGnQNLjMXA+3VW/Di36415p98FhCQk9fA8+5m+GxYjfj9sBjzR64jJ4Hp6RSOHeJUj8gatI6EK07hKF1u2AE9EzBwEGTsfO9/Th9+xY+uXIdi/d8jKrpq5DYZxJdnLFIpkU0b8s7CIrPo8Cji0KBm9xvOrKGzkGzrnHYOIIa/ugG/GPDdPx19kj6+MPw47gq5PsF45ddY+G14YB65Pr1w7e5juh/H76J+kRDKkPZ7BWLWDPH5VzbXFN7QDSjFfRrtVGs4q3rQ9s4lv0jO1jKNGBdV/akfilkXetQa1yODDcrPcP0t1F+XN825K9P8r8uxD/KIy0AbfNPI5dGaEljnBtgoxW0c2vaF8HIo0ETCv8PIG3U2+kY1gGywhovRDdf28MqBJhPgX3QIZOpBADDZQfbiePmdPYRvHeeQKO8gfCiKyA/f/VNp/lM09g/s5pkytc/06UJAvX9PhEEJJpfQiHN7HL1cI7201xaAuIW0AqIl03CEm0HPq50uHq6LpWkDiMJA5LL4RtfCB9qZ3k9mGwKql8ByjMArEOsgVC5u8A8ydXjEcmy5JFb+Xmwely4S4SyTsQ1EYHUVSFb7Sm09o1mGmp6+vG+1PI9cweiDS0H+fyWuAQj12zFuE3bMHjmEuRWDkV4LAWGfyxa0x1p0taPYN4uYejcPQydekSgQ49otJMPeTB/SEgyqgaOwty1m/DWgc+w7+RZHLl8FWdu3sKZG7fx8dmLmPfmOygavQDR5eMQXToGiRVjkdZ3AjLYj7Teo1A4dBoyKoahjX8KEgdOR3LNFMT3HkcrhQLVLwo/zhmFv02hEJg2BPcHFiG2TWfUC0iF+67jaHDiIbUr17VssJFwljs8OpQA4NxayG6C+c6QGSqca0ygfq1ogGu0geKQxiNZW8Y6knVllKfyqnNJY1qzDKuVzgQjnY2C0/OojT91FFAAsG5R8NqGn675DfIrzW9Ab6hjWCvVYI2rTXpbmNMKbLRunbCtQ4FttIEe7iivBkdxL4Bl0AywfH3SNGnOhcOjZcHQCpA7Aq4nH8Br4wF4Z9fAq7U/WpBAsuEWkN0fQb0Gwy+tEl2ErCRYBxECShCkUAunK/86RH47kFutuQNiBcgGYZF2u03dhpMNQnnSTt4rWDwUkUwnPzjqmVSitLVo9Da+oq3l9wDB6rPYHandfZOKEU5rIrnvOPUrxKC03pA3CjVtKz/XDVPPE7TuQROeAqQZtXprIT2FUk/2o01IFokcQVchA+F5A5hfe9KvePwcjFy9GQve/RRrDp/CluOnsP3Icewk9p06h48uXsbBq1dw5MYNHLt2DaeuX8Oxy5ex//Mr2HLkDOZufx9jl23GsLlrMXT2SgyZtRy9hs5AbNloRJXKQ0VjkVI1DqlVY5HaZ4z6BWGqCD/5HQUtojSOQ9vusQijoAzKqka3iDy6LQVo2jkKB2sq8deJldiQkYR2TTqhHq0W9/c/x2t0Q8SdEy2skZ6mvH4UGNrbuI0m0Eivg2vJIKJBTAUJt0Bf71QKNmCYzRrW15QF9vEWOFj/RjjrNpPeESzan3k08ovPzwUsG36/FOITvzyiRRqwCAIDzKwRUYP5XDWGaeoipX28uVxznbbQ6rDCNl+dkHQ20POawXRGPY7yqoFS0OvmgGkCgAJTh0ymaH+B0gDiBtCHczpG35Z+rsfWQ/DqNwWePeLRuGVPtKXp7JtQjAASKJCme4/EEvWxzo5BybQGCFoDPpFZ6iEduTevXAEKAON1YgJxBcQSUPfhlUCQ/QGJG6h25QNSSuhS5CttLtaAvAJMfR+/Yyja+SWph4fC5bf/LCOxYhwFzRASKEH9ZLeDn5A/FN3jChBMYdWdpnlySQ0yyoaouwux5cPpkgyhdSIbloPVxqXczozOr0Ei47JprhePmYM+kxejaupSlI+fT+09G0Vj5iqUjluA6qkrkNZ/GiJLRiKqmNZM2QjtiUESOb58hPrNgEFy+bVkcsUo9X4D+d2EvORE3qWQWEp3SCwiCjNxZ9pRo8seS9dwWlEUgvKYcKZPMJI7+ON/OkfDbcJS9dr21ymcjXmU+VLkJ6ENGG6dRcsSsrbNGtYMY13WjjPWOdeJDWzXmAZrObbhhCmtDY9UmDmfA7DttYgvYJlW8rNRQv5fHtUirGBmRT6jAXqhRO3O6mB6C8FN1/VNMOI1sul1WK7NMOK0Om2OehrbshxBz2PJZ837IqjbngLmc3yLUCO/EgAcSFkkivyiPT41doR5ffQ2nM88gPuB83Cfuwnu6X3g1T4YTVv1RHv63T0SShCQMwB+GX3pX+dpewJqXyAd3ajFA1PLtTsEJFksyRZbMEQJgtgiCgO5Q6BcgsHqW3+JJGhSb9kjGILowv5KeATS7JdfInanQJF3ALT2Ibl9orBkz37MXv0mglP6kHATEZg+AIX9h+H4rcvI7z8CPWidhLJdLXyjsPDNrbjx4DGixRphvZnVk9AjqhfCqGmNOxUigNRDTLplIsJJfkcgTw7Gl4+icJKfO4+k8BjFMGr0yjEkNn13Wg9CboPkcq0RnaAgkJeRKKLLQ1KyCapukXIc5MnE/P5K2MldFTH9xbIKzhuEkIL+8PGLR8PWQXhtzEo4vXsWDTkHMq+iXTUiyXxZTXml2Rlmhs26NsA1oeAozoCRRuoTUKEasF9nCsxjCyOO53pZcq3KkvLtUDu/DvZJ8/MNcF0Tv2Q5v+T6/YXy90l+ZfIL+fUGatqQBUjlzPgyqAFjWoE0UiO6hFtJbw/L4Jhg6aR+buk8yzcPhjmPGljztT2kjaZrrVwrHIdb61PQ67eXvuIyqT6aBICyBJQZaYDWweEbFAL34XLyHtx2HYHX2EXwii2mW0D/vFWA2oH3I5n8aJrKY8PywJC8tEN+sCPf8hOzPjK3P6LyBqpbhTHyPAAhtwrl7kB80SBFevnab5K8y4++cFKFPJY7lJp6gCJJcHqZ2uDrHpWHI/ce4NLVywiMLUFM6XhEFJCU+X1w6+svMHbOAvjTx48rHI52vvEYOmMhfv2H32Li3KUk3BD0oRaVz1d3Y1lyd0Ie/lG/aRBiUhApS4SEFWtEHgmWl5LIT54FCTTXxWVJkHMKBqXF9acJ5d0IIjw0aIQXootFI98ylLcUyaPT8nWjoLRyBXnLUufQTLQNTKVl0ls9bdm6bQCatwtFkyW78PqVZ9T2tzhP2lo05kteGtrgEAU1IUcL6TnH2rrVYFnjMvd6nHFuiTPFm2FZ4ybym9eqZf3Z5LfGOwbTML2lvZK3DtgIAgXWRyjFLuSXjYh69PdfJ/lfP8ZzCgBHDRVYiasNgvW6bqjNDgHrMKO+CVK/Y0gbeGR+CxhW3wLbchyCgk1BXdvmM8q3pDXCzPXZQfqkHZneEQxhoMMiDCgc5KmvhgdvwEmeTz/7CO6Hb8HtrU/g3m8qPLvGoHFTH3QKTIJ/Vj/0oBAQd0B+2CMv7lB7BsmlCM2sQkR2P/WO/ygRBhQEEZmV6oMfCSRdYrn8rFh7xZj8CEcgv65LJOIqh6FbbCEiWf7pJ89x/vIFBCWXk5CTqZ0nwz+pGKduXcHGXTsQzPCU3mPRmW5C+aipuPftN/jw4BFE5A1GzbTVSKQF0rJLJELStScGI3tVW37XEE1hI79t0H5IpAkFeVpQBIN2pOVCa0EJC11wCeLMEIEi7o48HSm/S6DVIc8gBLCNvrSQfCKyIU82Cvm7Upg1pjXVpEssGseVo/GgmWiy7SCcT9zhHAgROGdqPji/lrkh+bmGNVjXqf36tYGxfoxz+3gj3AZcD47WmAHmsVlfNnn0awm3g+P2ary0ChIzjDrIc5b9GpWRIr9qkLzGWpHfaJwcCZvC9Qa+DKYGa43U6jBIb09+exh124TrZbwMtfL9TBh9dgStT0z3MigBoEHGVyCPdjrJkXCScwoCp4M3uUA1QeDx4SV4j1kGr27xaNa8OzpH58CP5PZNKleaTVwBeXef/GhH3iWvnhrM6ad+EBSUVKTM4Hgx/U3klzcMyc9thfjq3XrVY0mUQuRUTcDZL77DmfPnmLec6SbT7J6K7vEl+Oj0URw+eRgR6eVIrxqvPoQpLyY9e+8+7j9+iKSiEaievJquwTQ07xCGzhHymvNCBNGqkHcORtDCiMylMMgTYSBPNYrLIkJB9gXkWtsfMCOG5I6RW5yEHCWfvJEonEJNXlDin1Sono8QwncJy6JllEMh1ovWiTycVIEuHB8v3xh4bzoIt8N34XT6IRrSt3fShW5Dkl3G3WYHXsgvR86pRiKZO+u6tYe2hnlugSm9TbgZkscR9DUlR+PcUo6D9EY9CrbXjoSAUZ4t6QXa+hbyvy7kb3joBjPI++t1HBEYJNBgs7BfCCmrjnCWK2igQ12bwq24aToa54QqWz93AK3dpjAjfV3Q01naYkDFO+qDAS1NvZegvoyrCQ0E6hlvXRAQznQHXD7V4Hz0Flw/fwy3/Zfh1X8mGtFslZ/8do8vVnsC3RNK1O8G5Bac3I4TV0Ce1/cJTkIIj6JpRaMqM5vk18xskp5+tIK8cKPveObPQc34hbj6/AecvyiavzeJPwmpVVPQI7Ecm97eicdP7yMhpwLZ/SYiOL4IiTll+OTz8/j1736FkgFTUTJiIarGLVQfH5WNNnFZukZmoWecvE9AXihajjB52YkuDCLkB0UiEOQovzCUx4r1MIkPy+qjnioMSi1VbyTuEddLPYUoLo/0V94BKL9T6EJB0yNW7oaUq/p85QWm8mvIdkFoktMfricec2xv6oJVQGtLoMhPkuiC2Ep6R/MrkDm2v+b86TDWiTpXsE1nubZfWwb0eINfthyTeDPMcbVRdx+s0OrQ1ybrF+jklwQMIPHF9Nc0vw5LRoLpFIxzU5y1EqnAWqERboGl83bQG2QmsHY0kV/C9LRGvA0YZznqqFWPPZi+NrS2mvvnGFKH/bUJJLvlqAuA+iS/CAD1yy2d/ApcoPLFGvXI69GbcD37EJ47TqBR/kh4N++Jtj4R6JlWAf/0PuimTN4sdKVl0NY/Fp384xV55Dl8y1OB8iIRO/InKPKPQ4egdIyZvQa3vvwel69epeCoQEqfiUjrOxkBaX0xc/VKfPnDc6QU9EWevIdfHlaKycKOT4/gj3/5PcZOW4qM6ikYOH0lOgcko3X3OG2TUp5gDE1XtwK7qqcGs9EjJlcJBLl96ZdQAL/4Qp4LCtCDkEeM5WlCIbLkUyQPkteTpehPRho/lMqFf2IJQtMrKFTK4ROUoL470KRzLAVkELy70WVat189Wah+QShCVQkAjfya5je0vwbzupT5sz3nXJnCNBhhciRkrRjntdKY1wWvZU2Z4SCNFbJuHJ1bYeSvC47yCNmlvNfZbvlYjTL7nUQjMUDT/Eyok9++IHUtg2bACPsZMLS+0ras3AYSZoI5rSW9HI1rHTbkt0CvT/KYYEhuC5ivFkzttYWUYb0216NNqG0bLGk4Vgb5De1vkN+wAGSBigCQD3wqASAPDZ24DbczD+C59gM0iipC08ZdqQW1T3rJRz3bByWhRadg9QJP+c2+epEIfWj17gCa/vGyoaY21giSP15es1U5lsRKw/Rlb+HWs29w7do1hNB0TulLzV89CUHZAzFoxkz8+JdfoaDPUOTUTEJir4HoQiIu3/kufv+n32H5ms30yYdjyMw18KMgEvJ3oxnuE0biC/nZRmmnaGyBvPtQnQcbYJz84lCOIaLZtWs5qicO5ZeISqv3on9fSiuit/Ybg2T69kGJaNHWH94ULE7L96ChPEsx/y147TyinrBUFhRJr40lx5WEV1qfc2FA5rfWHJvWe10w8pn3rRyW5Qh6egv5FYz1ZLuu/k/AMPOtLoDGYU2p6+Tn8RfOXJANqWEbHOOiFDDClhC1B06gwiSOaQT2eTRo10aa/xNQZUobzTDCXwBHZQmc2HcnddRgjdP6Z9sX236ZyzWHWcCJrQ3ml7GjUFB7AQraIhXtL6+1kjfbOOlH53P34HbiJhoNmY8mtALadI9EG784NCPx5dkA0aJiMsuv8mKLB5L81P5Cfpr/hgCI703yUwDEVIxGVxJs/vq9uP7kOW7fuo4Qmukp1Pop1RMRnj8CRaMm4Ls//YDyAaOQVTUOacVD0dEvATPXbcO3P36P/Qc+RURWNQaT/OEkZiufaF73VVpZ3I/gZDHdizXtTq0vJrxvjEAevtEgG3Y9GNYjjtaAfEYsqQQBqeUUbL3VDr78mMg/IR++kZno5BeLVh1o1rcPgVd0L3iNXwSXj8/jtZN31evWneVlK3JUAlSILz8mIjjGzoR68pJzYZ5TR5B5NZ+br61r4uWwrhEDEmaFozzWeuzr1M5tOCewSWcLa71W10auNQGktUFZ+Vz3v3CSBcmL+scJkr++nNsUQuiV28A+TZ2QCqVhWmdsw8zpbNGQFoh9egWG25JfC7OVqlZY8hHGAGkwDbrUxbLsJ8Oc1wz7cl8ZtcZRmyDDLDU0lRPDnA6T/AIKAafjlN7XnsJ9/HI0btYNzTqHon1wsjKVe8YK+SvVTntskbwkRPx+nfzy9h0KAPXwDMkfXT4KvuHpWLJ5H64+eIz7d68jNJmav3oqMQlRxWN5HIbv//IjRk6ageSSwUinGyHfFRi/cB0ePnuK02dOI5zCpt/UFUgtGw7vNgHq2wPy4lEfavZuoZnoHk7NTVO9J31yv/hikrtUPa8QRNcllAg2tDl9/J6JhehOAdGV7epIF6ZNlzC07BiEZh0D0YTE96Yw8JTXda1/j5rsKuqffaDGX3s4h2MjQlJIT8LLhqoQ3kp6DZZ5Ns854XCOXgBzXlkzsu5eqSw9rf2atU/3SmW9EFxPJsgGolpjjFN8YN0C+Uq1Ir8MiDSo/nH61xQAasefqM/GCawNrxvmdEY+m7yGVaEg1zpM6Sz5pG4dksbmWk+r5beWZ0ljLscESz4HUJPIvA0VuDh4NNqmIOWawbBXLdseNuntJkxNPBesJtk1AeDMo/MREQL02c7cRsMDZ9CoazQ6hGWrOwDqnX0x+dS6vdUOeWzRAJJ/sPWeuXr1lpX88nqt7pHpWLXjQ1y++wCP7t9EWEo5CT9NkT+ufCIii/vjq99+jSlvzEdcXjWyeg9HR994jHhjBS7cuI37D24hJrsK5WMXoXDIDHi08kPj6GI0iu8Nr5AcePtnoFHPNDT2TUTjzlFo3DESTTpGoDE1d+N2RMcwNOoUjkadI+DdORyNu0WjaUASvCOy4JVeiUZVE+A1eRlc17yDhu+c4pjfQYMzj1D/9D2OH9cpx0WgWUwkvxKUQnIZQ55zHC2k5zibYZ6LV4J5HZiv5WgPUzrzepG4F12rMFNeBQmrFc518hLUt4PcttfOtXqE9ArkuXwqTZG//rGb6pPVEmiQXwkAgWQ0QRpiOTfSvAS25NcIa8lrKs8+X92QNtvDUTpbWAb1Z8C+DMu4GDC121F+gX168xgqcNEqKa2EAReqCU6MF9Sj6d/w5HV4hqahZ0Zv9YJPH/rKomHF3JaddHmYRz3tJw/XiACg9lcCQCd/JM+7h6cq8p+/ex/371xFaFKRpvn7TkRSn0kIJLHvPHuERUuWIZoaPqdyBDr2TMTAiQtw8uIVfPXVA6QU9EP+kJnoO4mWSPsgNNrwHpzP3qeQugzPzy7A6+Nz8Hj/JFx3fgb3bZ/Ac+t+eKzbC691b8Pzzffgvvl9uL35AVw2H2CaQ/D84DT99UvqNVjyQY96Zx5oz98fvUOic25lz4QENywlDfq1Gjcz6iC7Phf/DWzmT4ejdAJHaV9lrToqywbsg4XYvK5/jH1VR+3cAksakl+FaWk0TtuRX/kAJP/rJP/rJ7QII5G1oXU32grJY1SiwZpPB8u2uBeEffq6IOXbXuvtrFWebZnm9jkKexmM9CrvcWsZL4JtGdIuUxnGOSeyFrhoHbkpQnyxRl4n+etduA8Pua+fQzO/cgLa0groHpGNwKRiddtM7pnLSznVm4PN2t/Q/OXU/DSvV+78EKdv38G1SycRTJM7qZo+f9V4CoGJ8MuowplrN7Bl63aE0/fOZb7OAemoGjkDn5w+i9//7iuU9B+NNOYZOGsT/fFgeMxaB6ezTzkXd1H/BDW1/BaeRG7A83qn7xL30OD0fTQ8c59a/B4aqmuC5/KC1HpMr+7sqI1RjoMJandeEZ3X+tE8RsqcNYPjZRGw+nhrMNaJffiLYM1jnmNjHo1wx2msa9QGeriR/1VhW7YjaGTX4CiehJe6dUX/Oo8kPy+E/FxcQv7X2TAtkQbrANQNI21dUOl0t8KAZSAUuLgFQgK7BtcJvQxLmdIpB+msbbQv+2WDaipHr8u2zY5gl88OWlv08qWv9rBZyLSQxEcVH1HycfwaXHoML/rw3WOzkTx6IVrTbPah798zphfCM/so8sfS75cn/TTNLzD7/CPRNSQVa/d9itP3H+HW7UuIpt8dXzlefXkntXoC/NL74MCJs9j37vsISSpEDvP6BGaiz7Cp+OT8efz5f3+NIRNmIqZkHIYu2Iqu9PU9BtH8P/2FesOu2jglQcUcN7R0Q8Iwz8WtUUeDqDwqYss1j8atOAPGDrbEa7vVPGc+pc3lXIHjI3FSnhkcZzXm4i5Yxv/VUXsOWcdL5rgWzGunjjVkW6/RbqOunw/FJZswjdMKysIX8t8i+an+7cnvqGH212aY09eCXpkiP+uRo8XFMNWlNZhHTprRUJty7GHkV9D6UJcAcAxtUMwDVCds6tLCLINph1p5a0Gvj/00UOv5Csui1hc58zU8Su144TE8x8xDR/9YFC7coj7W0UleHR6eieCUMkTl0e8X01+RX56r10x/2fWXF3vI7T55XDguoxBjZszH2EnTFMET6WfLt/ZS+o1Hj4xK7D14BJ98+hmC4guQSfL7RfRCVFoB3li3CXPXrENKUQ3kceBhbENYYjnccwai0cnHcGUbXUg0F7Zb23QzSK/B2IxzlnjCZjOO4RZT3nLOMTDANApCZB2WB9Ms0MeRsKTj2Nmcm+BofrS4n7OOXgLLuqm95g3Yt0tgXZcvhkF0BfbbAps40xplOwSvCfnVopIfPpwgTkoDrY3UtLVOWgW9cSrOEfT0rwibARGwbAVzmAWSx3z+qmC7jHa/AObJMLfBvjytzaZ2O8prgqUOB+0w4mUSDW1ls3AJ2YxtyLGXeap34Qk8Z2+guR+O3it3qpduyIdD5NaZPBknT8vJj1/E9NfIL9Ae+FH3+ytHITyvGu18I9GqUxBad49EZNEQJFdpX9uVF4QI+Te9vx/nL5xDUEI+MigU4nsNQNvuEWjSrju823RHYEZfpp2OwfM2UjiMgXNELhodvQu3Y3fgzLY6s0/ObLdBbnWrTe+LCDN1Z0WBBDfBRmtbwqxjYR07zoW+Hi1jzXhB7bSa5aSspxfBwVyb59uy9pjWPP/WNekItmXYw7YuvQ1GW0xtM/poOTfSElpcbaFgC8lj1HuLSl7eGKyTv4GQ/6ROfvEt9YS2jdPQwAEcpRNY4liZCBj7eDOsjbM21FG6V4HjNslgGUdtIB0NsDG45sl7EaxprbCUb5zbQ+J0GHWqa7sFbNwaUnchOE+vn38Mt+U70by9P8pXbFeP0nYJSVFvAQqRtwDlyJN+/Uh+/Zafof0V+eWJP3nWXx74GYm4PjzvOxZJhHxeW16YkUby90yvwtK3duHWrWsISsxHZt8JSJfv8dF9iC0drNKnDZjK9BNR88Yq9B45E24BSfD87ApcT9yDM+faiX10YpsF0naDfGYSNiB5NVjDzNDGhWP8SqidX2CuU4HzpcA8xrmjOTXDfg1o8+s43li3RppXWT91Q8rQwbbbXNtBrTuHpBfoY8kyNWiKXpHfyYb8EmEksoWlUTLYpmsZSJuJUOFamQKN9GYYaWzxwjpNedWGhameV4O5LB16e43yLINkE2aXpw7Uarfkqwt28TZ1k+gaGEZYBADTNBDyn3sE9zf3q495lC/dhuDMKnQJToF/fKG63ad2/Atk00/IX3vXXz3uK6AAUJ/Uls9rV8k39ceoN+UI+f0y+mDGio24cYfkT+iFzH6TkE7BkFE9ERk1k5BGpPefrDb8eo9fjEFvLIdnp1D1zX2X0w/gxIXVkGOurBVptxnsu5lw5rjaY2KFJU7l43zKBqGCKc4BzOU7hNEOOfLaUr4JiizqXIszrtU8E5Z5Z34b6OFaPkcw1+MgXtrjCA7SanXqa8ghrO2Rtls0vxP/yaunbMjvQAA4bIgjSFqbjplgTJhRnkqrwaauWmHaYCswn21nJK1dPS+FXr5R1ivCvs320NpCGGnrgKOyLZOkE18jv0CkuyxWtvvMQ7ht/wzeHYNRsmQbwvPl0dtk+FPz1yJ/ifa7eoP82m/q9ZdkkPzJ9P+T5U05AgqAVAqA9H5jEZBRhRGzFuP6/WsITdTJr96bR/LzPKNmMjIGTOH5ZJSOnoeRC9ajBcnfaPN+OJ17jIZcQw2VACD5Vbs1mMfJBhKn+m+F2Tc1z7OZeAp2+cxjbIY94c3X5jZobdLWiG29Boz67eKZ1yHMaWrBdi1a4KgcHbbt1KHi7MluD6ZhWqPt8n4D5fMr8p+oTX6jcEtjjUotletmh1yzAs00MeJ0SDmmsgRSlvnaDEdxlvrrgE16VRcHlIuvFiwDbVxreaxl2Q8Uz23i9TpeFWpcdNjEaWNVe4LswTpN5G8o83T6Ptx2HoZ3pxCUkfwxZcM18tPfD80g+enPaz6/Rn55uYeF/DT5tTfkUOuL5pc36Chzn76+mPJ9qd1rxiM0dyD6Tp2Dh8/uISm7N7L7T0VOzRRkE5kkfjqFQDq1f9aAacgf/AbGLt2Mjj5h8Fz0JhpcfI4Gp+6ggRIAOvlt+m6F/Xhq461B3XFSsI79y6DKsRtvRW792kx2swAw0trDUR2OIW02jibIHOrnFtPcDrXr1cIkryWPvhZqryMztPQK5rwC1Q6jrfbkp9YX8tc/JSApOHH16fvXIq7pWg2eBeJLGeA10/xsMJ+Ubb62ibeDJa3DdCLMCPbDCumjfq7Ha0LB1C8D0ha9PWbUrscKc3qHbZIwHZbyLTAmzhpmTJaxmLW87MOZB3DbfQzenQOp+TcjliSWH934Jxarj24Y5I+Xx3yNh330Hf9Ekj5VbufJ5p748BXG23SGq18DytuCI2k1+KaUIbV6KFbvltdiF8A/uQx+8UXoEV+sXubpn1yqnsmPKRiCnAFvYMKq7ejuFw3PaUtQ//JXGvm5lpQFwHVkjIF5LB1C9Z3jcMJ2LMxpbMoxxVnG2RGYziHM8ab0jup9NehtfxUY863ntanfFCZp7NtnA70MR3FaOUad+pqSI9e91ed3RH5L5joglRoNMy1eR40QSB7jaH9uhjmPPezjHefViW0mPVFfP1qvDfIbqF2eI5jrN+NV0ghUGn3sNOiLoBbYJkJ7WEby8qjI/xCee0/Aq1MQChdtRCzNdYP8Fs1fOEC9CcdMfjH5xecPoT/vn1AE35hc7as9MTnoQfgl5Ku7BfIxkS6xeUjtPRDr3t6P4MwKBObJ130HIqFiBFL60jXoPxb5o+agR1QBhckkjFu5DWHRmXCuHgenK1/bkN9h//8rvNpcmeuwqZtjagObeGmn0Vb78l+tXlsYhDPDUTorjLYY547iHME+jf25GWbiC17j+tLIL4TghNWzkP8VO6wWqg5H8f8VXrHuWjC3m9DJL8R3DC2Nub+Gy2PAcT3/D2EaM6s5psEappln6qsxcmTb5M00Dc89hPf2g2jUIQglK7YiulLT/PIruhDx+Q3yy1N+8mIPnfzJlSPVnYB2frEITq9EtDwI1Hs4yUxfv2Yc0gbQrx84BWkDJyGEgqP3qFn47ocfkVY6AAn9JiK133ik9RvH9ONoMQxDyYRFtBSGIDChHONWbUN8WjE88vvD5cIzOJ3UyK9ZWbaLstZYvBTWuakNR+kFr5JGg0b2V4exJn7eOtHIr6XVhMHL89jCOnZGW2zjXwYz6QWy4afIL4vKhvyM0DqqdVbBWJT6uXUBszNm6JVZK7W91mCtw4ra8VqH60pjD3M6E2oRnhArx1Fah3BUV914pUm1GT8NlvGlltfAsSfUBqmZ/BeewGXNHjRu74/S1TsQXjIUPsGpmtkv3wEk+eX9efIyTaX55SWaNPllU883JgvdqeUTKschTt73T7M/rjdRLscxvB6L+D5jEExSJ5WPxoPnz5FXOQLRZaORyPDkqjFK86dRYIj2L5y0DJ0C0zBk9kqk0l1wp/Ugbyl2PnlPrSd78jscB/OxFiS/1veXk9Q2n224+dqMF8W9CJwfHdY6HUNLY+KF9NUeRtwLYT8GWpj1/MWwJ/7rnBsr+R34/EYHFcwNtTTcjvgK5ngdkqcWzB0wh2mdNGCNs6JuDaLlt4VOeAscpakDahzMYY7q/C/gaIwM6D6+Bo6Brvk1IrH9V57BdcFGtKDPX77xbQTlVsNHPtSZoJNfXvEtL/WQF2DKyzHVz3vFpx+M9gGxCGO8InuZ/tCPgQoSXN70QyERXijv/x+Ch199hb7DJiO8iG6DTv40IX/1WJ6PROHkxXQHhiCjcggKBoxTPzhylkd7SX5tx5/Civ19oQAQGH23CdfmX0H6bjMPWrj12j7vz4W5LHOZjsIF9vnrgMN+6WHmOEdpdBhjZwtjbLRrR/lqw0p+BY6nbPops7+hYaqdJkQAWISAPvimymwrl0kW2MfZwSjnJdA2iWrDUVqbcmvVoWsedfx5aGgHa5yp/Jf1yei3HbSxkvOblnNt7BjGRWCBTnq5X+4kR1X/HdS79hwuY+ago38MqrYfQM+UMvWeO0X+NJI/h5qf5I+RV10L+Wn6J1HD94zPQ+eQZPXOfPlSj1gDxg9+EmgFJFrIPwoR8pnwXgPw8MtvMGTsNPWpL3kmQO4MqK/m0LdPFReg31gUT16GoNRiJBRWoUmPaDh/eBYupx9S+9+GE9eTE9eRbPqpebT03fbcuq4EvJa0Fpjnwhpea7wFlvJ+BhyVY4HdnBvXdeY398MR9DyvAGN8aoH1WMbCQXztsmzrFgUo/ZBjPQrnX8jroqRApflJfouG1GFbWG28uHIdUo6CVrkVpjQ26e3T6WnrbA/jBQ7z1YYxCI5gu+CssKZhffZtMZ2LlLWEO4B5rCznot0FuraX23oKQnz2S/nRJ++i4dVn8KCp3zU2C+Vb96vPZctHNuVtOAb51bf1CwchRl7pVSqf+a5BG99w9d5/0fryvT/joR+r5rcKgIiS4QjL64/7z7/CqMmzEcxzjfz6V3To9wv55dmAnJEzkT5wMlp0DEIrnxB47/wULp8/hivb6nzqjiK/E8fG6Kelvy+AdYE7hjEHBgEclfHzYJ5bO5jj1BpzkF/mXsDz/zPtsZajWU914efWZ+1PfVEkJ+7Q7NcD6onPf1ozCeQxX438mslgNXekkJ8hyYyBUZB67MNMYHpLXY7izTDKF9SKNwSYrRBzDGtarX0vg1aH47Icw6attaCPpY3W16CIT8gTc+qpOZLJ5fQ9eEdmIqS4H3pvPoBOoZmQr+nKrTh5O44iv7wCW96Zr77kMxQdae6LdRDDc6X1zeSnMBDya0/9aWZ/VOkI5R7c+eIZJkxfgODsGiSpr+sI+eVhoLHU+qL5xylLoXTSIvUG3aYtesB71mq4X3xuJT/7r8gvsOm3A8hY/T+BKscwczUY61RbtxrM55LP0ZwJzHNuE6eX4XCdGuXqMLfFaI+R1xpvn84ab4MX1COoXY4ZRry+3oXrBvkloB61viI/pbVVAAiYqQ7YNMgCfdDEjXgFmF0MG6g4R3hR3Kugdn5H7bJAuUJW2OaVshxABtgEq+Awjibok6dgEQIa8YUwQnxnOT97H+77z8KrSxCSJ85D4eJt6BCQTPLn0KwvIgHLESZf+JUPZ9Dnl49jdA1LQbueMQjP7U9hIOTXHvdVX8jRb/8JrI/8yqe0RiAkqwo3Hz3B9NlL1Y94kirGqO/nKe0vjwP3ldd9UfvzmNp/IgYuWgf/2Dy4Fw6Dx/kv4ELyO50m+Tl2yvTnWGlaW+uzeZ4t48B0GrRxth1vY1wd5NNhjTPW7cvXrwVG+Zb66oIpjyWvub3Sfvv2/B+A3jab8XCUzgKj3/b9Z15qfSmjHo8a+eXChvy2mewH+uXQJltNuh2sA6XDYX7CUVod2gA4jqsFtegE5rJfXP4LoZenSK3COEZqMrQw6yBbYW2DwNQOgQ35NVi1/k2N/ET9S0/gvnYvvFt1QcH6d5BNf7tdz0R0jchVD93Id/7l23wReTXU3FXqyb+2vrEIypA3+w6E9j09g/zW5/0N8qun/ipHKdcgIJ3kf/gI85ashV9qpUZ+eSJQBIBA7fyL9h+P+N6jMWjxOuTVjIVrVCE8SXyXU/fgLOTn+AjsTXbHMI2RMdY6zIvdcV4TOGa1LQDm1cONsTbKs0DVUxckDY8KtvlqtVudW9tjm9b22hHMeTWYy9TaoB31PKpvdjD4a7k2IH0R8tPsV+RXARr565P8Wke1zDaNYCFq8OzDCc1PM0OfcJb7ImiTW7s8iwS1pHlFsE4Fh+F25VvC2BZTHtu2OYC5LPO1jBuvrQMtMOJNeXTU8tlMpr88Fusk4HiL2Szkf/3aU7jNXoMmLTqhYO8RZExdgXbd49A1PAfdo3upR3zlXn9YThU6h6SiQ88kBKVpwiCqoL/2ck/99p/lBz8WC0DT/OqTXuWj4ZdWgZsP7mPRqjfRI7m3Tn7tsWD1QU3ZAxDyV49XdwoGzF+N3mNnwDUoFW6Hrqsf+CjyK82vja8aY7sxUOOgQ7u2jqV1zLWxNOcxoJ4gJIyj/aablfCOYFuumi9TXdpc1p5P87WRV2BZN6qv1nD7dP+nYRZyjiB9tbaZ7Zd+GeR3kgEXaXBGwAhdAGgToKGhDuu51lEFTvDLccchlEktkEEzYIRZ0mn55fpVYaS3qcdch47a7RQYddaGtW3WMuTciFMbpqbyHcFm7GQsTRNpCARD2wv5ZedcUP/qF+rnvF6erZC6dhcK93yq3nvfJSgN3eRLNjF5CEwuRnC6fN4rHQHJZRQE1SS/fC6L5Jcv+hST/PJhD7n/T/KL/6/tAVAA9JYPe9DsJ/l7ppTj+n2Sf+VG9Ewu1/YDFPlpITBNEs1/+f2/mP/xvYdj4II1KBs3HW5BiXCTF3fI/f7T9Ps5lob5b/S57rEg9LF0PN7W9Whek8YY2oKLXod2t0FgjVdjrZejtcV8bgdVtzavZpjT2LfbArt0rwzmdRhuA6PNVijhZRdmhZ5P+HDmLtPdrZv8tQrRB81cWF2TZkA6YRzN5NSudTC/ZUDN4Tbpfx7q28BUptRhB6P95rrN7XcIuzLMi0KBaQxBYIZ9PptxJdkNGAJAI/8t+tDUoOfu0Qq4DfeAFHSJy0Lx0c8RM3UxOnaLR9fgdPXFXN9o+Zhnkfq0t3zAMpzmv/zST73hR77oI9/zk7sAhgCQT2kLRAjI5h/JrchPwXHt/m0sWbURvonlmmCQHwbp5JffBcjbgaIoUEJZ9tDlG2lF9IdrfC+4n7rPdmpmvzPHQBHfwZgZsKwhA0Z6MzhOjtakY/JbLQF1zjE0h1nGW2AqS4PWJjPs51Brh/XaJr20nUeBTbgd6sxvD9X3umGMhzE2jmDpm2U8yREhP4WzifwsTKAXaslsHiybAbM2wgJLBWYIIY2jAV7recwDoQbDJt/LIQQ3n9eGgzrqgqVuBzDiTenty30V2OQ3j6tD8msWgDPTOtOXrn/9S9TffhSuXh3QOaMXknZ+gIihM+ATmIbOgSnwCaEQiKAQiMtD99g8BKeVIjy7ElG51epjmLFi/qsnAPXnAIqHqGcB4krkW/ryHf2RiC4bRQuiHJfu3MDy9Zvhl1xBy2A444cipmiw2lBU3/1PKYNvfCFSBkxExYyl6me9nhMWwvX8U7Zb2+2XdiuzX+/vz4I+7ua1qGBegzw3E1+7s2AluyL+iRu2Yab0lrEXDjgC2+FoDu1Rq+0vQV156wozXztCrTEywL4pqGtJp3PChvwqgH6/gAOuHvO1g5X09pD8tWHRfi+DapQOU7hWjk5enchauXoHHKCeDWzLUzDXZYK53fYw8prPX1SWQN02dQDbdPrYGhMki5BEr0V+hguJZAe94ZXncH3rEzRr44+2PWPRvGck/Ir7wz+rSn1ht3NoFjrT7+4cmgafyCx0i8pR38oLSilBWEYFIrOrEC2PAMvXceVhIFoC6rv6RUPUrcBYWgGRxcMQnt4b+46dQvWoqegqH8NUX8ot1r+vl4/u8rUdnsfTCkgbNAkdesagcVIRGssXhuhLynMJ2n1+W/IbfbesGePcAbRx1sfI0VgpWMnsxHNnwnp7Uc4dwUp+w80yrq3CwIC1zTbtkGvG24Yxvd52R7CW8xKY15gOY6wcpleo3ZbakHQ6V2jly1uVdfIzQgIU+ZnQgJ7RMelNYFpH0Mph2S+Ekc42fQO2RUHOTbDEG9dMY4S9GKY62GajX3KttVfKs7bdgDVez6vguDwFU7gjIeoQspC4MM1+qkXrM86FE+cimvTGl/AeMBXtu4ajYOP76EJiejX3RfMukegYlqW+6Ns9rlC920++eScfuewSlgkfQn3/LiYXfiStfOM+ILlEfTEnKLVMfSJLIaMcPRIKEZ5UiPVvf4g4Wg3tAlPhE56t9hW6R+WqzcWeiUUIzqmk5u+FJm0D4NGqK5pvPwCXcw/hIhuVbK+m9UkqQo2fLD59Loy5s4V1nA1Yx/amBo6LeZwsY2UG0zmduqGOLjJ2CnKuCQcZTyUgOLa1wPA6BYL0wwxTuLSxVrwNHPWXY8E4m/Wj+vyiMTLG0Ehn5CGMMizQx8wmTC/DlvyUBmcFRiVssDpqsPpgEq6Dhdlc62hYK8xaTt2wS0dCNzSDYaoN5nO2WW3OsSMNBDy3KcMh9DaZ2m60V45mWOOtdZphU54OYyIs51KPUZf56Aj6YpIFJ4tQaXxC/H0hv5No0hvP4ZnXH91ic1Dz7jH65r3RpmcKWvdIRJNOYWjaMQztesSpD2bKt+zlGQARBF3pCvhEUAjI130pBLpGMcwCa1i36Cx0CElBUn5frNq+D8GJxRQqDI/MUx/jlE+DdwxORivfaDTpHI5WPWLRZ9w8dOoRA8/56+F0/jHbrvn50mZn9lcJAH28zEfH0Mdf8pjHRsFKdivhZYysxBbCO5/mtUDIzwXucvY+PEhmd7oArgqaQFBjq4e5mMJE4JqvpR5n1q8EhhwJo23GfoMhBIx214ajvmow1o51fJjeFG+GtuYcQS+DdZlhWX8KRlqNL2rDTyS0DflJMHPBP68RL49/NVh36l8KdkQJAJ5b4ahMW2gLzbZfZljSvmDiBOYyHULG1zLwpmsF8+SwPVxEBvktAoDpxIRuyIXc8OpTeGX1QxufEPR9cy8CCwaT+Mnqs9vtg9PR1j8RLXzC0bR9EJp3DEXrbpFo5xeHjkFJtALoDoSnK6L7RJL00SS1EF4g1zz6CPlDk5HbbxQGTJiNDsEpaBuQiDa+MWjZheV2DEFzn0h0oiURll2tNv+GzluDHn7xcK+ZAJdLz0kOIb0Gdauv1jib5k7BFMe8tcH8prHRYGh4GR+NqIqsPHflWnC78ABulx6Q9JfR7NOTcD9zH54iAJjPjXBlXgW5JvkVmN+VgstVHQldAMi5Kl+vSwkCAcNqwYgjHPeFMPfXvs/2cTawjpXN+rIHy7FfV5b1xjIULOSXQuXCTP5aAuAVK1YSSDt/kenyatAWh9FY62LRIWFGOI+Wjik4Ks8Koy+vLAB0WOuvHfdfwX6iuIAsAoCLzyC/0qKcLKebz+E9aCa8PduhlX80uqeWo1Msff3wPHSiAOhIf79DcCpN9SQKhVi07BqJZp1CSdpgNBPidg5FC/kQJgVEq+4R6tXdrbrxSCEh5+q6ayhicvuiPQnfqK0fhUkE2lKAiOUgbkJUfj/EFw9BQvFQxBYOhnx737txRzSZsYKEe6aR/gzbz7HVIONmXRcCbXy1cawF9tUWQiSNUALNdNch2p1H0fIN5WvGouUPXULj7XvQeskMBEzpjZhhWWjz7kfw+pwuE8fTk2V6sBwFjrEHia/AOHeGKVAIuJ+8C091vAU35nFjuCvhwja6sD9i1RjCQJsnWxh7HXXCUX+NMAcwj58NmM/MO6sFIHHmc4HGD83sv6OT/+xd1D/HwM8ZSSFgoKHpqIENUWEsyAxDYPwcqLxGXdq1mPhGvGbys045WurX4FTHuTL/JY9xbYqzuBAmOOmwD7fWb7THrixVngajvY5gzS/nehmmMAvU5GkwzF610DlhsthcqfWdT9+Dy7Xn8KC27ynf5M8fikatA9DSN45aP40CIAddInPRhb55Z/r/namdO4dkUhikoX1QMtpRg7ejZSCWgGwWtqFwUPCNRVu6Cu0DktCiWzQiM0qwcu9+hKeVkdj0/+VOgfxMOH8gouTpwaxKBCaXojNdiDY9E2hlBMPNJxSNDnxO8j1Q8+HEteQk82nArr/G2GpjabomNGvBgAgPK6FE+yoCKuimvZD/3F347noTwTOGIGZKCcoXFmDMlkqsPDoSq46MQfDEIrQ4cBHNjt5FkyMUDkcuwvvQRXgduQ6vY7fgdfwOcQ9eJ++j0akH8Kag9WaZ3mfuUVjcgSfb4kG4E26cR1e224XtdmZ7NWi3NeVcCT6ioTqyTwy3gYRJOtP5C1HHGJrH0ji+KI11vco6vEsBcA+/cDlDc1IuPhdQAIgQYOcMWAnqGGItGJCKLLcMTTDCVWMclGFAJJJGYD2t3mAb0ulpBebzl0Hl1cvT6pBzox4HkP5IXklrKscGprIkj6WPOhyNn/TRPCYW6OTXwMVB4mvk52IT8p9/qLSTBwkn785PGbqQPnciWvWMQ7POYUrDt+oWRYInoGNIGoWA+PD01eXb+LHynXztW/lyFFLLcwA9E4rhR78+IKkEwWkVFB45GDBxNt4/fg4J+TUIza5Svxb0jy+Cb1QOOoWk0qKIp/VAC4FCR54nCEntjUbdY+DxwVm4nXukPY9A4mhCmYtOXxe2MI2JPn7a3GgL1SC/4T6I5eNKEooGduW1wI3kcuVYeZy8gYbn76DLru0onZyFGQeGY+r+YRi3sxqjtldiwJ7eyFmahcjZfRA2dyhi5g9G7MLBSFo4FAkLhiJy3gCEzx2A4LkD4Ud0mzMAXd6oRLfZfdHoOC2Cyz+i0fmnaCQfTLn4GB4XH9HCeQiXi8T5B3D5nEKZ/XU5yyP7oAkAg3AO+s62G+dGvJHWISzr0Ha9mK+N8uqCtuZ0kOuK/GzvL5xJfrmoR/K/TvLXI/nrsTIDZkHwQrCSemyo3DFQ5zqMBlrgKK8ZpoZaFogOI439dV1wlNdSrhxVPUbb7M5N6S3n9lB5DJjK4Dg4TG+A6YzxsYCLwmanlwtdCCDkd6Mmcr1Mf3/vMXi19UfelGUIKxpFbZ6CjqHp6BBCf59+fWvxzX1EEATTxA+hCU+fn1q9Q1AiuoSl0nRPR3f69j1ie6ldfz+a7D153jM2Dz3ie9EqiEd2xVDkVQxTLkMLCpMWnSOUYGlBAdOGJO8YmArfmHwEplUirFdfFAyfjiYdw9Fs+2dwO/8FnA3ycx01PGcsXhkbHepcGwMZC2MeNGgL3iC+OioBqJOecQLRvu48up+liX7+PlwJ7wPHkTijD6InpSF+fjHK1ldgzsHJWHd2AdZ9vgBvfDwW/bdWoe+GYvRemYV+bxWjcnEOskbHo3B2MqpXp6NmTTL6rk9AwYowRA7vgRbTJ6DZ6jfRcsNmtNi6G813v4vmdCGafnwSnrQe3E5do0VwE150N1wvPYIrOSR7DmIJOOn90chnDy1Ozo1+azCHa9fmNSPhtdYNYS7Xkl5BDyPqKQjpCc5PPSG/k5BfLuogvxm2BdeGls5oFM9f2LC6YSatGY7SvgwvzKcPjHWQfkZbjbxmOErnAJYxZV024AIXCPGVD8gwWUhCfo9rX8F7/ltoQf+9cNEWdE+uRJfwbPhEiamfjU4UAqLxNZ8/AW38YqmdI0nicBI3VG0ANu8QghYd5Bimji070f/vFKHQnARu0ZnwiUbTTszXne5Az2S0J9k7h2UoLe8nt/jkp8O5/RFdRM3ZZwT6z16Blh3C4bV8B1yufAlnakInriOD/Ir4BtifWuPLcxvys/9mra/OGS6kEoi57XqemvbKE7hxzTaii9Jp0QT0ml+Akpn56LOhHyKnp8B/ZDSCx4Uj+Q2Se0UW+m4swui3+2HWRyOw+LMx2HlrFabtnkRroQCLPp6PJQenYMkno7H48CTM+2QcJu8eidFrB2LQ0ipUzu2NgumFyBifjdgRqQgflomew7LhN6kUPabXoOvMfui+YCS8j19i3x/Cmf0yLB+DzHVBizePgYwJw4zx0eFwveiwlGeXx4x6ouCVxufREfnrGeT/b7W/gjSiNixmtA6VlvXYuxkCc7oXwT6fARXPcs1pzPkch+tt1AfSnFZgpLfPo/qnD7zRR5u0ejsMmOMseQk1kVzoSvML8WXhM0yRn2a/1/Wv0aj/VPV5ruKl22mi58M3rhABKXJ/vgKB6WXwS5ZXbOeje3SOtqsfLvf50xXkwR/j3AKJj861sfcAAOFYSURBVMykAJHd/1x0kwd4WGb3OCmnBD3jiHh5uKcI/illCMmh/188xPL7/4TKkRi6cB26dItA41mr4UwB5aTIb2h+DcbYqnXAPinoYbLYLSYuIXsFAmfChdcKPFfkp7ntdu0LeB4+D++1qxA4sxJFc3shc3wCJuzuj7JlBei1tAClq4swZFMNJmwdimn7RmD2u8Mwb99ATNhViaHbyjBkSx7Gf1CC3VfeQs2yfBy+vxOnHm/Fqaebceb5Wzj/9VYce/4mVp6ehhmfDsPk/YMw8+AoLDs1GevPzMDmU9Ox++wsCoQkjNtbwvIr4DsgD56n79PyEVD7E8a+h9ZP61ybYRkPnfgaJI/j9aKUq0DPr9aQlK+gpaudT2DV+vVpnSnyK7NfAjhh4vNbyK/DXIDRIEsljLcNMxpihFkbZfjnFj9d8uowhIAln35eK48D2LZNr1sv1yEsaeuC1ma1R1Arzh5G/8ywxlsWv340ziXO3GabxUDSG9pPI7/mT3pf/ALeySR6TgXy5m5C55As+Cdqvnq4en1XDaIL5UUe/RHVq1p9tDM0s7faofdPEv++gESmqZ9QSBSrl37Kgz7+CsXqwR15JFjeDNQpKA3t/ZKo+RPQjpCfDYdk90OM/A6gXL4BoH38Q34cNHzRevgHxcJj2DS4XPuGpL2vyO/MNWUIgNpjZIyv1kcFnqvNMzkyjzOtBhea9a7naNpfoUl99TE8PziCjvNnI5n+++jNFVj+2UhM/HA40qdmYvhbAzB63yAMoWk/bF0fDFxRjoFryjBoUwFGvlWIN/YOworPxmP0zj4oWZ2K0s2J2HFzHYavqcCGA1Nw8tF2HHuwCccfbMDxh+tx+skmHH24AftuL8SGCxMx63AFxnyQiZKd0ZhxvBrnn+1G8owI7Ho0B1Pf6oe2c2fD4/JXcGO/XckjV/ZDbQqyn9I3G4FnXJthjrPAdq0Ya93gmZVv1rQ2a51QvNKPGvGF5yQ/BYAiv9wmUeSnOSVHZRYYCXWJIfsCFjC8ocA+3ASJexkc5bOUrZfvCPZ5tPaxk6YwI50lH8szx5vj7K9/LhzmtfTjni1IZCOPgghfJe31o9x9IdSv4RjmfOYenM8/QCPZle4Zj4RhU5AyYQm6hmWRvPIb/iqSvQYxhQO1F3eWCOT9fYJB6jXdEYX9EEr/PCirEn6pJfBNyIcPNX/H7lFo1yEIbbtGoFWXKDRrJ7cDI5Tp38Y3QT0UFJhWhoj8/lbil8tv/7Xf/8eXDsfQBWsRFZsBz97D4Hb1Wy52TfNr5NfHQB8TY4EaglXdGSCEILJZ5iJHLmRFfML5Avt89Q5avP8Bui+djIIF5Ri0sRjDdlWgalNvlK8vw5T3RmDa3qGYtH04UkcmomBuHqoWlWHOO8Ox69xUfHpjAU7cXYOz9zbh4uMteO/CMkx8uz9G7CnBrJNjsOrwIoxa3Qtnv9iOk4834xRJf5YWwLmn20jwnbj01V5c/X4fvvzTUUz6oAZ992Xiw+ebkDkzAQnzkrHt8iZE9w+Az3sfw/vKN/A6fw8e5+/Ane13Vf1gHwmjzyLwFNhfe8j8NxQ+ylowrxE7OOSkgGNdF0TbW/D5fbxOC0UjPydMSQOd/BYJYeBFldjH2cFCBhvcc5hWg8QZ8dq5kc8arsEYBPVDhZcM2KvC0kY1Li+GRlgdcm0TbxDdMcx12pSjyM/8cmSc8xmakfRvm+w9Aq+2Acibsx7RfSeo3Xd5NDcip6/pJ7sa8eV3+/KdPvnlnvwgJ5rXgRnlNO+z0DYwgQQPRLMeNNUpELyrJsKzfSA6RKVQo65Gp/hCdKSLIJZAaHYf9RUf7X2A8g4ATesn67/rjyX5B8xdhZTMUnhmlav7/PJEnbbhp5NfjYUBbYFri1yDQX7R9rJr7iogOepf4VjcuYcuU8ej17ReGL+9ClWyWbelFBM/ohl/YgIWHx+LmfsHoGJBJoas7o+MkQmYunMwFnw0Fks/HYt3by7EsTtrcPzWGpy6TW1+ZwPOkeCXvtqNYw83Y9AHhdhxdSsql2Tjk1srce7ZdhL/LXz+bAsufLmd2E28g2d/OIjz372L/m/n4egPW1G+OB+911dg2geT0Xsp/f7B0Wi9eQcaH7yMRpcfw+vaM3hdfAQPEsyNZHOhJaCsGfZTNgLtoRHeOiY260HWx88Bx8+enxqPreSvZ5DfiZFK81NiWchvQGXSYFMg42wgYUbFdg2waECpR+JMRwskrXF0AKMMS5ie1jBpRJtYzWiBKa2OWn0wwSjbskj1MAtYpiVOylYw1ScTpp9LvGXh1wXJz6OCUZaabK0stQgYJmXI7rnzrWdovGAjmncIQOmKPQjM6oeesfkISStHpHEfnhpeva5bkd/4ya5Gfvm0thA5IKUEPtGZcG/bDY02vgO361+gwe2v4UbXoGXPUPTadwSBpSPRyT+R/n4h3YY+tCrkRSD6S0DkrT/U+uqFHkJ+CoN+s5Yjv3wQPGNz4P75Y5L/gUXrW8eB/THNlaEFLcTnGGjEvwe38/fhcusJhd8FNJoxFWWzS0iyMQgZE4/Vp5bg1PPdmHVgAAbtKET1pmyMIKqWpGHI+r4on5GP8evKlen+8Y2lOHR7FY7eWYmTd1bj9L11OHt/Pc493IQLTzbj1jd7MevQCCz/fDEFy3AsPjAEV7/dSwGwDReeb8Ol5ztxkeR/+NsD+OafJzDmSF+892wtxu0ehcEby7Hg5CyMotsx9fAYTDn0BkZtHY/sWUPRacpYeC1dBfe3D6uHhbyuPIeHgNabCDbD2tH2NqxjITDGxlhL2towrxO7dWyJZ1oFPdzgpA4Lj6ngNSV/D69TAPxC/MmGEnhBwAQiAAywEAMG0RvWARXHChTs4l4KI5+R11KGtM04t4W5c9bOmwZA4CCfQzDtfwdOVi3YLnzLBpgOc53WtvPISTQWgZBBgWRwkg2k28/QqGYCOgUnonTVPnSPod8ub+7JqFC/1Zdf6MknugxzXyO/SQCUDUFc7+H004ejdZdgeOZUwevSl0rIvH7nKdxnr4V34w7IWf82EictR0e6F35x+SR/JcsX8g9iOfLqL438YvbLV4DkhaCVUxah9+AJ8A5OgNcJ+rrnHqodfw22fZZ+qnGTvlrGSvrIo6zDa0/hce0BvDa+Cd8RJP2OfthwcSL6rshBzrxMpEzJxaqjCzFkSwF6r07EyDdzsObAcCx4Zxiq1hVi9ObhKJsWj0NXV+IoiX+ExD9+dyVOidl/fx0+p1C48OhNXKL5f/PLXXiP2n7gZ4Ox9ewaavNEXPt2O65RKFx8vgOXGX/3x3fx23+cwoZr87D4/ChsOLscudMzcPrJVpx7tBUHaFUsPzsFYz8ejOGfDMKK07Ox8+RaLN05HVXzhiFozEC0mDYLzbbvh+eJG3C6IJuB2twqoUiLwNE6qmstvyrM423Oa5C/PgWsaH+d/PfRgA1TAoBSwZLIhAY6NELWRgNOolSkdcZxGoeQtDq0MjQ4TGuCNa2pk4SNZJR0drCUIXU4hN5+y7n52j68LmjptIUt5LcezWWY262RX4NYY7JIXCSd3Me+/AiN4vMRTDM9f942+uvZarNOflev+fvaJ7o08mu/0RcBIFpfI7/21Z7wTJrmLbuiyaYD8Lj4DK50LZwvPYD7h2fh0dwXCeNmo1h+LRicip4xuepDIOpFIBby0+yv0F7qIZo/nsKgdPw89Bs/G418I+H52RVN+7OfLiK09H4bfTbmS3N9jLHSiOBCxdP63b3oNmkQapbWYM/FaRiztRwJM+JRujof0z6ciPxFhUiekoMNp+Zh/p7+ePOT6fjozCp8eHIlZuwajInvTEDBpFRs+mQSzpLoR++swol7a6j11+Ictf6FhxtI/M24/GQbrj3dgWtf7UL1gT7YdnMDiudkYfHHg3D6i7W48z2J/8M7+P5Ph3Him10Y9kk5jj7eiqyJKdh1dhHOPXmL5ckewlbcfr4Hd77ejXeuz0fFB8XI2puNcaeHYMfdWbj1653YfGYSEkdFovvQVDTbug0NLz7R14O1/wZs1kMt6OPHvLXBeEcw5bVymTw3yC8bNEL++i8hv4E6KzY3lNdqwuWo4rW0irT60Th/Max5a0FfSBaTxgSjPVp7X1CGCZpAsE6CeVKMMGMCrNe1YZtPX/xG+cZ46GntYSE/zwWunBtn+o5eh6/Cs2s4UsfORNrYxeganoVA+vvytl55Vbds9inyK7PfeEGHkF/3+0naVGrqtj7B8CaZG12gtj9FE5uuhhIy9FM9InrBL60Y1e+ehLwN2Dc8E8HKreinPgIigkQjv6H55e0+I1E0Zg6GzFyCJp2C4P3eabhf/ILkp+lO8iutr8ZLGzfL/LCPhrmqrB3ZHb9wB+2Xr0GP0gQMnl+K7ZfmoWJNJYKGR6Lfut7Yc28R3rq9GGkzkpG1MB0Hzq/FZ6c2YP+RZdh/aAne/nQ25r47FkOW9MeQxYX4nOb9cWr8kyT/mftrqfXX4+KjTbj8xVu4+pQa/ulOPP5uH2YeHYuZ56Zi7jsTETbeF7nLw7D84AA8/f2H+OKPhzD+zCDsuLkQM3eOx6jNfXHxq70482ATzlOIXPxiK8vbietPd+PJd+/h6Q/v4/DdFRjyaV9MvzoCJ39Yjprlmegxuhc6bnsLnqduocH5h5oS0NfBi9ZSLTCfGRonZZ3XAeZRUNdGehKf5NfMflmgPGlw0UR+ZfYbRyOzVF4bGrmNc5lILeylYLkqn3G0g6Qxn0t6lccMhls6akJdZdrDqMPSphfAnMcaRtNMoJtphilrwKG5b4DxjvPTH2S8aE83kt/12pfw3nwA3q27oWjpFkRVjFW/qw9KL1fP3Ruf59LezKNDJ7+m9YepX9+FZ5bCo70/Gu/4DC4UKO6n7sKd5BcB4HL7ObyGz0GbjsGo3nMIUcVD0TUwGUHJpdqGIuuQshT59Tf9auQfhfyRMzFs/go07xSCJnsO00p5ppGf7Tf6bYydLGBFfgu0fmtakH2/+hyehy+j9cQxiKiMxsx3JmHWJ/MQOSoW+YszsfPWHOy+ORsJU6NRuKwX9p+m1j+yFO99tgD7P1uE9e+Oxvxdk5A9Mg4fX1mE0w/X4uR9kv/BOpynMLj+bDvufrMbD759G4+/eQ/PvvsA79JFqNlfjc1n56N0fjqK6E5kLgrAJ9eX4dMnm1HzaTE+vbMHvaam4dD9bThLc//zR2/hwhdbcOmZtjdw6+t38OMfDuHzL3djwcVJeP/75Vh/YiwCayLg/cZUjvVtNLxON+sCia82RA1FwD4ba8AO2vp4OQx+2oSpo1aOemRfD9M4TVDRv04B8AulXThZDUn+BhcpUSgAGjCBAbMQMBPPZiHrcLjI7SF5WaYBc11KOxrlq3gjvW0eM1Re5jOX4xCShvVbJSfLVGA5ZjCtgk24kc7IY4W1HMeok/yEMVlqohQBmJYQX1nIIxtgrre+g9foeWjbLQjlm95Vr9KW+/XBGZWIkHf01yK/ofk14sfRNE+hpm7XLQSevBZyyu8G5MEhDxLfk3C9/gSN3zyAxs26oXzVTmSNW4wufvEISCpCeDZdi4L+mjBR5Lea/fJSz7wRMzB4wQo07RKKxrs+03b8ubBcOIbOhKblTOMvi1qHRdgJaAnIA0316eIIURrv/BBdKrJQOTEfiz5eiNxZ2ciYn0ot/Ab2XJqDsEnhGLChEgeOr8DbFBBvf0TB8NEkbPxwOoonZmPO28NI0I00+1fjwhOa+0/fwt4Lc7Hgs+GY/ckQrDs6EdcevEkhsBc1e4ux8vwbmP/hVKw7tgypc3pi7J4ijHu/D9ZdXISp20Zi8o4BuPLd+zjzcAu1/lZcpPVw8cttuPurt/H7f5zAOxQ0Yy4MxXs/LsIwCqaW5XHw2P4enK9+rd5zoFlAJD75piw7joWtsjSf1wGdC2YeqjG1v3YE4YCCZuXXO/9ANL/4ZiQ/A0T7i+8vCSShRVJYMurQJ9MxQWrDJi3zix9rU55+bSGeHm6+dgyjrS+CXofeDjPMbbRtn5xzTBRMcQ4gA+sovG5oE2mZFBsyaOSXhSHa0/XzB/C88hW85CGdjF4o2vAuukbmqodytPv7mskvxLdA1/oa+Ycjqc9YRGT1hmcHP3hu+xROF2iWU+uLxvcg2TwJ+f2755Eb8OgcgYzRM1CxbDd8AhPhH5+PsCz6/fn0+2UjkcJDPu1t7PjL5716jZyBgfOWo3HXMHi/ewyuF5+y7Q8gAkB71Ffrt4y3csNIAqv7pBNBiC/guSvbJcKg/rXn6td1rSeMo9URicXvz0bVqhpETorFhhPTsProDPQcFoxpW0fhg4OLsfejmXjn4AyM31SMkQsHoHx2HjX/epx/tBaHbi/DwM2FiFkQjohFoYheFo6opWHIWxaH/Z/PxdT3q/HG0XFYdugNvHliCTLn+aNqQzyqN+Vj/4NdSJ8ajrXnJuH4/Y24QnfhPLX+la/oNvz6Q/yGxF9Hf3/u56PxyderkDEmFo0HlilX7XXOXQNqevngigatvzLPFkIb1+YwBfOaMaGOtSywtwCsYDzzia8vnKjP+VbkF+I7cbIaXHyA+sr0J6QCldgK+4oE0hgp3GiY+dwMI60CK1cdMBPT5vwFkLJqhRskt8LopAam0dtgD3MbBZYw5tFQN/mt5eiDa4Kj9DKh1slwAH0BKDKwbpkX58tP0IiLyKO9H1LGzULWG2vRNSxD3bILozku/r7xSm6Bmfyarz8CqX1Go6NvOLzy+tIffwZn+aAGCSY/jlHkJ+ncSULXq8/gllhKV6ICg7Z8Bt+ILPjF5CI0o7cif4x8899MfpYrj/iWTZ6Hykmz4NktAl4HPocLhYsTx01bV1rf1biwDrnHbEN+IQPrt5CfcCHczsojzdSEXKAu179Fs7U70bNXDGZvH4NRO4chfnQY1h6bjrG7ByFgWBDWvD0FH366EFWLkxA4rhUmrxuJXmMz8dGV5TTT16J8eRZCZoUjaUUistclIXNdAhJXhiN+aThyl6Wi367emHhgMJZ8MgdDd1UiZ10AKphmxcF5rGcBIqd0QdJCf+QujMBbJ6fj/q/fxRck/jd/+AyzLk/Coitj8cnT1QiqDkKjkcMp/J5xDX6hiF+fytUgvjG/msWjzbcZxhp4Efnt15p5DRnkry0EmM7EFVvy80TI3+ASIw3tb2f+G7ASwwAbag9WaJzLQhbUzmeUpwkDC1ivEWfU57heQtLaQeUzjnWBg+GwvJ8Je1PLIrX1vtuPhZzXSmtcc9ItdwbYfpkTpztfodGSbfBq1hG9N76NaGrx7pFZCEoVX7waMQb5i6wmvyI/iS9Ela/sROf2gWf7nvDa/AGcLlMry3sBSDB3Et+dJPNgve7i+t36Bq7VU9AtNAmDdxxBUFIJekZlIiS9HJG9ZMd/oOb362a/fLdPXvU9cMFKpJX3h3t8ITxkp/+cbGg5IL8DSJzqs/Rd14rqfr8SAPp+hAiEG1/Bc/cxtM+Opwk+HDPenYTEoZFYtH86ypblIm9KIlbtmoDAoR0QMK49hq3th4oJpdhOAfHW6UkInBSGhKVJKHozG9tOLUfZhjwce7ID68/NQvKSeJRtKcHwtyuw7vAKZM6NQ96OIJSuT8CBm+9g0OICJM7tiYx1YchYFIiipTE49+AtfP+ng5h3biQWXx6I9++uQvfBkWg0dQo8zz+lP/0I9Q1tL/0T4rMfFqKLiS8CQB21NWC4hwpcKxpkHVjXmwam59FYe3JtWYcC5rdAjzfnV9wWRU8B8AsxL514Upv8hC4pNILqJDWIZirQHkajNYhw0SCuRS04iFPXKty289Zzxkk6Hea8FuhlGHkdwVy2BlM+vRxV/gvKEmHiKPyl4ORokHMNQhZn1iO/E3e+8BAut76Ce04fdIlMQtWOz9BNfmQTl68+zBGZR21M8scp8us7/Ya/rzb6RiCNpnknvyi45dfA5cozpX3kCTwhl7uAC9CdbRDN73zrWziPXYKOftEYsusYCT8A3cPT1Ou/I/IoaKQeESq0JhT55bNdfUdj5Iq18AlKgNvI2dTSX9F0Z9vZB02paH2yCAAZQ4bbu1RK4CkhwHYQIgBks1MggkmslAYs2/uDy+jQKwXjNw7B5H2jkTQ0DFN2DUPR1CRkTY6BT2krDF1fgw0kce8p5ZizbQBmfjgYIZOjETkvHFs/X4I//flr3PziAn7zh/v41R+vYuiWfihdlYf+20ux9+xbyBybgdxNfup9AJ9c3YvEYb6YfKAaF397FPsu7kDW/BBsODoR6z+fjglHK3HozloE9AuG96QpcL/0JeSDJQ3PsK866eVumnpQS8EguPTZfG6CjJkOGUczfzRocQ7XFGFWcrZxHG+u5QY61+tzfZH81DAq4KEmAOTcADPUFgACdlAnh224BqOh5mt1zjJVXnVtHP9baO0WSLnSXlW+QJWttd9I77gftrCJf0H/DNiWqQ+yLGpLmC0sE8NJNms/BX2C5Dl+N/GZrz2F68efw6lVV2ROnIuChVvQKTgDfknFCMmsUNpYnuyLk9twZvKXEmVDkUytH0PB4dnRD65bP1I76bLTLHs8ssmrNCsXnyvrdmeY281v4TpxOdr3iMSQPccRUzIcXUNTESxWRm5fRMuzBIr8wxX55TZf4egZ6Dt9Ltw6BsFz10E0vEyTn223kp/91onewA5WAUCIaaxDCQBFGpYh7SUMK8D5+jN4fXiRFkAcJm8fhok7RiG6fwT6LS5GytgAdM/siJqZFdh+fA2qF1ZiGMMXfzQOEeNjED8/FqUbs3Hs+gc4e/tTxMxug1UnF2Lu25NQvjSLpj/znd+Ayim9kTHXH9tPrMD6A3NQOjsRH955E4cf7sbj7++jaHkyhu4tw4gPKmjq70Ls+Hg0njACnue+QP0zbP9p9oPt11waQoSAGRxvDUxrOZrAMbOC61vBNtx+XZkJbia/wEij1qriifD8oUF+FiiBSvPrR5VIz2APCTeIoaNuS8EEB+nqTGvCC9Oay7QH4/8rOCpL4CitDWwH/eXxBCffIgB4rZ4A49i7igC4/wPch89G0/bdUbP3Y0RWjoG8httf/H25vy8f4dC1vvpBj05++Sy3mPypovV9I+BZSK1/9UtqIo4X51p+cqruIlALqZdPsG3u1Naet76D+9CZ6EwtPnDnIQSkldPFyFCf3w7PqVLkj6Vgkdt9yYr8w9Uuf1hGCVxSe9PXf6L8W/NiNeZJ66vdeMi1GcwrR+O5AI0s0l6xBCisFGgB3HiOJvvOoVtONGbvm4wBS/shviIKZXMzEVUUjOiSMMzYOxrDNvVH8aQM7Dk9F7kz05AwPQ4Jb0Qi/o1g5C9NQca8CBQvy0LmnCBsODEZo94bhNXHFmPcguGIGxeCT+9vx+jVVRi4thy9t6Ri1icjMPfAFORvSELlmwX46Is3UTo/F96jS+F++jHqfU5Skfzy+xND4xsbmvYWXp3Qx+tlkPGT9VJrPekw79Vp0Px8Q6nXJ/nrKfIzQmlPIf5lFqxu+bFwLkTlQ+uwmPsCia8LlnRyruOi3bUOs8mumfBCAHNaoywD1vRaXRrsiWqTToXZl2OP2mU4KkeDaUw4sPZlW+IMqL4zzLiNasDipzGeUIRh+Wourj9Vr+xq2CEQ0dVDUbXrY3SJ6gXfuF4ITC3XfsJr8feF+Br51VN9JH9KxShEZpXDq6M/feWDqH/tGRehRkp1F4GLUjS+3I4TQeN+/iEaU0A0Su9D4VKEms0fQr77L5//kg9+KPIXieYfgsTyYQp5wyahavp89aMgj9V7aFl8ycWuaSql+aVP0n8FYzy1c+1a63etRWwig6El5a6Beu5BWSp36KJ8jcbbKaByQjHrwAyUjC1A0oB4DN44AGm9ExCRFYh+S3ojZ3wadh6dga2nZyBvXhriJkYhaWoMkt+IQAYFQcasICz4pB+u/7AN0/cPw+T3J2H59tlIHB2Njx5tQuGUTPj264GURZEoXZ2FnLXJyF6Vih0Xl2LW3lFoWhOPJoevkUiP1OZeg7PkkCK81m5Fers+Gte1YBkrGTfzejPGzQ52eQQ268sGbBv5ooHkv0TNTwHwC5l8Z540ZEDDy1x4BokN2DRAX6AMt0etPPZhhEprlGEHZx324db6TWF25ZrTmGFfhnFthjm9GY7IX1feOstx2E7ThOkTr5XHRU7iO3MhOT8QrT8Tni27kPj76XdOR6egVPglFqjn+Q1/P7aQpDe0vv5cf0LpMKSQnG1p7nv0n4CGN79WGtUgpXYLUcjPI6/dqLHcrj5D0yNX4e0TicT+41C5eCs6BiShZ2wuya896CNP+cnvBRKp+eN7D8WAecsRmJgHN1oIHhe+UMQXV0vcFnWbj3A0Vg7BtDIOZiGgxkXC2U6N/NJuaa+sE5Lq7o9os2gD4vrEYd7+mYgoDSHhK/HG3nEoGZ2J3vOL0WtyFuZsGYJzD9fhg0uLMPe9wRixsQRD1uZh6u4K7Lo4E6efvolLX27A6qPj0W9zJTZ9tBh54zKx88oyJA+LxahtfTB2b29UbytGxspkzKCQ2HFuJdpXBsF73ydsi+ylaO0UWMx5vQ8WmOfd3G/TOFjGi2vF/lxLo+U3lKShKM1C1oChwCwQi16BFooi/yNH5NcSqSMz2RdmXDvpaRxCtJdKZ3eu4vROKVBT2EALN+qwwijHBJu6pK1W2KRTsJZl1Fs7jQZzOXWXp7XVev2Cdipo8ebxs5hxcq5PsJqLm8/heuAcGjTrhuh+I9Fv9yfqVV3ybn350k6Y8Ty//nCPZu7r5Cc55THeHqHJ8A6MhfNRaqVLT0h+tkEnv/jimsYnkRjmdu4hXB/+gGYrdsCjWReULd6MzOFz0NFfyN8LwSR/ZF41YmldyKe9ZUMxf+R0YjJc2/ih6Zb91PpiWbAPqg69HqL2XNYeE4GNO6DDMj46oVS7dUjbG166D+/r36D9sOGomFmEYStrEEmT/43dwzBpRz8MoLleMCUPwxaU4dC15fj08mIcUz/0WYVj91bh1OMNOPVoHY7dXYlzT1Zjx4U3ULQkG1uOLETRuDyMfas/csYk4d1bi3H40XK8cWAYCtYk44N7G5EwIAzNF8+H6yX95SUcQ7UHJX2X9ppIbxVoel8NmPuoj4MZjnnwarDUYYGY+lzLBvEvPUI9Ib/sLDvpgQ1Ifk06sBDCyGwu0FKJnsZCQjtYzAz7fD8LLMvmXIe5Lj3MqEeR1WiXkd5ShhmSzpxGyngxzGnrLNMBrG3TYT/xbK8IJOXv3/kGbqWj0Kx9TwyiZkkcNAUdAlLUxzdFC4db/H39l3w68eU3/CkVIxCWkg/vNt3ReN0+1Lv1ldL68uyG1KV+aceF6EwtIVaW2lu4+hSen12Ad1AymnQMQtWaPQhMr1A/7vGnmxGSVsr6qlkPyU/hktZ3FPrNXYo23SPgXjYS7te+VKa6Wvgs00J8o2+1YIyL3ZgYYD4zrBpV06ZiVQj5XUXT3XhCi+UGuhbFY+yGIUivSUDFtF6YvrsPBizNR/msUpRPysO+M/Ow79QsvH92Lj66sBCfXl2KQzeW4/CdFST/Kpx7uhr7rsxCxpREbDw0H1VTSpA7MR0lM3Px4Z3F2Pv5GyhYlYClJydh4tYBaFUZi+YnZGP2MfuqKS55u7Ih+Gz3O0xw0FfLGjBD1q99mECEiKHhHeU18U2g/V5H8/eF/GLqq80+IT9h1fyXNfKL76+gCGSCXqlh5itQ+joxrRVM5yjvC2Auz7i2TSPl6ZCyVfmmo4I5rV0eQqwUc7m2ddqmNawe+/O6YS1Xw0viOYYGRLo7M8xZxo1zUO/mU3idugbn1oFIHzMV1ZvfRsfgdPWFHb+EAnWLT+2852ubffHi6yviD0Fy5QhEZZWhSWsfNJm6DK43vkJ9zq0S5EZdivTERZKI165cFG4UNu6Vo9AjKA75ExajtV8C2vnHwzcyEwGsM5x1xtLFSKCQSexN8g8ahx7xeXClZdDksytwvvIFhQrHV5VvhdJcjvptDrODoXQsaQX6IhdCKcGlBAD9f0I2LF1ufYv281dQKEVh5Kq+iCiMwOCV+ahekIHq+b1RMDwTb342DTsPT8eeYzOVEPjw/Fx8fHk+Pr6xAJ/cWIjD9xZgw6HRSBwehzl7R2PUnGpE9QlH5aICfPRwMWZ9OABFa5Kw+cxyhJZ2R+uNW+Bx5XuS/xHHkeA8u1wg+XkUqHXFthskNPpinBvh5jj7sRDLplaY4qBOfh41098uDWFRvBZwHZAvSsErJf9ICYBfiOkn7yAX8iuz3yCYAWa2h4U8jHcEW2LaXxvlaNcaMW1hrZttUudytMLJcq6V8d/Apr7/V6D3W00c6+VRxlBbLOwTzbDX738FtxHT0LhVNwzY+g7CiweiQ2AafKNzlckfmin+vry8o4Zan+Q3iE+NH51Xgaatu6D5iBnwukE/n+U34NxKnWZSCvGdL5FArNeVcL7+FE4xmUgpG4Bpuw6rt/a28o1RH/foGpZGAZCPSNar6iwbpJ7ua9A+GC22fgSvm18rM9ywWlz0o7YgjT6bx+Bl0MdIIGXoEOKbye9KuLNeb7oa7iSffFyja68M1MzNR2ZNPJKqo1E4JQ4DFpYjr386lr89VpF/96Fp2PLpOKz+YBgW7OmHmdsqMXlTMaZszUe/JVlIGpmEYesrMXXlAPhn+WHo8t54/84cFC5Ixqx3h2DkgmL41mTC8xzH7AKF3sXH6kdSrpw/V65F+Xm0Np/W/litRjnXYOmbub+WPIRa8zr0cmzAvBYOmmAtRwgvsCowC/FJegv5bTW/RipJpMgl4UZmU0EGFHmYzkpGE1ReR7AtwwyNBHbpLWU+soMerqfTnlOwwqYMC+zrs57b9s1RXkcw57HC2gYjTD9Xi0CD2uNgmIydCF8nauD66/agSQtfdIvKQ2iv/ugYlqGe5ZcHewKVyd8H0TTBlckvj9vqpn5cQTWatvVFk/4T0Ege5pHyhPiySAiN9AaE/DzqC9Xl9ldwz65Ej4gU5I1bhA7B2ZCPfMrrwOUrv/JxTrE6/Fl/7rBp6DV8OpyD0kgACo8LNHtZl3ogSTQf+6SRX++npf8vhqO1ZRkr9kP6YhUA2p6FQX5vuaV252u0XLMN8b0CUTMzB2EZwUiuCUf/2YXIq07D1DV9sfK9EZi5pQbDVuSh/6JM9FuYhf4LczF4aTYGL89BzrgUpE9IQf8NZZi8cQCCkgOZjud7q5AwJhwrPh2PuNIu6L5lFxre/C37SeJzHcr7+t04BvJmYWcqT4sC1PthdhvNsPRPIOl02K4vA1oaM9TaMcEIN8qxBdcj26d2+dle+fGUMvtl0hThHJFfzh0WZmqIKa09DBIqiaPyGWFGfvtzE4xyLOevTvy6YK3LDKMc7Vzrm7VsR9DK0tL+LJgmXk2YWigcf06G063nqEctG5NZgvI31qNJl2h0IvnlW/jyxt2Q9DJE5vZBTH4/xOnkF+InFPdHi3Y90Kx8GJpeesZyWZYQRSe9mPcGhPwuYvKro5CXZL35DG57P4Nrm57waB+CjjGF6B5fBL+UMoRT0MSUD0ZSv7EomLAQ/easQrfgZLjHFMD78lOWx7oMISJlSb+kf9I3Ac/tx0DC7cMU9LSWfArUZDrp1aafhfya3+9Od8ObcL/1BTzuPEKnPqXoNyYJiWWRCCsIROkk+u3D0pFSHobUvpHIG5mMgUvzMGRpLoYvK8DwpQUYvSIfw1flo2J2LkpmZBO5KJ+YR2snCsF9QhDctzsqF+Sj//wCdEzjOM/dAteP6e7QrXK++zU8qP3duRZcSHyD/GaL1JjzOiFpbGCsV/O1Od5atiPYpzV8fY34duR3FYktRLqiwUmZ/2awUKNDRqd4tEg4HU6q48yvw0JQC0xp64Tk1Y4qD+uX9phhtEtdW8oWWMuvBWkzIWXLtapDv7aBhNn0z1qP0TZLmTIuOtRGKcMMSLzlmkQzT4pqh6GFGS9ocPUx3Gi+unYLR+6AUSidsAgtA9KVCS6v0g5ILkZEJk1v2XWXD2XS5JdHdxOL+qN5Oz80pknenFrQlWSUW2EG2V0NsC4Fnrvp1/IVWze2RbSXM+t3D8tFdI9ItO8agUbdYtAhPAe+ySUIyqHAqRiGsLy+aN8hEJ4+wWiy+X14Xn+uzF0XlqPAsqQvxrgaY/7zYTVdDctFaXwelTBTxGfb5Xj1CbyuP4P3hl1oVNkPTQKikJcVibLhsfDP6EGyJ6DvpAyOWQiSekcja1A8+s7OQu+pyaiYlIiKCUmoGJ+EXmPjkDo0EnHlkUgqjUFOZRKKqlKxcHYR1s7NwcH3BuGNmbnomhSHtrSGWoXlwyNnELxW7mH9X8L12hOOJ9snHDAgY1BrHKRvZujjJTDSvwimtNZ8HB8T1F6BnlZgXZcUIlzLCldEADymzy8mGxeAEwOchPy6ENAEAcMckExVXguS/iWQNHYQwWMDR/lsoLdJwPQvgrTXNkxvZ622OwLT2dSrQw83k98iBJhPYDNhAstEaRCSCGHETxRzUcbehf6zc0wuYvPKkDVkOtoEZqFdSAZa+iagg18S/GJozlL7iwCII9nDM0rRok03NKcV0PostR+J73HuHjxIfneSxINwp2Yxw0PAdrgTHqzbk9dutDict3+KtvTzD08cg48rKjEwIRkxPULRvYMfunYKRDffcDRr3hVNhk5A4xOX4HH7uSpPhIcSInpfpE8yh5bxpnCwhT4OAqa1Wfy1wMUs0ElvIT/rdT0vZvZj4j48afG06+yPzAFDEdN/BIr9gzGkJBGhKf5I6hOOgYtzkFAeQSspGun9YpDWLwpJJQFILgxAejHdg9JwVPePxdJRydgwOBkDCuKQkRGFrWPysad/GnbUJOK9EQk4s7AXJhRGY/jMhdhw+Dz6jZ2Dzp2j4FEygnP/RH1XwIV9lvVrEQLso+O+aRCLyYCxNn4ODOWhhK4JtdafWq8G6PNfeVyb/A3NUCQjJI6wkt8KyyTXgjWfgl1ZZjib4CjegjrKEDfAPswIt7bRCDe3kTAvTPs4BeYx6tXrtu+/ZVB5rqSrCZbBt5RvTJCMueYnqq/QcA4aPPkBTvPXwatxB/gkl6JTTCm60LzuEiev0s5Vn85q2yNJfXm3W1wveLfujqZDJ6PN+Sfwpukpvq8nie9FjehFkngSHiSPIrwOIbsnF5on6/RinBfn2ePpr/Ba1ST0SkjBs3kT8Ifxg/CXGYPwqyn98Hj6IDxb+wbWjxoC9x6xcCfhxNR1ZX/lY5Xu7IsBJcjYTwv5zWNrB7MLpYVxTHQYGkuB7VV7I4TaT2CY7DGI5nehn+80cg66dw3FlB37MfittxGeVYj+/v4YFhSMPmGhyEwIQvXABNQUxWJicSJmlyTgjdxozM6OwhweR+ZGYnzvOAq9DJwamYjPR8Xjyow8rKlOxsTEQIyL6IZxkd0wOqYnxoX3xPgIf7w9qQobNq7HoS++wYb9x9GxtR/cJy2H093vTORnn9Q4WPtk7qP0We2VmGAenxfCGN9aYLk8mtendR3yyPUraEjSW8ivTRgXtiI9Ewr0xS5HBbtF7wi2DRGiaEeVVy9PCzdgTus4rHY9RlsMmOLYj9ppTHHmwTPOTRNipDHyGG0xS0xLeRxoDca1o3DjXCZFmxjNuuEC1heIyxVN87tyMpwefQW3vhPRvllXtKK2bROVjx7pVfDL6IOArCqEyuex8wcgd/gUJFUMhhfJ2OzkbXhe/gJen9+DN0nfmGhC0jcmGpEsQnBPBY30XoQ3++gtcTe/QCP6/6473sfr7SKwYcII/G7WSPxl6iD8c+k4/OftVcDxd4DHp7FrxhS4hqah+ZVv4H3vV/C89lQJEE9qN4E74SpgmKb9BY4WtYw1x8Yy3nI0xt8Ets8K0f5Mw6O2YamNY/2bT9mmFPQeOgmLz9xHQGYf+DTrgF49eqC0py+GRoRjZHwUxsSFYUJ8OAkcilFRAdhMsl+blIv743JwoH8KquKCMDcnGDsqIvHhsFicm56GdwcnoiSgB4bHBGFcQgAmx/tjSlQPvFUSg4ND0pDRtj0WbH4bF7/6DvnFQ9AguRyut77RlQT7aaf1bfqmh5nHw4BlDZrSWsM0qLTsvyUf61FxclSQc1soIcC21SY/I5yl0VeZUCDmvjL5NVgXPws2QzpnhnTYHixblWGUaSrXMSSPDlWGg3oVrO3S0pjOVYeZxg5SnkY8DTZ1GTDCFfQ2WdqspyHszSxHMNJoRKCmYhkC0ZryNl4Xlmto0IbPvofzki3wauaHY4PKsbE4D23b+cOraxx8UsoR1mco4geMRfa4meg1ehradQxG84KBaHrtudLmjUgKIb2gKa+bcNEIGhONuDAa0SVoTK3dmBPeWPzkh99o36kPy4Jzi57o7JeM2xsX4HcTa/C/M4fiH1sX4x/H38dPZz4G7hzDgeUL0ahxJ7QMz0Qbarmmx26h0YMf4XXjGbzYfnfpE/uj9VH6qkP1XRd4OixjxLZp0M17gfit+tF6n/sew7RnE4y7FLKeXrv3HG60gLIrhmHm0esoXvEOwvuPhX90Ivw6dUVKpy4UAt1RGeKPfhFBmJgSiukk8oKUYKzJi8KKnAiMjAlEnwgKhfRILC6MwcyUAEyMo+UQG4rBIQHoFxaMyrBAFPfsjAKfdhQs3RDRPRhVg0bjvXPncfTmLaRyHlyLB9N9+oZrkJYRx8DY+DP6Y/bztb4a8bZwtG7tYUkvdehwzBEzhPw6T6jkZY+pPgXAL9yoIV0Y4HyNAuAaFzkFgAWy8A2wECdqKnOlBpGcGe7MNNrROK8bNuXaQwaPx5elNcc5TMtyrNDbKWWb202Y+2OkN8qzgGGysGUhq80tQvPXrbCGkwimcDfmU2A5bhxnt6uEHOX6zjM4P6e5f/QsXusYi6mZacDicfjt3OHYX1OEqshY9PAJR0e/GLQNTlBP1TVp2g2NI7PQ4qOzaHT1CzTl/DXnRLa88gStrj9Di5vP0fLWl2hx50s0JUGa3n2OFjeeUijcRdMz19Dk4Dl4vX8QrrF5CIvPQfzYhSgvKAe2zAcm1wBLRwL71gGnPwKuHgUensWH0yaiddtw+MRUoH0THzQPiEOzSYvR+PB1NLr3PTxvfgkPtsFd+sZ148qjrCklEEywzoEBXnOMbIWDRn4zNNJrUAKF+eo9+gau45ags08YZn92GlXLtiK0/xtInbkCSZPmIKpymHoXQWh0CmICwxDbuQfi2ndCrk83pHbuhNgO7ZHfvQv6BXZFpX83ZFNYZLTryGNHZPj6It4vCImh0UjNzEd2eQ16j52Cies2YdUnH+Pt02ew88RprPvgIFp1i0Gj+Rvhcvtbrh2SX7ik99VKbOmHdrTvrzYmGmzXomOY09fKJ/w0wbDkhQ/aOTU/56Yhyd+A60UjvzSaASIAnBmpJWYiBTOJasMykUznCFKWcXQIoyz7azPM6XVoZUpbZbA1GNcKdmWYF519nD20/rBMamgNQnqOkyK/Rm5jo8sWosl1P5iTIRrRQ8CJ8FSgqUy433oC93tP4bXpXbhUDcf/+CYiOyAGv547Bn+eMw7/WDsdf1s3Bb+eMwLfTRmK8qAoNOgUhhaVo9BxzR60vfYtmt39gccv0I7ltT9zA+2OXkbLD0+i5Z5DaLLhPXjP2QT3ySvg3H8GXHIGwTWiF1x8U+DaNRae7YLg3qQzpmz/EBnj1yAisRizSiqxrbQS54ZW48HCN3Bv00qcXrYUC0dPR+DAOejwzl20+/zv8N9wEt2CU9DcswOadolBy5Hz0fSj85olcO8beHEdeSghYAg63SoQGGNrD46XZiFw/HluwKLtRFuayC9z0ODWF3CXV5q3D0N8fhnGbd2HLvF94RPXByFFI5HEduXPXoeyZW+iYulGlM5aieLpS5A75g0UjpyCMqJ46AT0GjQGRUPGonLkNPSdOBf95q7G8PU7MGPP+1j8yQmsOX0ZG89dxaqDZzB/zwGMWLgBoxa/ibeOnEFW2SA49YhD45O3qCy/4LrTya/3ydwX0fY2pNf7ax4HR2vREazpWa4FejzH2YBBfoPLssvfkG3UyC9mvyqIZBHSi/bXNb41o1aoYVobcFTZy2Au0wZSpvncAK8dlWOFTvRaYJy0zQFsyuegmWFJp5dtS34r1CYdJ1CB+Swk57nAk+dezOfJMmRTzVvA8W3E8fW6/xzetx6icZ9xaNI6CG2jS+HTPgLXxvfHX0n+Py6YgL+vn4X/7F4OHFiHb9fPQ5v2AWg5bQ1a7zuHpiv2wX3CGjj3mwKXwmFwTqpC/Z6ZqNcpEfVah8O1eRCaNvdH+5Z+6Nk+ELHdglAYE4P+OYmYUZONnZOrUBSbgE6xOVhy8DxC+i9G84rlaFy6GB1GbEWXwRsQMGA5QgYvQ+CUbei28waCzv0FQUd+j4BPf8SU+//AWwfOYOGOt1FQ0A+t3DvDq7kfPMtHwvOdE/C++x08KAQ8RAiw3+6GJcCj0v4UgkoxcJxstBfH0kx4W9iSX7vFyDl6+BUarX0fbk26oVtUKnwz+6N7SjW6JVSgS0wxukaXoGdyJcILhiCx/wRkj5qJypnLMWj5ZgxavQ0jNr2DEVvew5gdH2DKro8wZecBTNj+PsZsfBvDaUnUUHj0nrwEpePmomT0TJSNn4O+05ZgwqqtKKPgaOjZDi0ojF1l85HtEYIZ68VMfOmD+VpB+izpXglGelvYrl99TXNsa0MjviK/EJ+oT/zCVRpMKOLXYfZrBbACHfbmhQFNG8u5kdc2vnZ+ax0Cc4Pt42xgbqM9HKWXumQQ5VwGTm+HBfoAaoOqpVMLVEEbH+WvC+l5FAjhFRgnms7z2mN4Xn8Mb9lIk2/r3f0STe5/haYPvkKzBzTDqelb3nuMpleuo0lBNZo17474RSTX7HcxODIX/5k/DH+cMQJ/Wz4d/9i2FP/euxo4tBXzawbjFy0j8QvfXvi/2kTBrVkwWrUKQpeOYYgOjERBSjxGF6dgydB8bJ1YjGNLq3Fp3WDc3zISX++ZgO/enohfvTcR3+0Zi+93jMRv1g9ERs8gZIx4AxO3fYouxXPRY/Bb8B+xE0HTDsB/5QUEbLiBwG33ELbnMfEEIbsfwW/XUxx78Gs8ocZdfOFX+ODbv2PZhW9QtvFjhOaNQvNGfmjauBu8Cwah0Y6DaHzrW3jdpSXA8XHnOLpybpQAuErNLeC4K3DMLQ/IWECyC0h27b61mfz3dctLcy0aPP8V3Jfvhod3ZzRqHYhW3ePRMSIHXROK4ZtSDr/UCvinyteJNQRnVCMspwZR+fJasmHqU+Op1eORMXAyModMQfbQ6cgb/gaKRs0i2eehYtJC9J26CH2mzOf1TGRUj4JvZDZcvTuhxbTlFHbfqA01y7qRI/ug1pTedq397JcOi9Bj/zXO2IPpLEcdalxsYV631vVsyyMbcJ0KGnCtKvKL/+nCEycuXE3zC1hxnUSqG3V3ROAo7lWga3KjTap9L4BKb0AvQ02Ifk7IQFjijPbZpXFmXeIKudA3cqZJ50oT24P+tNdtau57X8H7wdfwePglPJUm/wLel+6i8dlraPTZGTR+m4ufWsV77jp4TVoE137j4Jo3EE3zqtCU/nurjoGImf8WkjYfR/OBaxHsm43L1QOAWfS3180EtlPr71qHr5fNQacuERg+oBSHFg7B2flVuLW8L569NQS/2jUcf94zFP98Zzj+vnMI/rhlML5bzbhFlbg/sxxXJ5bg/Oh8nBqSg2M1mTjUJx2HK5LwQXE8OrTujmHrdqJm0S50LF0Ev8FvImjoWwgbsQ0h0z6E/+LTCFxGq2DlZYSvuYGwdbcR/tYdbDj6FEXr72LR9d9hydVvMOHil9j+u3/gNwDOPnwK//hitHFtCZeWPeCSNwCNdh7keNEKuP8tPK7R1eGciCWg9gU4xhqoyXkUQWDZM9IXtAUGaQgr+cX6eox6t58y7j4a+6WiM0nZ1j8ZTdoHo7lPFFr7JaJjaLr6SbRvXCH8kssQnNlXkT9OrAFaK2lV45BZMwnZg6YgZ8h0jfxDpyGXwiCjz2jEFsijviXoFJyKFp3DWXYY3Cnkmg6fisb3f9C0Kduhdvpl3ZjJb0It4jOdVcFoUPn1oyNY42Rc9KMFdkQ3g+NtEF9pfhvy0/5X5L/ODphIZPj8AnMjrDAIpqWvDfv09nCUxxbSYBtyK7CtNrDGqfT25XCgHJlElnAZSAOqXRxoliO78k43n8L55hN4nrkJjw9OoTG1mteafXCbvhENRy9Hg/IZcEobBqewUvp/uXBunwi35qFo2jQAnVr6o0dbP8T5R6KqVy4i/MPRnMQPn7MdCes+g8/A5WgzeTdajtuBkNRJGJk6EJNyB2IUffS+6YMQEz8AHm0iMbumF/7w5hB8t6o/vlhUhdszinF1fD7ODc/Fyf7ZOFqThcP9MnCYJD/SLxNHeX6cOEGcrOGROMLzozWp2F4Uj7adwzBv3yHkjFyE1r0WwH8YST9sKyJGbkXUuJ0In/0ZQpacQ8jySwhdfY3kv4HQjTfRfuUtVL7/FFd/9Uf0/ugporfcRsr797H80a+x8ss/ImvYCswfORLT8mIREhSOBs17omFGH3is3wfvy8/g9eAHeF1/QndALCaSV0ArQBMAmiVgkF8jkQGdODrE9NfIz/nh/LuLpUVNH1zQH5lz3kS74HS08U9E6x7xaOETieadQ9G8UyjJG4qWPmFo1TUcbbpHoV3PGLTvGYf2TNs+gOCxXY8EtO4ai+YdItG4dTAatwlCs04RaOOXBJ+YfMSUDEOjTmFotOk9ON/RdvjFf7be5tPaa09+JQAUuLYMcG0asKxVR+vXBizfDtY1rXNW54HlWg9roMLtyS8EIvkb6uS3SAqbgh1BK1g1iuktMMKYpm7UTm9trF424xxD27SQc4P8tdMQtcqsA5wIixDgtZTnzAl1oQnvfPwamuQPhrN/AV5vFQ/nJpHwbhpO7RmBwI7RSA9OQHlqGsYUZWLJ4GLsmFiJk4v74/q6ATS7R+LX+8fgX5+Owm83DkVAZz/4j16GuC1nSLg16FyzEl3HvIWuSz9DlzUn0HnxQfRYfhpdV51H4ObLSP3gayQuPAaPtqnICYnB0VHFODG8AMcH5eHUwGwiB6cG8aiQiVMDMnFyQAZO9TdByE/iH6kWAZCCDb3i0a5rDJbtP46pG/aha/JQtE4cgc4FM9Gj9yL4V69AwJA34TfhA/jNPIaAhefgRyHQc/UNdFt3l4S/ibytF+G37g4iKAjC3nuEoM++Qsdxb+KdfQfwm7/9DgemD8Jfto7C+zNqkBsVTpO8I14Pz4bHoi3qWXzPh9+r24SeJIwSBBQANhuDhK2W06CEgq49NRdMM/1d73+DJlVj0DE4Gfkr9qFbbDE6haSjS1iWeu+hT1g6OoeloWNICjqEJKNDcBLaByWiQyAJH5iEDkEpzJtK7a7l6RqRi+4xBeiZWIyA9HKE9KpGRMlQ9J21AkNnr4d75yg02ncUzje+5DrjOmQb1L6ZrB+1jjSyq8e+9XPzGrOsMwV9/XPNGZC1a7Om1fo1g2U4BOOYXkiuEd0KLUz390n+ejzWIn9Dmv4KKhMLfCFsG20LdswGRphdOourocHcYIfQ26ftUZigx7+4DK3NjgeObVOTopUhd0CcHtJn3fwuWjXyxbTKApzdOgbnNw7GjdUD8C196D99NBb/OTwOODEJODyRPjqxfyz+uXso/ripBj8u64MvZ5fgVzMzUR3hh6jyQUhb8Da6jd6AzgPXwGfQWvgO3wTfOR/Af8UxdF9+EsFbLmPixe+w7PZ3mHf9Gyx49BfMeP8SukWVISc0BieG5uDCcCF9Lk4PFGTj/9/aX4dnca1t//j+4/t73/3sChJF6i2WhHjwQFyIE0+IAQmQ4O7uWtxLi5XSQgulUKS4uwUSorhTrGg4f+e1ZubOnZDu/TzP8XIcJ2NrZtbMvT6XrFkz2ds5nKATfiUNeE0h2N0pBLs6tsVO6veMIKyO80MTuyYI6z4eS/84jrmb9qHrqFmIYPgbkTUcSQOnI6bfZITnTEBIl3EI7T4VQT1nwqvbTDTrOgduPRejXtokNB7/C9w3XYXnjwVo+e0hxKX3w617d5gAABs2bcKhwSnAVt6XP4Zj34IsdArxQp3adnjPJQiWg6ai9tYTTJ9uotZZpk78XVQ6wN+gvG9Aoi+CXikaMMYSGI9Ra8qTqkvX8PH4hfjkKzfETV+JJhGZaOgeCLvmYeqPmjZuFaH+vqGTVzRcfOPg5p8Ij6D26k+eNQ/vgJaRneDZLkv1A7SJz4Z3knyqrBcCOw5AOFOA2D7jEDdwEkYt/wlp/cbiQydfWG87QcNTwvZS/njPMFYV829j+q6q4kHapzH9e3H/d1S+vTL4pvWE3pDu+enh/hZ+XcraVFpHVa545RD876WXYyXe3fbueSqK9eR+Iu04lPm8bH9HVR2HMq5Ll4RuKgTjNvlR389nvrpsLew+b4yc1t7YMpQNelc34MxgvFnfDXdmJKF0fDIKmWPnjUhC7tB4nBsUjTP9I3G6bxRO92qH872jCGsEXF1aYvy3a9F77Gx82jwOX6RNgX2PZXDuvhhuw9fCfdp2NJ25Bx5fH0LMylP49ngBNl8uxeHr15H/4CF+OpiLr9wT4dWoKTbRkx/pTgPQmeBnhWMvQd/LdXsJugC/p1NbMwVjT8dgGoBgGoAg/JrihzFtPeHemKF5QBZyxszFtHVbsWjLASz+/SDmbT2Aeb/tx4Kth7Bo20Es3L4Pi7buw8LNuzF3/VYsXP8bpixbg6SeY+Ay5ns0/qWAhmwyFi9eidd4i5dlz1D68Ba+7toRbxal4803XYBNvYE9w3Hqm17oExOIenUb4L8+b66eWNTZsFc9IrRWTwiYEvDem8YKGCIoJgn4lKnjVcb4ny/BZyu2oPaXzmg3di68OwxAfXeG6QI+oXf2joGLXzw8JOcPSUOLsAx4Rsmn0LrAJ6Ebc//eCE7vj9CsIYjsNgoxfcYjYdBktB82HSnDqSEzkDxkGkZ/twEhyd1Qo00sbOWvER9hSij8SLthXQxvXhXoVYrXJqrY7iu2Z9XWTe3437RlkzTv/oGJYbN9dW4+OFlA+Av03n7ZoODXN3InLUTglNtNUuurOOh/Q+ZwVqXysjw2z2VcjBGqmB/r/4n4o2nSrs0Ev4RvXC8RwHt5V2G1/GfY1a6HBMdmiPqqGbp4NMWGPqF4uDGHXq0vbi3uhEsjEnFhYBwuDErA+cGxODswGmf7taMBiMYFTnfTWzsw1+wzaR5+PHoafWd8Cw82wq/C+8K1F/Ptwd+jycRtcJu+B8kLdzAk34X1Bw9j0c6DGLbpHDLX5iFtXS46rj4Nx7aD0eQjJ/ySEohjOQz3TfCHUG0ryAS/bgB2M+zfRW1hBLA8xgc9W3nB29kHzRkKewXEwS88DWHRWYhO6oqopC6ISs5GQlovJHcejA70fr0nzMHwxavx7e9/YPuZM1i8aSuip3yL+D6TkX/nDq48vIdzpcVcv4NpUBzhz8SLBV3w17wsvFxCI/BbP+DIKJSu74vJjFicvrDH+7UdUT26M2y/+ZWpwBXYXrwJ65OFqnNQi0rFEEifgB4Z6NBrT1yYNjDvtzxRiI+2n0Stxi0Q2HskQnpPQgPm7w4tw5S3dw9MopdP1f74iHwHIaU7gjv0QRivK7LbCET3Go34fgR+wEQkEvqkwVOQPHgq2jNCaT94GpI5TRk+DWNW/YLmfgmwYoRgdfoqahxlWiiRh9FuKK09CdzGfLmMdRX0P2CpKhbMl43tVatAk4BPvVcBfrEKhF8sRgX4RSwjnRqmC5Dy/xMJZGbLBuzvgq/LBKa2LHV5p8z/C5nOo12XAb8K4yTs5/2Q5/ifpA9C8y88kGDfBMk0AtFfOKGrqxN+7heKPzd1x9sdfXF3aSdcHknP3zsSZyjx/Cf7RFNROMHl7kEB+MrOFxl9RmPW1p0Y99M2xGYNhlNoT7h2/4b59Q5EL9iCb37ZgL7LfkPCt0cQ89NlzD7yEDuuPsPFv57jGkPqzX8C/h1novVnjtiREYYDXRny6/DvI+R7CbmSgr6SAcikUaD2ZWkRwh80Aj+nBGNhXBDGhvpgiL8nBni3xEDvFhjq2xwjfZpjqFcz9PdshpzmTZHm5o5ol+YIbRGM2PgM9Bo5EcMnfY3Bk+ai08CJiJQ/5dU2FQEevtjSJwZvv+2G5wsydXWmEeB0SRbwc09g3yDc39wfSwYnI8DFGdUt6+G/2sTBat469ZqszSXtHQIBXCIB9aSA80rM961ENADWhN/6aAFsCaJ16zA0T+qMqDFMq5jLO7QMJfzyFaRENG2bon+FWD5E2l39uTEFf85wxPQg/DRuCf0mIHHAJKY+NAADp5jgl/n0cbMw4rv1cPQIhg0NhvX5m4S/QKWHmueX9lMOvSFz+NX4erNlVeZ/AH9lVYT7P6kK+MvD/gJUO82D6mG/5NEVwn99Xbm4z3+QEWYYqqqMqLr5Ms/1jsy3/43+3fH/TqZ6qfOwHpwK+NKJJD+qvDZa/TTDu5JHqNWf+a5FA7Rt5Ib2zu5IcXBDzOcOyHZzxQ89Q3DnJ3q23f3w53edkD8yDqd7RtAzR+FotygcYIj+B6cTI0LQvEEbuLeKQ87kJZi9ZT9GzFwK34T+sOs0H61G/QDvOQfgMOMkGs49B48lJzF5Xz7WXLyFyafuoMuWUsSsuICoxWfwccsMdHb3wIluEdjNPF/C/n0daQCY2++l9nB+D6eS7+/qQK9P0EV7MsQ4tMXBzmE4xn1P9YrC+X7RuMyUpWR0Mq6Na4+bE1Nxa2pH3JnZEXe/7sD0pgOuT+uIkkmpyKWBOzAgBj92jcC89sGYSsMxPSEAcxP98X16CHb3imTZZLz9rjOeL8zEX/M74rlonkw7KQPw1xxOF3TC27VdaQQGo2zfaGyblYOENi1gU+Nj/Iv5us3Yxai1Px+2YgROl8Cav4eVEr09IbMl/Dac2hB+myOXCeN1WNL4OPqGI2kW05EWzPdbhOjwxxP+9urjpxLqm+Cn8Y3MHobo7qMQ15vw9x2PpP4TkTRgMpIJvHh8gT+By5mT52PQ4jVo0LgNPpm6FNZnbqhHjdLpKA5U66Ss1G4pEz9/J2Hsv8lTZRn7lktrz5LTa/Pl68pFA0DWxQj8w5Lwy0cRquvwq0d+7+ygHcT8xAJsBWirkLF/Vdv+rcQYifTliudiPanqalpeRltvvly1qqyzfj41xFmHXzqS5G27GscK8M/C26g993u4WjeC15fuSLb3QLqTG9KcXJBi54q4zxujq7MjVmQG4uoaerbd/fHs+xyUTEzGmb7tcIig7OgUia0d22FNSjRyfEPQsrEXQtplYcTCdZj341b0GjMPnu1Ho1bOOnw5Jx+NZ5+H67yjcPrmHBwm74Bzj8WI6LMInYd9gxHLN2LKT7vg3zoEP8b54UAmvT/B25NG6EXp9O6E/5AAnsNIhIBf7B+DQgJ+dXQibk1Kwf0Z6Xg0uwOeEcjnC7PwfJGhznixUMBluM7pX9z2FyGWbS+XZOIVI5w3y7NQ9i3BJeD4jte7glrJ+ZU0gN92xptlBHxhR4LfQcH/F8H/a64umVfqhKdiCOZ1wJtvOwE7+gOHJuP4kn7o1tYbX1h8ivcatYbN4Bmw/eOsigRqnSpBLQJny9+mNqGrxd9JZMt5y7wbsBozG585Nkfi7LVw809Sf25Mff/QPx7NTPB3/hv4xyr4ExX8uvcfRO/P8D+B891mL0eP6UvxuTwyXPYzrE8xJWRdxBhJVKJF0JoMZyIyvPTfGwK9XFXt0iStzVe9TZPBmrkqbtOPQc4/PFVI+Asrwf8O+CxYQcYBKy9r68xl7FPVOnNV47nfFY9XeZ2UNZMG//9AVRxDWy/n0iSdN4YEfGUACP8HbFhfzFoDVxs7tKnnjhzHJhjk1hydnWkA7F2Q7uiKjo1d0Z5GIJPLC1P9ULQsA/ijJ9783Bl3FqShaEIizg6Jxf4eUdic2Q5zE2KQ1SIAfi4+iEnvjhnf/47FG/YhNWcivkqeinrTTsJ+yUU06rkYXXtNwqkjZ/D0r6cM/N+qHnX59/Xi5RjUsgny+sTSe8cif2giikcl4fqE9rg9LRUPvs7AYwL3jF72r4W6FhA8gZLQ/TUnA8/m0ADM7oinnCqx/NO5BJPe+YmI80+4TvSY0D6hHhPoJzQa6rgM6Z9R2vH1EH++eHxuZ9lnhPwZj/HXXJ6HUyW1nufhccT4PJM6zk7FiyVpwO99gKOjUfjjQAxtH44GHzXEh1+2hE3fKfj4jzP46FQx6jLcrsPfpe5xTvm71uHUOv86rFZvhu1XroiZ+g08Y7Ph0CQQTq0j4e4Xh6byWTIFfxb8krohMK03QrMGqcE97bqPNIN/ggn+ZMIvuX8Co4B+i39Ax1EzUbdRK3z06yFYH2c0IlGH9D0o+PNU56Q4EPM2ZcBvEttVxXXkQJd5u6zAiWzTVT4vx9empuOQw6q51STe/kNCXw4/dxT4Vdj/H+GvLK3cv4P/byWV/RsZF/qOuN9/PAfLGfMVyujHMC2b1vMa1Dbtx9Ie3Qj00uEkRkDgv4lPZ62Di01DtPnKDZ2d3DHUwwPDPJpgsFtTdLRzQrq9EzIcXZDh4IqkLx3Rwd6RgPviEsHHtl54+0s2ni3vgCcLUnF/ZhLyRiRgZ7cEzI+LQUJTL/h7tkX3sfMwZ/MpDJu+Bn7dJqNeRG907dEfJy6exoNHd/D48T08eHgXN+7cwOn8S+jZbyxmMFfHshz8tbgzni0mdIsIN0F8Rj0l6E8J+lOC/mRuhiYC/2R2Bp6KZsk8t5mLBuAJjYHSrA54PEvmOeXy49md8NhkFDKV534m3nsuowMuP9f11xxqFoHnvkpfiwg/j/eMx/hLjIHk/2IoWOeXSzPxmhHF62Ud8PobGs2V6cCWbEYCQ3Dzl8FY1DcVzeq5oI67Pz45dBmfFDzG5+dv4PNz8vZiEepeoI5fQp0N21DTrgXChk9FYJdhsPcIhDPhd1PwJ6FleJr6S0faF497ITRzoAn+2F5jCP84JDLvTxpA76/g1wxAIjVsxSZEdx6M2q3CUfdUKdOOIvW6tK3AT+jlJSb1hIJRsopU9fZkgrwy9BWWpR3qeqd9viujrWrL5seh9P000CtKgDfgf1/Bz5XyDTIZxVbtDA9qhP7/TibgeZHvSKIITlVZHtMwKsYyy/x3ZBzPOIZEJoYqHNfYxzhH5WXzdZTxVKPyepGcT/o/JOwX8DX4C/He5Vv4ZPYPcLZuiFZfeaCzoweGuzfBMDd3jGTe3aNRY/R3dEN3RgLpDs5IlUjASYyAE1LqOWNaO2+c/1qMQHdgY2c29jS8XJiGF4szcIcQHhqaiunREYhx80V4ZBeMmL0GS3/ajIXffoftu/7Anp1bsGXjeqxeuQYTJ81Dt+6j0S4oDb18fZhfZ+AlQ/WnCkbNM2veutxjC9CPBWDC/nhWOh5/LSL4hgjlE4FcieUI6mPm+49nylSWjXmZ8rhcfvJ1Fo1CFs+bRQPAdGEeU4X5XXlN2by+HLz6thter+iON2u6o2xtD5T90ANvf+qGtxt4D37J4X1g2rCJqYJoI9OGjQz9f+X8ZlnP+Q00ABt4zzbTGBzpgXV9ElHdtjFqEdZazMUtOvZHtZguqB6VieqRmXi/STA+dPfGBw2awKv7EEQMnU74g+DsSfh9CH8g4Q8T+DNN8IcY8HcboeCP1+FPFPjp/RX8YgR4rFHfb4UPz2PZ2Buf/rAbH5+7hTpnrzD9kDc1GfoTeguq5ilNNdi+RKods02ZnAvLaO3tf5fni1R6WsV6kclx6+28XOXcfHianp8G4B/WtB6WnKl5phA1aACqn2YBXebAVS1WQkTgaxjiekNV7/P/QBXqptfh38jcEFReJ/M1eLNM4o0V6CUdsuC9qXmCVvLyTXxG+F2sBH73cvgJ/gg3GoMGDujn7IIRTTwwlOvTGzoyDZB0wAVpjATiv3BC+/pOmBThh2Mz0lC2uZsC4K9v6AGXirfriEcE6MzIdEyOC0V0Sz+EB0YjOrIjQoNSEe6bgqg2SYhvFYeuvpGYGReJfQPa4emSdObh9PAStpt7b+W1CSr1iCA/mpmBRzOo6czzp6XhMVMCNeXyE9EM7kOon4q4j6QBKlRnyC4h/At5ZLeERmt5Z7xamUWgmdd/3wVvfuiKsh874+16wruB4G5gzv+LiMs/cyrLTHsg29dyuqoj8G17RiqxeLs4Fs9nxeDP6TG4OyUSpSPa4kK/IBzM8cMvKZ5YmdgaX7drjhEhLTEwuDmCXJvA8iMXNGrQGM72zmjTwhOhgf6IjQhEh7hgDO+SgOkD26NpG2/YR6YjfspCODYPh1OrCLj6xKrx+S3CUtEmupPpbx2EZA5AeNchiOo2HDG9RiOuD0P/fuWhv8Av04zRszFi9RY4tomGLaO/D2u7wja+Fz5etxe1L9yAbe412NKT2rD9W7NNWrF9WnAqqsn2VZPtSiTtSzkYfWq0ReUwK0jf/j+UMgA8XtUy4C8k2+L9i/APGVhhwYrX4AoDqvKCssz170irpMBuXmnNAPBYLCP6230riJWppHf3qUra/qZ6Sh30deYyvxbzcmreWDbVnRLgGepbyn1R8DNcEvhnfU/PXx+t6jHsb+yu4BfQZZpJ2Pu7cJ2HO4a4c3tDBwxhOtDLrQmNgBvaO2j9Aon1nRH/pQuG+npiP3PzFxt70Mt1pxGg1yZgZcuz8Hp5R9xYkI5TE5NwYGQKDo9Mw7lxGSie0hkPv2YovJQihGXLGNozpBfYn9IrPyXcT2bQo+seWvPO9NIMvyV/f0qIn8njNqYHL5Z2oWfOwevv6JlXZKNsTQ49c1e8/aGLEn4gqKLvKenAXENPvKYDRU+8KkXTSmpFMuuSCCyJw8v5MaxLJO5NDcO1sW2RPywYp/oHY3d2IDZ08OUuflgY44UJQZ4Y5NMSvbxbIb1ZE0S7uiHEpQkC7JugTQNXeDZ0QetGrmjTkOudm6GNcxN89kVjNG7YBGOy01C6cQiK5C3F9YNwj3qwfiju/cD51X3xfFUXDE0KRe0mQUiYvoTQx9EAhMLFOwZN5O8chqagtYI/GwECfyfC32WwBn9PedxnwC9hvwa/GILsKYvRf9F6fO7kid9GtcfC3klobufMSMSVUUcObJf+ylTgKurk3UadM8WoxXakjABlSfAsCKUBvyGj3ZWLbVqp8npdbIdKldZXToVNkjZuNq95fp2x00Ua/NLIVYef7u0r7GQufUcFHpf/XnoZM6n99O0m6FRljOOaz5er/BhS3nzefH9KHVezcJo1NS+j3WgpU15HXUY5fVn9MPr9sDQZANYl7xY+n7kGTgp+V8Lvqnv+phhBdZKwn/CPaNKE0LuhEyOBQYwKhjVtipFNWyCb3j+FBiKV0UB7pgeJbNjxTAcGe7fG70Pi8XQtgf6lB8Nkhs9MBV4zLShj7lu2LAtlhPXNQubECzrhleTUhPk5PfNzAv2X8sr0yEuyVC/86+Usw2O8XsV91nRBGb0z1hFgemf8yHB6PfWznIth98+MPtZxuprbVhHslfTKkm8vScWrBck0Jgl4MCkO18bHIm9YJI73DsHOzkH4Od0Pq9v7YUmCL6ZFeGNkiC/60Jh1adMCqS2aIbZJM4Q7NkEwAQ5o6AxfGjy/LxsjqL4DIuwcEWPngkRHd0Q6uCGZ3jyH+/TjvsP9W2NisDdmhXtjTqQXlkb74VS3KHr/ADRu5ISfu0bh/NBkHJOnJ93b4UCXCBzoHIF9oqxQ7OvUFseygzAnORh17VoidtwctIzqBIemwXDxiib88Wge0h6t5evHCYQ/pQfaEn551h+VM4zwj6LnZ97fj6G/gn8y2ku+T/j7zVuBjpOWwM65Ke7QcGJbfzzZ1A9rhiQi2MkZNSwa4p+tk2A1fQ3qHrqMWgV3UOvCVUYDYgQYRVKGATAZAaOdGm2xKrH9/ad+r3Kx/VOmsF9fp/J9nkeTzpbh+RX8LKDBbwDE5SpUMRXQQNMuQqaER7ZXKeOYPL6cQ5b1bUaKUVkV9tfTEZPkWMZx9POby5RvGfO8CZrMPLwu4weRH0dJwn7eEyvCr6KiE0WocfkO4V8NR6t6DPtd0JkwC/wigT9Lwe+GER5NMZhpQIeGThjM9UOpkU0YATR2Rg4bcH96uI6MAuIaOatHhRn27kj4yhV9WrbAtj7RePJ9JnPcLLxdmYHnywj48i54uaIr3qwWz8zceT1z5597MTfuQ/UkxAR4AwH+id55Hb3y99QaeuQ1CfTK8QyxOV0ej9eL2zEKCMe9yW1xbXRb5A0PxYnBYdjeIxg/ZgXhuwx/zIrzxtjQVhgc0AJdWjdFclM3xNIrh7Ge/qyvf30X+NDw+TVwI9juiHDwQKyzB9q70vjRwLV3b4Ysj+box3B8sGcrjKZ3nxLQCrPbtsGicF81onBVvBd+SPTB7x2CMS2wDVbHBmF3hxBsTwvE1oxgbEkLxrZ0GpjkAOzo0BbPJqRiTXoEmjt5YHunSOzNDMOujmHY0ylMze/LCsP+LgSfkumhnBBs6BiCevyNAnoMh1+HAWgsf9rcqx2a+Gvwe0ZlqD9wGtC+O9p26KcN9Mkeipge0uOvd/rp8EtnX9KACRi2bB3Ceo6Fb8tmeLykC54sppH9nvd9z0CU7R2MPxhpdQz0xMe1HfAvp2DU6DsZtTYfRa1LN1H74jVYs81asW1ZSvtiexRJOlBDcWC0U71d65xUCOUri9vfkdk2U5+WLvN8X/ipxhT/Q3p/hv3S6HVwz+iVMSAzSdICrczfScpJn0GFdQJtZXDN18tbc7qqnS2fry7zVUnfz+ibkJunxAsUqfxKiVAryY2WtEYk1yk/AD26Wtam8p65yNoQgbemtxdp24pgUXgHX8xcBSerr9DqS2fC76J7fj3sb+Sg4B9O+AcR/gx6+UEM+4cQ/uGMBro7OKOrnZPqIxju7o6keg4I+9wO8Y0ckeLsjvaEKL6hK3o0a4YfcwLx5ypCvIOGYBu9jHSA/UJvLV77e3rmbxLwZm4knjJXvj8hCldGhCJ3UFsc7UVwsvzxE0Pslak++DqqDYa1bY3eAZ7o2KYZYlp6ILyZB/xdGFrTA3vaO8HX0QkBNEyBvJ62TEvauboQ+ibo0Kw5Upt4oBuN0kAfT4wOaI2pId6YHeqLhWHeWE7PvKqdF1ZHe2FddBtsjvXDHH9vrIkltOmsR1oQthPmnRkh2JEmcDNqIMy/ZwRgd05bnOjTDt9F+OLXjFCc7BurBhqd7tcO5wbFInd4PE4P4ZQREX4YgK29EtGKadaWzHbY3SUSu/SXmPbKwKbONACdCT+1V9curmtl7wr3qA4IZQjv2CQEbm0E/ji0aJsMz0jCH9cFAcndEJzRF2FZAxHJvD+m+wgz+CcgmWG/jOxLGTQJo777GW5RmegU7MmILBuPF2bhKaOxZ0zVXtMwY/tgYP8w5K7shlG8Vpcv7PCvT5ri/cS+sP1+B2xyr8L6snzwtAQ29LyqT4BtuKZIteNKEkjZdstVedlMuvHQHLc4Tn3eWFbrDJEhkfCmwS8gaHALUKaC6oQsWIVUPm/0ERgH/J/KAF29L/+fpJfV95X+CaNT0ZDAbnSyGLIUEWADdEMKam4TCfA2vH7psNE6bbRpLTWVvwhTBKvCu/h8toT9X6LlV47IUmG/eHYaAA+B3x79nbmOXl7g78BIYCDhl8eAw2gQujk4IZuwyT7D3N3QniFw5Gd2iP2sIVIl/KV3TXV1RzrDyugvXDCxbUtcnRCEM/39sbeLP9an+WFpoi8mRrRBv6DW6ODZDAlMKaJ5/kCG0W1oOFrVd0frL13hS68XyLw5hJ45wqkJYpsS5BbNkdW6FWKaN0Mn7jvKl145sCW+DmmDuVE8dgxD+QR//JjM/Lx9MLZ3CGPwEIgf2gcR0ED8Rm+8VeCll96W0ZaAB2FnmoDuy6kv9nYMxDqG578TymO9o3BSQB4Sg9xRcbg8Lg6lE+NxfUoCbk6Px/25SXi2NAsnuwQjd0AUHszLwp/zM/DngjQ8nJ+OhwvSce/rNFwbkUz4e2Fb33i0oXHa2DES2+jxt3UMxc5OofhDogCeT2CX15h30RjszKT3zw5H59aeqNOoOT1/b3r9aHi0iUZTPx3+iDT4xHaGfxLhT++D0E79EcG8P7r7cMT1Gk34xyKJ8LfXw/7OE+ah94KVsLDzwuwOoYymCD9TsGcyXkLGN8xnqsb06xWjNPzGqOzIcDz4fRi+HZaCIFcPWNSyx7/8EmE1Y6X6+wq1C+7DhimBNRmyJD/KCHBak7Aa8JdHAP89aWmyxuy7Kg/1BfjqlHyjQnl+CXEFDpNXVhbF/MDGPMEzWy+qAKCxvwK0qvlKMsFfWZXBF5VvV+BzfwN4c+gFdgNsNV9pWW62Al6J3p2yJdy16N0F9lqcr32yGLVlIAlV50wJ6pwtRa1rD/H5knVwtq5H+J2QJWE/oR9KyTSL8PejRzXgz2AkIPAPEs9P+HMIfxcFv0QLhL9eY0TR88d93gA9HN3Qh+lAJyd6XXrhJCdXxHBdkEMz+Ds2hy+9nj/PF8hpuBthbtKCALdGSouWSOb5BrTxxAgf5suBXpgT6o2l9Kgro/3xfUIA1sUHYFMSoSTQvycEYYy/D+aH+2Fbgh+20Fv/EheAX5JDsDmFYKfSWxP231MCcaBjW/wU54sdhPp41wCc7OyPU9ltcbp7OM73icTlwVEoGdOOBioad75OwLPlGbg7JQnXxrbDnentcW9mKu7NScG9eSl4MD+FYLfHo/nU3PZ4uiBFjRA8xwjnYt9Q3J/VAfdnp+H+1zIoiZqVijuTk1E6lJ5/XU/81jcGPrwnF8dk4OLIBBzvG4UD2WGEnxGFGKT0tjRIjDY4v1UMAw3CqpRguDdyge2XTfGlayAcW4ajify5ccLfhmG/X3wXBCb3QEhGP4RnDkJU16GI6zkSicz3xdOnDhGPPxkxvUaiNSMEG3tfeLu3wLX52Xi+uDM9fyY9vxiATmpMxXNGAM8XayMkXyxhxCZ9KXsGoWzXMOya2RlZAS3xqc1n+L/2nqhOo2K98xSsC+7COvcG22Mh2y6jUh1+YUOLZDlPSWpqYk6frwx4eU5fURXKCfzKCAj8hfhA4Ldko7cQsLmi2lkWUqE/T/LfkGGpFJACppK+TBkhjWbZzGSEPCyvdLbob1XDTDUZ+mv7cJ5TC12WPJeViPPmsuY6JQFdn7fhvrZni1HrHMFmOFaXOVndS9fxyeWb+CT/Bj7Nu4HPz1/F5zQEnx6/iC8OnsHHB07ii1FT4FyrAcN+R2TSE0nIbwz0ybSj5yf8wxgyD2RYn0FjMJBGYDDLiHEQz2/AP5TbBf5oev74zxshhw27n6srDYUr+ru5o5O9I3q0bo5JkW0xws8LMyN9sSBa884r472xNsEbuwnlmng/TGBYv6U9AWBj/y01BFtSCQJB3sH5nQypd3dqiwOZwertv0PZUVgcHohNKUE42Sccp/qF44wKsxORPzoZxdMycH1eNm4s7oU7y/uiYHE/lH4/End/HYc/t03Ak33T8PTobDw/OQ+vzi3Em4tLUZa/DGVF36CsZBleX5yPP9f0xZ1x8YQ3BXcmJePuNBqCr1MIdnuCnYyHnD6Zm4LXSzNxJicAuQL/1xlUGh7MoAGgxADcnpKMK0PjlOff2CcKPs7ONCBd8XpFVzz7JhNPFnagcUnHtanJrHscTg9sh8PdI1QUsIXX/SsNwXIavE7ePmji0Byf1GuGOg1a4HMnb9g1bws3n3ZoFpSANpICMArwje8MvwROqZYRqXDyjcUXzgH4uF5TNLV3x/iEYNymd3+5jODP76RGNz6l1xcZoxvVeww0AjLKUR6RygjHVzLceRtTgkMTkfv9EAxtH4FGH9XDvz51R41Og2G7fg9sLt6CRd5N5ZyEjcqprRK3mXNnROfm81Wpwj76cTXOi/ABOfiHlcBPKyBwVT9HI0ADYBQyidAoma8zKyPQKyB5HAUny8oxLTgVME1wUgKgAao197E+Uwyrc8WwPMfwWklb1tZR54vV9+1lvnx9iTY9W6JkRVmfK2U4dQW2BLoWYa5FkEW1CzlfRHFaJ/8aPbkMD72Aj/adQp3Nu/HRms2wnb8a1mPmwJpWuWbmANhEZcHGLwWWzSJgxUZg1dATH33uCsfPHdDqK2d6fi3nF88/jAagk52dCf4BhLtDIzsVAZjgb+yErjQAEgUM8yD8DPujPyX8nzVCN4b8Av0AVzfu44pe9g74sWMYIemKTYR9a6ofNiX7YwND8k1p/vi9YwBO9A7HDoa5y5kKHOsdg7P0jvJKsXo5h6H2tfFxuDE5HrenJRDARDyak4jn81Jxvlc0rq0dgscE+Om5JXh6YQWe567Ay7zVeFW8Fm+u/4iymxvwlsKdTcDtLZz+hrd3NuPt3Y0ou70Rb2/9grIbnL/+C97c2IA3LFt2fQ3Kbq3C23u/4s+1w3BrbAKuj47HLRqA+wL/TA1+0WPC/4rwn+rmj9w+IdyWxkhB3jVIVTLgL2XuL/D/zDTC18UZD+Zk4a/F4nE74hnh/2txRzxf1gkvKJk+WdIBD5g63JqRgsLxicgdnYDTNCA7c6KwKCEUA4L9Ede8Fdq4toBzo2ZoWL8p6tdvhnr1m6MB5+3rNYGHHSMt51ZIb+OHSYlR5DYZ9+Z2YqjfFS8WylDpDDyZJ0OgZdQk6yFDl0UEXQGvL6uXl/SBT69mZ6KMdcZ6pgR7xuD2T0Mwt0ssmn/hgPesG+H/tk1FzVWbYZF7RXOkwpSJQYMx83nz5XKVw20uo7whMk7Oq5GBD8ndPyzpFQXaGlxhdKxJWCAyoNfyBU1VGQLN0/MYupQRoMQAWFIKepaTPxGlid5XiR6Y4MpHMa3PcyrivCbCzGXrC/KRzCu0kFdQK+8acyZCXXgTtYtvU3dgK9OiW/Te13isQtQ+lgvr7UdhvXEvLL7djJpTV6LG2MX4sPt41IgfgBq+nfCBezQ+cGqL9+t5ocanzWH7iTs+/9wddl+4omkDVwQ4N0E7yZVbtUCOjydyfFshkuG6w6eN4PoJc37m2SMItcA/tIkHlzXPP7RJE4LshoyGjVSv/2Bulw6/bg6ODP0d1fywJu5IqW9vgr+7oysGEP6BzPkHcd+edg5Y2yEcz5b1xJGcMOQOpmfrF4mCEQm4NikRt6bEs8GnM4dOZu4biJuTU/GQofPDWWn4k6D9OUvTQxE97Z8z2uMxp4+mMvf+Ogtlj3fgzZ+E+dYKvL62Dq+vb0LZtY14c40wK20yqezqZpRd+ZVTWf5VX29Muf0650t/xOvDU1B2fg7waAf+PLgAN0bH4uqIWNyYmIS7BP7ezCRCLoZAg//lsiycyvHH+d7BuEdY77GO96kH05km8BpuCfzDYoHvexP+aPg7u/B6tGHLTwiXev9A3g0wNJ9aQCBpFJ5TLxZ1xEuG4X8tyWKUkMmUIwsPCeNtHkM+cHp+bDKOj07FgZGp2D8yDYdGpuDUmHQUTeuMu7Oy8WpRD2BpD5QtZqRB+GVoswyiUkOi9WHRz7hsDIZSQ5wF9vnyMhTF/Z4vzcaLb3PwakU3vBF9m423KxgJ/NodODAEz7eNwNqxnRHVqhnq2n6FuhOXonrebeU8Da4Ug4bIkMGlwab5slqn6911Wp5vEllXnt+C4a0Aq1kE7mDALwf/O5kfnMuGavCAhiQSsKAsCbh4dxvKBDxz6dpnSlGXgH9Eb61C7/ybqFNAiAvv4GNCXVegLrmFWpdvwJYRie2Ji7DefRy11v+BWt/RUn69AjVGzcaHvSfgX4m98J5fOv5Pkzj8H/sQ/PMLH3zwsSesP2qGLz5tikZfNENTu1YIbOqF+AB/9IgLxYj24ZiWEoFlWdFM0aKxjd5z/8BYHB1MTzqUnnRoNC4MaUdFKZ0cEIkVDJm7tGiuevsHOLspwAX+znbyqI+en3APoPfuoMM/hFHB8KYe6N7YEd3sG6s+AYE/VXn+RoS/Ibo5uiiDoXl+N/Qi/GvSw1C2egCB6cicuBOKhsfi9iTCIaBMS6LnzCD08Qz/AwiYgMOQWcBhvv1AIFIi/CKuf0Sg7oyNRMninnj99CBeXV2LstypeJ23AK9v/o7XN36j19+sifOvb2yhJ/9NwYzHu4FbW9X6NzdFW/D61hY1Lbu9VRmOl0dm4lXhd3j71y7CPw83CX8p4b8+MRF3CPxdwn+P8IsezUnFq2VdcDLbD+d6BuIe63dvOg2D1F3EKOHWlCQUD4sh/H2wifAHOLvi7nTxuPq7BbMNddTeM5jDVEBNDXG92s713Ed7e1DeTmROTuPwemE6yhglvJ0vSkXZogy8kXcMaCT+YoTxdBbLz+L8bBmynI2Xi6glNArLqO+64dUqwvx9d7xZpz9+3UCv/gslXyySR7CbaTw2cyodgFtkXgZzUb8Q/B9pAH7oAGykdnUFdnRHcvPmqBbVFdUv3tZAVQwKqBq85rz9d/XhO8tFSqqzj6y/T/1DvHNNAllNPoF8ngXNDQBDh38nFVoI+CxrsjqSPvB41em1a+aWwooe2Tb/OuoS7I/poUWfcv4zhuSfyOeXjl3Ex/vPwHbLftiu3QbrhethOWEJag6aiQ8yR+CDiG54r2US3nOOwHv1vPHhR01Rs44HPqrrggZfuMO9YTMENW2N5Lb+6JfQFtN6JGDFiHTsmNMNx5f1QtEPA3B7wxA8+XkQXm+R7+wN5A/UF1iVQyjSUTgmEWcGx+NYv2gc7tcOh/pT/aJwqG+k0uE+kTjSJ4LbI3COxuAMjcOWLmGYF+aFkc08MJBeqWN9Owwk/DLIR0Du2KCRGuQj8I8g/D0aO6A74R9G+Icqz++Adjr8OYS/nwE/o4ueLLcmjfCv6od7UzNwd0YHFA5huD6eAE1LwV16xVeL0xnWx+KPLH/cnEioJGTmtvvMsR8YIkgPaQQecvonw+obwyJQurgHXj3Zg1e3f2Wovxgvr/yA13d2EOZteKP0O97c3oayu7+j7OEW/LRmJubNmoSnpdtRdm8ny27H67vbqO14c5cRBKdl97n+wR949ecOvH2+W8Evnr9kRAyuTkjQ4J8hddSk4F/aBSe6+uJMD8Iv/QI0aPen0QCIWNebkwk/jS9W9yE7MQjgvbk9hTATyj8ZvTyamclohstqBCPnCepjrlea2Zm/K3PzWdTsLjQEnZWeUs/omeVjIs+/IdQrCPSqrni9hiLErzf0wBsCXCbfZfy1P0FlG/mJ8P5IYNdSq7O1AVGiNQzjV6cDK9OAb6il1OJkGpVY5v3ReDgnkgYsFKXjgpE3PBjnBoTgJA3dfkY7G9P9sSLJC0sSW2BpbEssatccrb6wR630fqiRd49cafCLMzZ/zG0OsiFz7lQ5WS9lTSKnSsayHJvwk3UFv4TlFgIrc+hq5yXv104uqnBwOXAlyTqVo5ikWZb3GaLXkFCeebX1r3tQ+/stsJ3DvHrsfNQcMh3vdxyIDyJz8C+fFPz/nMPxfxv54b8+b4EaHzVBrbqu+OozFzjW90Br5xaI8vFDVlQIRneOxYKBadg0MRP7F/RA7vLeuPvjIDz7hTD/NgDYLupH9dGsrXxm6ydaVhlTvrIj3i6ndV+ajlfMDV8t6YRXbAAiCQ0f0FNcm5Sq3rQ7NSAaR3oT/J4RONgrAof6ROFIX02H+0YoQ3CifyQjgXbY0z0CaxL9MLipK/o4OWMwQ/d+LoS/oT3zfXnzzx2jCH9PgV/C/qYG/PYK/jgz+PuzgQ9U8DuyXYXh7Wpe39Q0es0MXB5CkMYyhJ5KDz45mSFtBuGPxh+Zfrg5gUZBRQQCjwGR7kXpUUUP6U2vDQ1HKT3Yq8e78OoBgf1zF17f30WAdyq9FrgF5Ht/AC/34MTh5bB2DGUUFYylS74GXhwi5NznwW5ND/coveH8G5n+uYf7HdTC/lFxjFZicGV8PO7Q299hHe7NYD2nJ+HRLDP4uwfQwLXHXdZbqz/ry7oK/EXD2vF364WthN/PyYPwd8Tj6QzhZzCUn0Fv/nUmnsloR3r0F4u64MWSrqpD7uU39OAMr1+tycZr9e6BjJGgNsjoRnrdjZkEm/qZufyPGQRZ3iJsD3yXDBIJLIzG21nReDoxFvdGR+HWqDAUDgzEacJ7ODsA2zv44IdkTyyN98Ssdq0wNqgVBvh6ohuV2qo5ohkZhjZviiC3JvB3ckdrRw80d3JDU0aLzR1c0ZLr2jg2Q2uHpviknjMsGjRDHTd/fLb0R1jQ82tROLkinDWEQZ3Fytz9rcz3eUfl8H8g8BueX8Ev4Cv4dekwG4/bzCvwTiV4cKl4tbyrqLnjOD4OyISlUxSqfeYFqzot8MnHTVD/y2ZwadQK/gy/Yxh+Z0cHYWyXWMwemIL1k7Owb0lvnFk5AFfpqR9sGoIXW4YAO0cwPKL+GKp7bYZW8mbYD/xBV2XiDaEWoF8ydHuxKB3POX2+mLkf9YLrXyzpSHVSL8AoSXi3iJKpGIFlmXj9jXycojOn8lpsJ9yblY7SCYnIHRaNE/T4h3qG4UAPisbgIA2DEucPMzI4OSgaRxk1/JwRgvltW2MIw/72n9XDIEYEwwnzaOX5G5fD31TP+T9piLhPG6BbY8JP8AX+ASzfg/CvSQvR4J+WTngykD8kFlfGEP4pKbg9uT3r3wG3JkUz7PfBjfEJKmxW3nOqmQcl/PdVOE2gGAEI/EWLu+D1s/300hqsCtqHe9X860d7qX1484gQ4ziO7P8OdRwjYe0QgSkzpnNdAfDXMbx6dACvHx/E6yecPpGpNv+G6cTbsuN4dHARro+IQyFTlVId/tuEXuonkP/5dXu8psHV4KfnnypPBbidU5Pnl7B/aCSwojt+7doOo6M8GWJn8J7Q465luLyannZ1KucJ7lqCvFZ/92AVl1cT4JVxwLfxwPJYeuYovFkUwgihLe5NDkTpMKYb/fxwtLcvfu/SBj+k+eCbJG9Mi/DE8IAW6OHTHOnMw+OaeyCiqRuCacy9aXxaO3jAs6EzWtV3QptGrvBxcIM/10W5tUS8R0uEuzVDe7brzFY+yG7jhZ4+rdHfvzVGBPtibJgfprTzx+wYP8yN8cGa1GAcoCOzp/Gv1ncUap8ugVXuFdRkCq51mmsyHGs5c8JjJe6UKvFZBfQS6ptE1t9n3v8PAb8GVU33/FXBXy4eqJJMFWB5gf8D5utWS35C/fe/xKz0OBz/phdO8Me+uDATdxjGPf15MD0ztYMw7yTMOxle/c7wSjpCBOp13VRo9fa7TnjzTUe8XNpJAfycUArEzyuI65W0bS+k7FLCbmiZNn0u88oIUNJLbOxvWs/95Pj6OV7SIEhU8JJ6SiNxZ2YaCscm4jSjgkM9IrA3Jwx7u4VhX/dwGgUaAaYGJwdG49QghuJcXhTphQlsQEPFALi4oJtdY3RzaMw0oQmGmcEfr+B3VuAr+BkBKPhTCf+q3rhjwM9U48po5s8C/yR6/oXM+RX83rgu8BOauwT/3tREBZEsKwl0Cn55dBaOy/SQr18cxaunhyhCq0SP/kx0BGV/HVLg557fhC69euMzt3B80TQS3lEdMGPBdNy6uo/bz+LV86PacajXL49xnnp5VG3789AyXGO+r+AfF4/b9Pi3pyWqpw53Wb+HTANe8Z6e6OrHsD8I95jGyPp7qv6En4ZK4C8aRvi/64IfOoZi1/BQ5v8JDK9T8XIB05jpsYwO4lAyNh7nBobhML3yri5tsSG9LR14AObG+2EMgesb6I3Ovm2Q5Nkckc2aom3TJvBjdObp5Eq5w8fZHX70zAJxiHMTxHg0Zf7dEmktWyO+eQuktGyJAT4+6OHlhSGBvpgZ4qPSvSWR3lge7Ytv2/nix5gA/MZ0c5yvF76JCMDmhAD8khiAjUmB2KKPm/iN080p8uHUtviJ0105Ebg8NgP2HzdAjYkLULPkIfkpIT9MlXX43wXfXBWZrFzuQwJfUebwFyv4PxD4JeSvwRNXOy/w60ZAGQDp/de8fsWTicpPJNulg09NT9OiFN6BxfKNcLJtiD5NWjJtisF9CbuOEPJtDMlXESrxzPPT8WwBNT+VSuN8BtVRST4B9Vy0iICyocgjnr+WyEAKWRaxjEAsohdU4rz08qp1fyP1oQulDrq4XonHlIEa8pyW8+pZLSXLL2i4Xn1DaJZn05B0wYN5nXB1cgoujYzHyf5MEXpE4kC3cOxnCnCgZySOMAo4OSQeh/rGY3PHSHwT7oM+BDyrXiOVBgylN1Hwf0r4pcNPeX53yItBkvf3sHPE96ltCX8v3JGw/+s0XB7cDldG0YtOaa/Bz3t1c2IUdndog6vjaBQY5t8hPHenaBCJIVBS4TSjAcJfKvAv5HW8OUlojyspcF/K9ATevDpJeM9h6fJZ+MKtLWo7BaNhq2jYtYqhAYiAlZ0/mgTG4tCJTSyXx+OcxqsyTa/LzlCnuT4XDw59q3r6C4fHoZhwitcX+O8QcKmf9EMo+LMJv3T4McRX9dbrLhGLhP2FwzX4v+8QjDB5+Sc8AFl+Xkjx8kS7Fi0R0qQ5glyaw9epGbwaN4OPfXN42zWFLxXYuDkCHJogzKkpEt1aoEPzVvTGnuoFpMEBrTEq2AvTwnyxkF7463AvDAjwxmoajC3JvpD3DDbSgExt64sZ4X7YnRKO9XFtsTIxBL8lh+I3/jbyp8/k3YNdGUHYmxFIQxaOZeH+2JTGlDAnCifYHs72bYdLQ2ORPzIWBWPiUTwhAdd4fedHxONE32hcGp0Ku0/tYDV2AawK7ivwhR/15I1cVQ1/OYOat68oE5sG9JyvCL/GdxXw6wZAwS/gaxIjUE0iA6XykxsqPzkrfqoY7xXchs23m+Bq8QXS+APE1XNHh8YemMvcOG8+w7KdzM23DMAr5mV/Ef6/5lHynTc1ZJLgyVS+/ybPcnWpZRO4Fbf9RRD+oid8riSPerR5WVcuo7y27zOz9c9pbJShkYEaMs/zK6mRW6yPiAZHpir6WMp0gWnCi2VZjAo64cGcDFyblIL8EQk43T8GR3rJBztpCHpEMR2Iw4nBSdjVPY6eIhBTvFpiiLsroW+A8Lr11aO+HEcZ5OOhw++OnoR/bUpblDHkvTM1lTl/KuGPRCnz6DsM+W9PTMIL3seb4+n5Mwj/2ATcZt58m/DcoQSkO/ScmgEQb6ulAqVDdPgJ+Os39N6EVwCWeZGE9du2rYKtnRc+bx6FRp6x+KJJJD5yDsWXzdrBwSsBn3HZIywJpbeP4S3yeayLePM2l1PRRR6jiPCvxBXm+wr+MXG4JfBLnaYmsP4JeMhI5OUiCfv9cLZnEO5OpudX9aahYhSg4J+UiMJhUXj7bRccoDFtXb8xgWZbcnZFehN3ZDO37uPtiaH+BNe3NcYE+aphyosi22BFghe+I9QjmzfB8rae2J7gTzFXTwrANkK9PTkI2xPpkRMC8UdyIH6lV55Ir76+nTeOp/rhYLoffo33xYIgb6yND8SZfvG4MJgp4Ig0FEzNRMnIKJSOiEYpgb42LgY3Jsbg2ZxknCTwl4eIcUvDPUY3D2YzxZmTgkdzU/DnPFF7tu9UXGX6Jp91vzQmDY0+bgiLsQthdfk+oSeH4vVPawPZqg75/4698nVGr755774W9ussnysh/CUM+0sY9nNFBfgrGwCBXhmA8hOYS52cB1eP93gBH14oRc3DefgouAtafdQQyWzcndi4Uxu5IKORI6ZGtMZR6bHeyhB/ey+8WZ1Fz08DMJveX77zNo+ST0/Jc1uZKklUIOI2EddpU67TJYZEHUeMgUitM1RxP/mGnbGsDI8M0uBUfWVWl2aQxFiUy4hMnnGbOpbsLwaDhuEFG/Sz+ZnqmfuNyUwTRiXh3CDC3ycGx/vF4OSAeAY/Ccwz22FGW290auiI8FpfolN9R/R1JvyUwN/D3onwB+PN8q4qzL87XTy/Dj+9/q0JSXg5T+CPwa50LzYmAkbAFWCE685kDX4xBOJtJSKQcLp0SBjyJezHJbwWYN+ep2gIynLx9u0llJXlIS6jMz5yDYFd6xh81SwCvtEZSOs+CK3D0vClWyQNQBJqOAZg4YbFBP0Kj3UZb2gEDAFXcf/wGlwZFo0Cerii0bG4Ra8vYxPuTNHgf0Bj8JJR1XHJ+Qn/nUmsK9ffJfB36fElXbk5kfAPilCG/iaNw8KgFlgU4oVfCOq2FH+G0/74VcLo1CB67AD8kBiMzcyjtxDcvTmEOjsE8/w8sSEugEYmCkc6hOIoPfKpgXG4OIrHnpCK0qlZuL2oB24u644L07vj2sI++PP7gXj0y1A82jIKT3dMxcuDc/D2whLg8jLate+Aez/i9bFZeMhIS56uSDr18OskvFqYgnPdw5A3kFGudGCKweW9lz4Y48mL9Ls8mZWiIrhz/SKRNy4Ndh81gsWY+bAseEAGhUMJ+TXw/x38FaDnPkaKrjy9yBTua15fK6NzTK4/JOMf0AD8w0JOyplqF0TcKJLcv5IhMHUGmklBT6mhuDy5wG9xsgTvFd/Fe1vOoNFH7ohg4453cEEHGbrKnLa9vQuS2PCH+Hpgx/B2ePJLV0YDNATf07NKCsAb9GxOGp4yInjKRi4jqp4Qam1ZW6dEuJVRkPRBNwCGyreVzxtGRPZ9ZhxDDI0u+aBlxXmtXPkxuL/ZfjJ9IvNzqTmsl2iuRDHp6lmyRA5PaVQezmEDnp6OonHtcYlA5A4TJeJ4nzispRea4tcKg2gcuzVwQk/epxx7Z64n/Es7Ewod/oHypZs4en2CMT4RL3gfbtDz/0H4rwhgbGi3BHod/tsiwm+KBirAT4/9VkQjQI/9hlOgEFdv7IdjmyjUb9EOn7m3RXrvfnj0tITbbuDeg1xMmDIDHt6xSOnbC5euHyDspXjF/d4wYiijESiTDkFcJ/zfo1SHv3BUDOFPUPDflhGHk+Lp2RMJf0cF/+kegbwmRi5cf2cS6y4GgMDcmJCIggER9JrpapDSL0m+WB7RBjuzInGsVySO9gjFCU7lTcDdXUNwfABD67FJKBgXi+v0uDcZje1n+H40KxQXs8PpsWmgz8zH67w5KCv8Gm8LZzHQoQErXE6oqZJVQKmua6uBm2t52T/xctZzmbr1C95eZPkz3O/+Dtz9tj/u0Ag/IOiSxrxclIKzrNOlgdF6/0uClsbQCJs6YWkAZBBWCeE/2y8Cl8Yno1Hdhqgxbj4sih6oR+M1yJQ2pJ3wU0avvRp5q/P2jmS94pGgVymDV51nJc37V4C/ugK/kvQdyw9SLokMxGIZ4Gsqxfv5N2Cx/SQaftkSsQ2c0cXeFQM8mqOzqysynJ0ZCbihg6O83eaE3i2aYA09wE35SsxOeSwjIXcqnvJGPfk6HfKxySdsBJrS9KlAp8H2lOsqGAUDSt1YKMOhjIccx3w/Tc8qiLCbpiyrgDb2I/DUE0PyoUslblejvjgvUy4/nc39JJLR9xeD8oIRgvRJPFvcQb259oD1fji/M+7PykTp2FTsZiOdG9ACOfXssCLaH2VLu9Abtsc9wl8wMAIlwwn5BA3+56zjdcK/M601SgV+NrRbBP82AVLSDYBaJ0aBjbCE8OcR/leE9PVbQvs2j+Be0uEvxoW8nWjQNBQNW7ZDHQcfLFhFT0fz8PxNMadXqGu4dvu4Av4tPfzLsmIep4jHMLz/ZZa5inuEv2RYOwV/wUiGxQRBBiTdIuAieRz5kobxeBdfnOoewGuicZhIw0AjcIceX8E/PgGX+4fjobzww+Wj9OR/0KsXMJ24Q+NxZ3oc7s2Ix6PZWnpQzNTnzqw01bdwfx5B430/nOqPQ+nMx5mTl64eirIbK/Dm8mKUFSyhAVhOA7CK0zXUWrwt/glvr28k2L8Dj/4AHh/A24eHUPbwIMoe7EPZn7vw5o+x1Eiu34k7qwbgDn+HB1O1QVQvF6UzhQnBpQFRqo9FjPA9JenHoFTHKw3FzBQUjYzDmb7hyOX+jRgZV2fOX71Yg18grkmJERAZYL+jd8DXJIxWJY1fXSrCL9E8vwr7zT2/Dr2EBprkAAwTOP+BzBtPBLhOHg8qAyD5PqVN6fkvX4ft7ydQv54nYgl4FzsnjG7aFKOaasNhOzV2RIajEzq6MhWgEUis54gsV2csTvPDpcXtgR2MBjbJqCoCJ0ZgJkMmNoQn/FHV+Go2/ieMDipK1unblLiusszLE1DZRwEusJrNq22zRDyekoCt6bHMi76m5Nt3Mwj7DO4n05kEndvkk9jPaRjk+/QSAcjXaV/J9+9WdMPrNd3wRgaOyCe8NvfhdfYFZITY953p7Tsgb1gM8pgvv+B+dwn7vWnM+RkCF4+gF6W3uTEuAX/xWq6PbYedqa1RMjoONwn/TTY2DTCZEjiZyjpKwT+Ynmkh60B4FbT0/gp+SnL1wtJ9sG8ehgYtIvGFWzBCUzJx/XYut/1JyV/gl78XJKF+EV7SeLziMV6/LdDBz1fe3wT/kHbM+Qn/8GjcYLh/YxJTExEhF5hfLMjEMcJ/slsAjZkGv8kAsK7XeY15/cLpKVMJWCIOZwdp8NOo3OLx5FgSSdybnoCCQZEEivsyDL/F/e8xDL87OxUHmL8L/Mc6EP7141F2dz1eX16Kl+cWoax0HcoIe9md3wn2TuDtcdb9PP56cgL37hzHX4/OcDkP+OsMyh4dR9nTAyi7uh5vrm/Amyf7cG95L3p+gV8L6V8uTFdPLi7Ro0uUpaUx8UxjKNZXnnRIRCBjGApGxOJ0nzDCn0D4G6HGmHmoUXSfLGnwG+Cbw2/A/XcRuDnoH5ipfD05NiRe34D/nbD/HfglP6go40CqMty/OoEX+AV8Df5rqP37cdSv3xIxCn5nwt8MozzcMb6pB/oS/n7OrujmxkjA0RkZTi7IdHFFGqOENDsXjI9shWMzElC2vRuwNQevlxHAr9vj8YxU7euzCnQB2IA5VZ+aqTLwUlZED6FJA/ypknhuA3SKEAvUj6fLRy/lA5jyBVuBviMNBCWfql7QmZ68K14t7Yo331Kr5Ft48g28ztqHN0TyCa3vsxTYWM3p6g7AylTguwTgm1hC0A6PZ7bD1uxA/NolGGVML2To6eulEu6yEdE7yKi+/MHhKCZI4vVvjI2ncUnFtTFR2JHaBsWE/wY9zA02tpsEqIL0dbcZTpcMDsOl+Vkm+CX8N+B/y/kXr/MRHJ2GT52DYd8qCp/RADQNisfISdOwY/dWPH4qcN8m5EUEn/BLBGGW85dRCv5Da1A8iJ6f8F9mna8TgOsTaaAmSORCj00YXtAoHs3ywYkcf2XMbnL9rfFiAAg/8/5r9OSXxPPT8D+gYTuSLX9xyJfgtKOhE/i1COceo4rLhL+AxvLWlPYqXbjLMPwOjca+FB+G/gE4kuGH4p/G4+3TXXiZv4xiBHBvG978uZtQ7yL4B3HwwGr0GTwQATEd0DQ4Fd7t0jF2ykg8uknD8NdBlt2LN08PUUx3nhzA/aU9Cb9EMYSfkqcvZ7vLK8phuEP4pW6SxmgGgFMaMDEKYigKaNxP9Sb84xKZ8zdEzVHzUJNhf41zpcqZVvT4uoM1WKtS5pBXhF+TzqxiWQefrL/P6b/3/PqOVaki/FrIb6Hg18L+WoS/UYMWiG7ggs6NCL9HM8oD4+j5u9s1Rj96+pHN3TGSYX8Pgp/Y0AHpTk7IpFFIY/mkRo0xNLAFto9uh2fSL7Clh/rA5ZOv02gEUgijDjG99GNlBMQAUDrgap3uwaXs45lcpodWX6udxnmG06KnXH5KyJ8R9mdMM+SPWMhflnnOHP/Fog54ScPzekUHlK3tCPyYSagF7i76t/A4lceYAvqP8qHLDOBberZ50WwYkbgyKgQX+/vjWHd//Jrug5UJXpgd4YkhAc2R2aYZ4pq4wM/REU4f18eGzsH4a3oq7hCGa2Olc48NiA1MwsXLgwg/82gJh2+MiSuHv70nikfGEvxEAhbPxk/YKZmqeYFOwZ+gPH+ufHRCQWvm+Rn2a6H/VazftAp1GvqivkcY7FvHoF4zpgCN2+Jj57bwDGuPb7//huWu0FiUKK+vGRBRXjn8B1ejaGAUwY9HPj31dXrp6xMY/hP+m+NjlSf8iynYkSxvHM/xI/w0XuNZT4GfKcBtBX+8gv8Bw2TJnY/Q8+/O8CH8NIACv35NElJLVHSZKdGNycm4xvtzm/Dfpofd296L8PvjMCOG4rVjCPpuvL77G97c2aKGJ5c93IayF39gzrzx+Ng1CLVdwvFVsxjUbx6HL5vGwtI+EPGdsvGUnv/ty6N4/dcRvFGPRk/h7pKeuDUuRgOaekmjfZZRzIU+objNyEYisDuso5LM69GXRAoFQ2NwkvBf4O8sz/ktRsxlzv+ngr8GmatBpsyh/3fgG074XU4rgq/EY39QGX4LbqgpIUcu4c/lyWgAynN/WhPDEOghvyZtm5SRykneL48MtVdsS9XXbmtvPQm7Bq0Q3dAFXRow7PdoojSOyrGj52f+P7KJG8Y1d8NwGfL6lR2y7Am/owtSHBujo4szOji4IKmeE3q1aopfB0Ti0U8EbztD5lVd8Eygp9V9QmCe6oZAGQRGB7LuyUxDBFygnt2R0HTCC3nPelEmo4lMvPkuC2WrO6NMvp33A+FeR3jlpQuZyjfxfuL0R07XMhVZlURvTbDnxLBBhtITB+F0vyDs7RaoPp21NMkbk8I90c+/FTq2aobEJk0Q6eqOQHs3+No3gX8jD/g0dIWfvQwoaYYY96ZI43XntG6K7zPlBReGq5Krj4tHKfNC8da32XjuMlxU8A+lF1WvyhL+Wam4SqO4PbkVipgOXCcI1wV4eZVXZBgAwn+DxxCPWjwoFBfmMgVROX/xO/CXSZhLsBd/uwQOTSNQt1EgPncJg12LdmjsGYt6TdrBtmEgRkwez3LXuQ8jCB18QwL/3QOrUCDwDyP8Q6JwjdBfH0/4Cb5Ig7+DBn+2H69Jr7NhAHjd8gTjUr8w3KeRF895hJGRgp85v6Q3N1UawXsj8A8k/DSM1wn/VWNQEaOmve3bYB/Bl0d3RQL/8/14fX873jykEXi0Fyg7iLMn19KwheLLlgn42C0Cn7qF41Nec4OWUWjsFQtrOy8s+HYOr4vX+uYsr/kC3pRdxu3FvRiBRSugpVPv5TyG/TkBONc7BLe5LPW7zXuvxHreZp3FqN2fwt9ySAxO9Aqh5yf84vlHzoFF8UOCr8Nvpur/RoaTLlc5m5VZNaSVowEg/B/wfP+Qd+MtuKIG4a9B+Gvo8Fc0AprKD6BJKiGVrKmg196rtzx7BR8K/L+fIvytEU0v3pVefJQO/1gq217gdyP8HhjbzB2D3dyQXK8R+jhq37nLsnNAZ3rEdEcHdHByRnpjVyQwfejOsj90D8Yd+dLsdnnxogde0eo+JwzP58ojPW3E3qvlHfFmRQbefN8Bb9d10j5wqb5gS8g3iPemVEjO6UoC/k0yXs9PYIhJzzIhjPmqP0738sOuLF/8kOqLhbFeGBfohb7eXsho0RSxTZsi2JEwE2TvRu7wYXQTwJQlzN4VsU5NkOreHJ1btEJvL08M9vHESD9PzAj2xsKQ1vguojXWRLbB+nZtsCHaE+ckvJ2ZrBr1HYbIN+kJi5kXCgS3CLB0gF0exDrp8F8bHYtnvN4ro6Pwe1JL1jUa1wi4eod/HAHj/tcJ0XUuX2c4rUUAOvw0gC8Zqptyfh18kfT+awbgKopKj2DBssVIzuwN19ZR+MIpBI6t4tG4VSLqNg7E5t3rlAGQpwYG+IbxuLt/FS73Zyg+NI7pSiSuEn75AvB1VTfCz+t8xtTpcKYPjnUl/GNYVzEABFfL/xMZMcXhIuGXqEcioMNddfgl+uGyGDWJaORY+QPDkTdEIowkXOVx5NHibRqNPcltsDfdF/vTvVH4wziUvT1F730Yr19Q9OBv357A/Xv70bZdFj5ziUS/EWOwZfsGLF+zRH3pt1Grdvi8SShC0zPx8s1l7q/1a7zlNd5a0oe/Q7TWmUqopQP2VFd/nO0RrDpfpW6S4ihxXvoybrF+Mo4hf0i0gl/z/BL2E/6SB6h5gfCTt5qUTCsYAZ3FCpL1usqZFIdMXagsg1c6eaoaz/WhAX9NzlTPFekH1gtX1rvwSycFjQahtxDwOW95Tod/G+Fv5En4HZHNkN4EPz2iwN/fxUXBP4ZAy1dsUuo3Qm+CPsSd3tDOHiM83DCA6spyqQ5OSKVhkCcEyV850zA4YUmyF/IXpuDt1hwt/F4nX7ClfiDQEoL/SA8u35b/JgVvFiQxVWhHa90WlwYF4mifYGzO9Mfq9r6YSxBHB7RCX6/W6MTUJNm5CSLs3OH3hRvafO4Kry+d4dfQHW3tmiLSsTnae7RAZrPm6NOmFXq1boGRhHtGYCvMDfHE/NDWWBTaBmuifLAm2g/fx/hhQ5w/foj1x08JQfitfQB2MA/dkxnM0C8c5wZH4RIbw3V6B9VgJsfhGuGVV3gFAvGEkkNKzl84lA1ch/+pel4cha2JLRUQ1wj4VYFdHnUJ/MoAaFIeVYf//CyBXx7zFWjQq0E6ml6XicQQCMRFCm6ZXi45QjBGoiEBcfRMICihyOjTR0Hw5i1zfmU0NAGluLN/BfL70RsT/kvMx68Q/qtjGZ3oukt45V34Q528cZTwXxutw89QXxkA5u1XGPlcZAgt4xNuMxU41CUAuzK86eGjVCSj4Oc1i7HMGxCGPBqZ69xP4L9JY3mb6dwuwr9Hvi9I+C+vY84vA5FkNOPrE/TiJ/HmtYxIvIjSkgM4enQb56VDU55s3MKy5UvwiWMgGnlGwT2MxuuBjH4s5jXKk45ruLW4NyMvOgr+RjLo6q85hL+LH053C6LnpyFnnaV+0o+h+jNYZykrL2XlD26Hk73aEv5EOAj89Pw1Sx9WgL8m2TKBb3AmabkOryZhUNZVZNIkYdiQWqftr6Tgl7Cf/5XDLycx36GiPuR6Ufk6rSLSZyCpgwXzFgsF/y3U3s6wn/DHNGyM7Ib2etjflDl/UwV/X1f5CzfuGM28f5AHQ32B39kZQ+n5c+yY7xP8ocyJRzSTqTu6OTkhnkakvZMLMpzcmA40Rvuv7DEltDkezYzEg4kEZGAoTnQLwZbMAKxKC8TMiDYYFuCJbp4t0J6GJtLFDYFMI/y/dETAlw4I5P7h9Nix9N4pTs2Q5d4SOc0Yurdug+G+DOMDfTAz2AsLw73xTYQvVkT44IdIX6yL9MOW+EAsC2mDleFe+DXRF7+nBuDnJH+sbx9MuMNxoEs4jveKwrlB7XCsTwQuDE1E6fgkhqcMAacxypgtj7TikUtQJDeXRi3j1a+NjVV5oXReCQy3CUDe4AgU0LtdYzh8bVQsnnydwtSgHbYktFKeRMC/SvCvES7ZX/oMxIhcF48r8LMxFjF60OAXwMXryzN+hrFqSgOgwNd6/qWhv35DoLleWy5BQmoP1HOLQoMmUfCJS8GT1+e4XjciLKfBX0LP/y3y+4YT1FhcIpRXGPJfZYh8TTQmRqUy8kTlIOE/QmCuMY25Nob1pG6IEaD3Lx0Zg1yG0DLo5xbrf4Dw/0HPr/oQCJNclxg18aiX+ocqI3NNjAaPcZPw3Z5G+BNbY0+KDw2Aj4JfQH/98iThN0Y1nsMbNbJRjB3BfiXXKp2a1zFi3Dh87hyChq2i0CKOxuTZWUIvjzWLGDFcxa1FPVHKtOuGPKaknjHlPNmZ8OcE8rdMQulwGinpn5F7r+4/peBPMsEvHX6NCX+Nkcz5S5jzX7hCkSPy9Q78ikmBtirJNp1NllWcivT15dLyfTWlJP//hyXBF6tTDr9xQH2qH1AdlMsVDmoGv4UB//mr+LDgFmrtOIVGjVohpgHhb2CnwU+vP1bB74C+zOkl1x9F+AcS/lTl+V3U13Gy7RwV8EOaCPiuGNHUBcObuiKrkRMymALEOTgTVukbcEW8gxtSedxEj+aIdHZHkB3zavl6bSNXRNm7I4ZheIJrM6TTY3dr2QqD6eHHBbTG1/TSc8NbY0m0N76N8cXK+ACsTgjG2vhgrJNpYlv8QG+9ISkYm1Laqq/X7skKweHsUEItqUEs9nYOwaGekSgam4RrDAEvDYvBeeZ0kvfdmSr5ejzzVkLPxnyNZdTwXIZ/t9kQJF+VAToX+oSpxqFydMJ/hfDmE37pvJKOLznWJeb8BYwSFCgjCf9Mwk/PvzmhpQp5Swl+KcG6SpUbAEoMAhuf9AeIYTw3swNe0sOrZ/xvz+sS+KXHXwP/2rVDuH1bPN0NlDG/LcMFzl/F4KEj8KljKOo3bYc2Me3x8MUJBYsWOeSynMBTjLv7vkEeQ3aBXzyywH9lDA2USHnLONUHc6CjNz26L67SmF0dzTrzXohxu06DJ98CuED45bn/TV7H/qwA7Ewn/EN5Dwi+DKsVoyYeVdIDgf+qGA0eR94LuD0lFX8o+H2xJ5X7rR3HuvE6Bf5XpxT0b8qoN7z+Nxdo5OQaS/D06QWMmjQWXzaJgFPrBNSl9x80fSy3XccrRkvypEN5/oWEn8ZXXqqS6OzZ16k4meWPk9mBvO+MeHoHqeuQCEylYqyrGAoZzZg/KAonegarnL/xRw1QY9Rcev6/h18ZAMXiv1M5m6boXPg06d19TPBbiOe/WIpqFwmzbgBMJ1QHk2n5jiaZwV9TgU9Dcv4KPiD8tjvPoEHDVoht4IBsgi3gV4DflfA31eAf5O6C9Pp26OPkCvnUdVf7xhjMbQL/MGpEM/kyrhu6MGKQL99kEvocV3ekMfyP43LXVl7o2bIlBnm1Un8OanZISyyPaIlvCfdsev41MfTYcX5YF+/H8NsP6ynx0j+3D8TG1CBsSQ/G9k5h2NM1Ckd7xeBkP4E4DpcZfgpY8j28W9MTce/rBDycRX0dh9dMOS4PjELuwHa4NZW56bQk1SF1YUCkCvnE4kvOJz29xfRYpSPFSyTTk0kur3mB0lExONc7TIWxKj+fJPDH0GPSS7JxqBxW4B9AT8pGI/BfJRiPFfyRhL8Fy0ahlPuUEqwrlBgAJUKjogFz+Kdn4BUbu+bp6fmUpPFfxPMX5zBh2hg4NA9Cq4BI7Nil5fUSDp8+uw3N/WPRkOB/4RaBsE5d8OLtWQW8ih4ELGU8CnFv13zVU6/gZ51LWY9SHfwr9JZi6OTJyz7CfzDLhyE+jcMobue9uMpc/zoNXjH3vdArVHn2GwR6P1O0nYRYjImAryIJGVfP6xL4Lw4U+Gk0WFb6BOS1550JrbGL8O9O80b+mjGsGz3/K8L/hvCXneE1n6POq/Vi9H7f9j382iWijlMQ7An+p84R8E9Kx42HZ3htxYQ/n+BL2F+KGwt7oGQ44Zc0hZJRqQL/8a6B6jc43z1AdVrK7ydGWKVjrJ8YfTFUxwn/ee4nHX4WAn8Jw35yU5NMGfBX9P6VmPxbCatmqhJ+cm7K+XlgFfYT/uqV4FcS6A2ZDqBLKkXJY4rK8NfacRoN6Plj6fm71Wuocv5ROvw5hLsfw/7hTd0wimG9AX9fevNhDM+7OjhgsO75BXoFP8tm0+N3o4HIbOyMgVzuTw3mtuO9Y7CNEEuO/UtCADbE+2Bzsg92ZgRhLdf9kRWBAznh6iMd8rGOSyNkOCgbC38M+RbebRl+ObM97vNHvD+L818n4cFMakaS8tx39Q9hasM2E3BfeqznprDhRSK3b4Tm6SkZ1HJhQBQbBD2CNAz5wZnPS74uPfg3GfbLs3rp2JLe/GI2/HNs5OIZVJg+kaCwAV8iNPLCjhq3LxEFYcqnoRE45KWZxzPaK8/zKz2/hNYlbHAK/lHtVOO7QvglBL7CRndVhf8JhD9Mh18avfRai/djw6YBAMEtLtmBz/l71XMPw1dNwlG/WQiSO/dAenYv5vphqOcRqXr9bRwCMH6hhNHyYg89J2hAXhOoJ0eBhwdwb+Nk5uECP6+DUJawLhIiS91KKfHYfxL+vR28cDDTB6U0ZqUjWWfei6uMaq6OiUcRI5/zPUNpJOk9eT0C/w6BXzw8DZ2KJDiV+5ZL+HMHRNDI0GjQgFyjwRD4dxD+P9p7449UL+StHKkgfyNev4z5PgRoGj15PPk6HzOmTURdBx98Ro/foEUsajUORmTHLii+KdFNKaMl6R/JU6G/vANxfV5XNYpRxiOIAXjGNOw4o5PDTE9KaMhOZ/vzWnn/Cf9V/g6aAaADMYP/nIK/ASwY9leAn9BWCb+oMn+VxbLvyryMBr4JfpXzc6EC/JUMgAl+dSAeUD+YUSlz+C0Efub8An995vxxZvCPJPxjqGwHe/Qn/CPp3ccQ/sGEP43RQV9nJ/W+u4K/gufnVOBv7IQeTvJXcl3Rl+t7c7+Rnu4oHJ+CU73aYX92JC4MjsNFWuWiybzp9K6nu4XTc2fgzowU3CHQd2Yk4+5MSgbRyOM1emzpUReJ975DyJXkLTTqNkGXl1K0YbI0AJQ8e346pz3OE/zzzOdvMpy7xXPJI6fz/en5Cb94MMnZ5ZHU5SGRKJZn0TJIh9sk15fe/KIR0TjXM0R5BuWlJxAENmDxZFe4/1WGwvIUQBp4nqwjHFcI1aPp7dnIIrGJ8F9kYxL4S3S4Stn4xIBIGiBRhHjea6xHAeE/K/C/ptcTj//mNEHQVPb2NNefQ0p6F9RpFAAHQt6wZQw+cQ3Dxy7BqN8iCvYtY1HboS282rH+D/ar0PmV9J7Lx0Bu7sDrK78Dt3bg/qYpNFYM+4fSyA6MQDHBV2/CUTKVVOThdMKf3kbBX0IvXyJvyVEqCuA1F9BYnu3RVt0nBT+96nbCr+6LGBPCL1PJ/eXZ+nkaxxKCVkgjcpWpgPwWAv/OZMLf3gsXvx2uDJy8tvxGvkHweD9e3foDuLsdK+eORW27QF5vHL5wj6TXj8LUpTPx5IVEBKV4zkjpFaMc6SQse3kMZc8O4NrcLqw3jbG82cffSfpgjhH+Q1l+6nc4yXRGUhdlgFlPLRJjvfj7yzUc79kW52k4HD6qrzy/5PzCoHh9C+pd+LW8/+/glxy+QshfQeZldfAp7VEfN74Lv3ai8pPxILrMc/5y+HkMyfkV/FfxPj2/DcN+DX4HBf9Igd/DQ8GfQ/gHMOwfJfA3F/hdFfx9dPizGwv8HoTf3QS/pAjZjs7o4eyBLBqAfh7u6O3mgqGt3HB9WieGionIH8EbTMjlZZJ7swgkvfG5riEMfZMJqEgeuciY93KpcfCEWb0FZyaBXj2flTBShZJcz2Xt9dNEPJmdRPAZSveicZHclNvy2WjPE1TpuZbcT3I+yXHzhxACeuwb4xhpEEQVLvKYRYwUZEy4hLAC6lXCX0x4c5k6lNLrX1FhbDwu9AslUFxH+EtoYP5kpFI8MgKb4lsw7YhSHq+YkUCJSOA3MwClbIDS8AoGEP5phP/lKcJPzyc93hICUxIKg57wcuFu+IW2R636fvjMsS3sWkbBrlUUc+BwfOQQjNiUzii88Bvw5IiC5/WNnXhzbQfeXN2GMgX/djzYNBWX+hL+IYSfEUDxaA16Bf8Ihu0M2R9OS8OetDbY39EXxfTyMnqxRCRGgB7z8pAoDX7ep2u8ln0Ey4C/hOCXSCTB67tOw6Z+A8Ivrw8X8Prl6YLcW4F/RxKjP3r/S8tHAGLo/tyL13d3sO6s75878ejGVniFxDPSicVX7lHwjUnB6YvS8y+dexfwQgzc2zN4/Zb3ihGDGMmyslO4Pj+b9Y4i2KwfJWnYURqoA50I/agonOrso65J3X8aL9XfwfqJU7jI3/FY9yCcG23Arz3n1zz/u/CXg68xWQ5yRTaNnN8Evb5ek3l5wp9L+DktD/ulw6+S56+4U7mFMa2rBL8cRy7i/YKbsPmDOT/hj69P+L9qoD51rR7tCfzM+Qe4mcHvUQ6/dAKKcVCen95e4B/ejEagmQfhp+d3dif8bujHY/Wh0Rjc0pXwd0DpEMI/lDeYYbx423vM0WVgxdnsUMKVrD8fJnTyGEaeu4qHYDlNBuCGuE4k22QfvaysV6O1aAgef52sBnWc6RVGj81jc3/pfDvbN1Q9ujJ63CWfzx8cwVBWery10Xvi6eWYhYxQzrCRq1CWUFwdH40iNmCJHkqZ30sUIPuLd7vYlw2f6YqM9HvAKKVoRBQ2xbVUaYYBfzHXKQNADyhGQHJgkbx7Li/KnJ+Yhlcvjmke/80JvGaDFvBVL/jzIwCjgT+v7cfiubPQPjUHDTyC8blrMFoHReO3H+bTw+8B7uzGG4Iu0Jddpa78QRGmqzQK17fiwa+TCX+oGuCj4CcMAn+J1E3BH4OHU1OYi7fB3o4+6r4U8z5oBoB1pYGT/o2z3YI1IyrwM+zfluLDa9UiCTmmGDh5enC+dyjO9gtHEY1cAc8hqY6kCzviBX5v7EjxRp54fl5b2ZNDKHtK/cVrZei/Z89SfMHIxr5lAho1j8LhM79wvYxcFGMo6ZC82yD9GedoAJgmveIxHu/B9blZ/B0YhUgHLPWIadjhTPmzZd6sWyROdPZVj2CL5f4zElDpmPyWvJ5c/g5HuwXiLI2cPeG3HM2wX8Gve36C+3fwm7NYWQb8FXv6zcuYhfwCv3h+06M+rnwn3K8kgV/Ncx9zGWG/Ab+M8KtF+Os3ao24+o2Ro8Mv0jy/Dj89uga/5Pzaoz75tHVOYx1+CfvFALDcUBqAbEdH9HBxQ2f5Kzc6/ENaCPxpKB0q8DPUZggugEs4f3tyMuGnZx2jPXc1PXphOKk9ftF0S0mH3UwCqLm09WIoCD9TiLOE/3RPws9jimG5xPD+LEGVXmut512GtMbhsv6oTsJEIweUzqrC4VEa/PQMqlNsHNOVERI9yPv7zP8ZBt9gPcXIXGB6IW/2FTO6eMCIpoj7/hLXSgFRRBDEaAj8IjUv4noxDCU8Vp7APyYZr58dZq6refw3z4/h7YMDKLu5F2XXCfU1hsK3CThz4+dX98O5aQj+Ty0PdOvRHXjO/Jce/k3JFrwp/R2vqbISGgHq1d2DeFu6mVHyr3j421TVCScDfC4S/iKCX0zoS1jfYkoe68nbcH8Q/j2EpYgRgnysUzpFxbCVEH7pET/TTesxv2rATw8u4X0RQVLH5PVJJ6L8Bmf6hHF9DC4Pl4iJ8NPD7oj3xM5Eb+xM8dXgf82I5zGvlSF/2ZMDhPokln8zEZ80DiH4cWgT3h7PaATlBZ+3OIunfx3HvYcHcff+Ibx5dBhvb2xnQMBrLNiIG3O6sN6En/dV+ikeTWuPQ5l+2JXhpeA/3tlPpT2GUZb+GTHk19kucmmoBP4z3E/l/GPmqZxfRvjVJEtVwm+wZsaiuTSnTLGsMX6/Yply8KsRfIH/fQN+NbSQhWSUnzn8StyuTs55k2RZV3XZV8A/Ww6/POevtZM5v10bBX+2wO8u8Guev1sF+N3V8/yMBvpzfob7OSrs1+CXz15p8EvOT/idNfj70kj0cXfDkOauuEb4S4Yx7B4inWZJqoNLcnh5rHY2W/4stQa+DC+9KV7XMAIMEWXMuSFlEKTXncZAoFOP36TTicZCLStjIYYgAX/OTGSjC8GpXoRdjs3t0ht9lp5IcnXVg83GKefLGyRfeZEckUaB28QASD5byAZ/untbho/ipWkACL8YhHP9IlRjkc4wqfPZXiEMb7Xx/YU8zn1GHuLl1se2ZMjLhs/GVUijocBX0oyItl4MQwwuMXU4PTKB+e4BvGXuCubpKNmGt1d2UtvpvbfTozOELxWPvhO4vweLZo5B+8R07N+0GG9vEvzizXhd8ivB38xym1FG2N8Wb0BZwRpC8T09/0Y8WD8Glwhj/iDCTyNQKPUhlMWUfJdPjKKCP5XwZ3ijcDDrR4MmkuuT0Y3ylOAMPb8Gfwz2dfLH78zfzxEcOZ584kuuUzo3z/DenKYBKGK0kz+UBpLe9ibTq+1xngz9vZjz+yJ/+TDCz3z98T6Khu7JfkJ+FDNnjcEnjuH0/PFw9YlHZr/+6NS7H+I6d4dfbDqcfZOQ2Lkn3l4l+JcJfu7PvM6fcWNuNuvN30jyeuoR07DDmQHai1as14ksnpO/k9RJRWMizl8bxSiubziO5AQp+CXsrzlmLmoo+Bn2k6d34f8bBs2kgc/5yjKV0T2+oVxG55yqsN+CM/KN/ZoM+7VhvhVlSgUqSRkM2ZfHsKQBsOQFGM/5bf/Q4JewP5s5vwG/PO7rZhb2j20h8Lsq+Psoz0/49Q6/wQK/eH+Bn0aga+PG6MGQX+vwE/gZ9jdzwbWp6SgZyrB7sHhKLa+WMeR3COm5rsHl8Av4lDYMVh6/VCEaATWQRMR9BGwJ37VHZiLNIDxkWnGGje4Uc3bpUVfwD4rA6V6EmeCrHmxOZVRb3kDJgSVMpFFg4xQA5NgFzBtPsZFLb7jqsBvTjuEi4e/LRszGIXmwdJCd4Tmkb0FC5MLBUbjH6KOAAPwU05xphgAm789rkGkSQCiuk21iAATIk4yOXj9gTnv7N7y5fZS57xG8LfpNefCyUsLN8P0NjcBrGoQ34uke7wL+pOQ99+ts/De2cF+RzG8CrvxMY7AaLy4uwpMjC3Fz/WTm3Unq4yPytt1FGpyC4YxMRAS/aFgEjZ9ELoQ/pY02ZHcQ68f7INJSALlfUTidQ/iZIonn30P4tzKEPyfXyutT8PP65B6f7tmWBjgEhTR0edK3wnXSt7It1hO/x7fR4P9mCKOZo3j7aC+1B28ZugOHMX36KHzsEAH7Vgz7W8XjE5cofOoaiS/co1G/aTw+copDcGIO781WGkoavjuMlEp+wY35XVAwMByl/H3k6ctDppqHGJ1sT25NAxaFk518lPFTBpj1FMNXzN9AxjSc5+9wOEc8fwzhr0fPL8/5HzHkvwoLMmhBrgzVFMbMVCWDVawz1pt0kQ5axONXJ/jVLjI6z72Kf1jTW1uJxxb4WbDqE8pOlUTwRRI1yOAeA35Lgb+Q8O9izm/XWoP/K8Lv0VQP+5tq8OsdfmNb0HtXgN9dbR/E6UDp0PPQPnopUUAX+QS2syvhd0Ffrhf4BzVzxpWpaSgeEk/4CBtDfmk0MvRT4D9L+GWsuDb0lcZBTbV56WirUjQCoqsiljWkxqhLDzR1f1o8vQ4bXo8Q5uuyPlYNxpHGKI1Scm8J967Rqwv8EgYrby6GgR5L6lAwNBIn2RCkk6hY8uLRUWrdWYb4AoHkwpIjn2Z0cZbwyyNDeX/9Hq/rMsutjyb8TDPEYBQQrkLCVaimGiBiAAp4DDEAeeJxekaov9aDu/TYN2gEbtHDXyfk0vN9W8RlTt9e34G/ijbiaeE6/HluFe4eWIYbOxaiYP10nP9uHE4vGo4DE3tj9/Cu+L1/GjZlJ2BlUjv8nBSEfF6rgFxAQ5jbry3yh0m9abikbpxK/ivw7yT8uwj/ZXn9l15SIhpJAYrlewYDInGK3lFShKu8h7s7+GFLkhevNUxdZ4F+nSW8rlPdg3GSqdNlzl+iN5Z+FMmtt8a0wpbY1thJ+C8tHgS8oKF7KJ6fXl/+ChHhnzNzHD74KBAf0QDUbRyu9IljBD5zpgGgIahjH4qQlC54fZX36/xKvCzZwUjnF9Xhd7k/PT+NlegBI0x5IrE1yZNOiL9ppjfh53WLAWY95drFCFxhuzjHyPBQdiBOM8Kx/+grWIxbAIuSR3TAleAnWxqLAm051P8TaQxr0Gu6wvXURTIq8FuJ19bhfxd6Q+XQS86gwa9L9q0APy2LDO/ddZbwM+xv0Bhd6tkp8EWj1XN+Bww09faLhxf4GxJ+wq48vz0GCdySBnAqTwDK4Xch/M4a/G5uGNTUBaWTU1Ekj/gGiqeUHlj9bSoagjNdg9QjMgU1QRJPLDm3dLIpcb1pXl++YojlzGUMmpFI4N7UOHrkYAW/PE6TbRf5g58i/NJrrcI9NlzJ5y/J+HPCUEJrL+GfGAA512VCcoKNXMAvGknvMJoeU/UbSMPRcmGJEiS6ONOTDZ+AFNCr3ud1Cfw/tWtOwxDCfcKV0Shk2KtJNwACCmGQqEAGJP3crjVOLumHF0Xf468Ly/Bg3wLc3L4QxT9NQ+53o3Fm4TAcmNQLu4Z3xuZuidiYFY/1qdFYlxCJdXFhTDNCsDE+mI08hGF7GPZ2CMbhbNZtQDtsJvh7s1hHnjuf1yDK7RfCUFyDv5B1LBwSxt+iHe7Jc3iGyLtk3D1DfPlGYQGnhYMl/GeK0p8RUddAhsn8DVj/XRmEP9GLkVaouu7L9PByHjGOp5g2naAu817l0hvLsW6OiceWaIFfPL8/Li4YQOAlmvmN3pue/9qvNAZ7cHTXCvTo1Bcjew3FlNFjMW/6BKyYNxk/L5uG7atn4dCG+cg7vIgGkeH+JRrN08sBGoEr0zujgKlZCetbwrTlHlPNfZm+rGNLlPC6L/YOYj3kevlb8LqLxPixvldoACSFO9glgClYPOw/puefsBA1i+VR31X11E2gN2TAb85f1arMa0VmFfAmXVXwV6NMI/yUZagU9lc+kIBvLgN+yfnNvX+1fMLPnL+hnRfiGjqic3179Vdt5S/WyjDfbPvG9PwuGEGoZWy/1uH3Lvy9CfkQgZ9RwBAPgd8B3Z1cODXgZ9jfxBklk1JQKH9umo1GHr1ID+xthua3aAhOdw5kXqZ1sglw0kNcAXZKHrP9nYzHZSJZVgaAkcXdyXE43UOHX7YJ/Gx80hhl9Jd0bkmuJ3n/RRl/Lj3VyihovfHy/Ff+zv2J7CCVv4qXKBol0DB16M2Gw/xXnneL8ZBznO5BsNjYBP57TDEEqh+jmuFkzyAaFkkrpFORjY2NTqYFYgSUl6TBEPjpFX+K98eyKF+s7RiB9ZlR+Ck1lOsCsCHOF7/EemNTvC9+S/LHjvRA7OgQpP4O/qneDGN7hqvHabk8T754sZHS6074RoUz3YmEfJjyYEYQjmS1Zegdqfo+ZJrbl/BznwIBf7DUP4x5sqQtydiR0lp9gzB/QJQKkSVVUAaAnlQeh50iIPLcv5T1/yPdF5sT2ihDl89j5fM4cr0qxGbadLQbIwzeq3P9wlQn4y3+/r+1a6ng30n4z03vDjyV1GU93p5dAeQT5Hu/AQ8Z/fzJKED+2tATTp/K3yZkuT+Z0jzYCNxcBxR+i2enFuLRgfm4tXUWChYMxGVGJvKB0WLWuYh1v8u2tpeh/q8JLbherlWGY3MqUZC8kakMASM/1vcMncN+eQ+A0ajAbzlRg7+Ggr8cepk3Z7ACd+/InFVDlcuSS+X1Nc+v4JeQX3l+lRdUBT4ljwCpaixTXgmuqwS/aWy/GuRzCo3sPAl/4wrwj2L4L/DLIB8NfnpvD1ekMzroTfiHmMHfi/APNuCn5++qw99Z4Hd3Q28eY2ATJ5ROSmXDicWFftIJFKc8/S2G4bcI/KnMAOZmBF9CSIIkYbh4U9E7oIsU7JWkHpdpZbTjyMc24lTIeap7iBrFJpFBLhuerJPRX9IwxQBI3i+5r+r5Fm+uDANTAhoFafTH6OEkRJccvpDeP48N5RRD/AJCIH0CV8fQuzGsFfglRBZI7jD6ECOxLqopjsvno9jA5OUf8TYFbHzS8JQhoAEQ+ItG0OvQ6PySHIw1sf74LY0NsGsojrLuZ2lo5OWiS2zM0mEm9ZDHaRd5TMlZ79DIFUjoPoLHY+5upBMSxhbx2NdYv8fTErBPPpvViXWRNxV5LMm/L/SmMWDUUyAGQOoleTIN0r2JhD/ZU/X459Fg59Ew5lPKAHB/qc9Jwq/SJ3rMHYR/I/N3Ce/z5UOkAj+vUf6qj8B/mNGTjPs/0ztMhdU3mVv/1q4Vtsa1ZtQQgi2dI/Ho1GKmNz8ybF+FVxeX4+mJpbi3ezaub56Kgu/H4tzSwTgxvy/2T+2O7SO7YHP/jvixSzzWpkfj++RIrIkX4xmE46xXIX/LAqqQ11PIet9lmrGnA+sY14rpAOvGaxYVDGBKJqIRkOuXqEA6eCVFOE3DZv9xfVhNWmR6sUegt8gt1j2+GYeKvcoie0rlfFbmVZNWTiuvw3+JjAr8Ws7PE3OlwG+cWA5iqgB3lA6DcitSLtXhp3t9Y4SfvNJbS97qa9gS8Q0c0LmewC85f1OM1Mfuy5d81Ft9zWR4rzznN4Nfcn5C39PRScEv0YAM+DHgzyL80tMv8A8g/Ffo+QsGxmqPyEbLIzL56k0Mbo6NZv4VoAbGSI+6jC3XxphrksdrVUmNmNOnAqkxNYyBdNzdnhjDcDMYJ+h1irlNPPl5/uAn2BgFfAm9pZNLBrdcYPiby0YhvftaDsiogLmv9BEcJfySw16WPJaAyZOBUxLiS37PY0gHWTn89JJsbLeZdkgfwrrIZjjWLYgRh6QV9IiE7LJqaJRuACS1kI6/GzRavyX5MXRn7txb6hDDHJv14DkEIglLTSLY8nKObL8zPp7n5XF4rALJqXle1Tkn1yJvGhK0x1MTVMfa/o6BvCaGvayLGLHzhF+iHqmTKJ8glCj4k7Cd8EvoL9+9k/EA8ihSGQBeowyZPtElUKVPUp8dqb74mfm73G8BP38Qj8lrLGadJG2S9/3zWU7u28luIbhF47+5nSe2JXjhaE4kfkgKxo+dwrF1QDJ+65uEn7PbYV16KNYkBGFpdAAWhPpgWZgXVkV644fYAPxIyJdHBOK7mCDs7NAWezNpYLqGMPqR84Yivy+nvD8KcNb7Dh3O7g4+2BDbChcZ7eSxXL5I0p7+1ACmZixbxPt3mtewv5Mv4Y+Ew6cNYDVhPuGXV3plkA/5IW/K85uxV1nKCVdap2RwWdU2A3yqmgG/5vnF6ogB0Dr9NOgJ9n8SK2sOv7zLL6/0Vs+/ibrbTsCuQQs1wi9Lh3+4Dn9nOwf0U2/1ydh+7X1+E/weHurFn4EM83s0dlTv98sTAMn9zT2/Af9AD3r+ie0JfwzO9RX4CSjhV1+Poac+kRnIBqTDO0o8sQy4kHl9XSUp8A2xTAWpMlokcGtCDI4TvBM5bdVzdjEW0jiO58j5BH6CwoYuA1wu9G1LbyZAMwSn9Zf1Ev5LmnCEjfwd+HvQWxB+6dmX3m6JLk73IMwCf3/Cz7RDBg59H0H4cwJoWEIYWdAAEK7LIoGNxxFgpQ9Boo0bNE6/Eob10fSg8gcmBjKKkPCVwMnXgaWDrpDgFvGc8thNRulJDn57XILmmcUASE4t5cQASP8Dt8tz7j+nJGFbkjf2dvDDJZbRjBG9cK8gde35AwkC6yVAiKG5Nz4R2wj/9pQ2hIXleW/E2Mi15dP7X6AHP9GZRpv3qIhh/rZUH/wc05r3O1gdN48wScdiEQ2MpE2HeA/l0drx7oxmuhD+EQmEvzW2xnvhUv92ONgzEts7h2J7ejB2MD3Z1TkI+3KCcZrXdbhnO3wT5YeNKQE4w4jrEu+lRA8/xckf9AhUkBew3uLB88VI8b7kSzrTRwyAAB6K2/TiuzJ88VNMSxq8YF5PCI0ajUA/Rj4CvzIAPIb8tmwzBzt44+zIEDh+3ghW4+fpw3t1+IUnBb/GWFUwq8hb5o3tsmwm8/WatJDfCPsl5FfwW5pOSPGACnzJN7hOievNpT0V0Lap8cji7Qm+ldIVirnL5duou/U4GtZvpjx/FsP+YQp+GeLbRH2pR17plXBehu4ONIN/sA6//NHKbg4V4c+WDr8q4C+ZkMyGGYOzfQjbqBjVsaY69+jtjnVimCYdM/IojSBKzim98NpQWF2VYNcGx1A0IqaphKCcV0aD57g5joaFXud4jjxm0sqdo0fQ4Bc4CAkNgAxuOd8nhN6fjUgBI9uksyqKXpHwZxF+5aFZfjgbF+E5zRxfBgUVEnbpIT5BY3BSPD/BkA9l3OJ15dEDropogiPZvoSfxoWRxSVCocCgIVCgynHlfIT/Og3WJubA66NbswGKl9UMiXgu+Ua+ZgBYVoc/V3rWeb7bY+LVJ7VUp6V4b4kqaADkOsRLl/Jey0c2t8ZpX865xDIXpS6cnmVKco4wiFESb5hHIMT7Cfy/J3nidxoAOc9F3rc8GRXYT+oVTvh5HwV+iZIIuMC/nvAfI7By3Eu8XjmmfKPgeHYgDnUm/IOjcaRbKA7SS98ZnoBfaeS2MFW4xGvM47VJRCIGQ+5bnnzGnPteHyNRTwxW0+NvSvZDLs9bQGAv9gyhF/fHpsQA5BHywl5tcZmS+TyWyWdEk9+H67gsRuA2o6BdvPa10a0YVQWrEZlyrEv83cU4FMh1856UEv6LhP9cR18a+0g4f26PmuPnokbpY/JEbsiViUVhjFLwGtAb4CsZQJuvq6xy6CvIgN+aJ5O/EGpxiZbnEk8qob8hGgILnlBkyYNZ6lMLlrekBZH9RJaUNS2XNS/A+vw11Cy6g9pbjqLhVx4a/A0E/ibqE10yvj/Tzh59XOQNPsLfVODXXuzp5ezKcN8DXQh/fzdX5v6O6k9dC/zS8dfVUYM/y8EZvQl/Lx5jgLsTiscl8oeNwRnCr0CVZ6r0dPKppWMdA5THVAMtmK8qyYgzWZbHa+ZGQEBXYl7O9cZgGfHSsqwe3+kGQL7hJg3vWLb2jFkGdMjQXlkncEuILFAL5OfZUM6r8e5RynMKOJIaCCSHswJU/qrCaubWAthp8fw0WBpcPA89mnyk5LJ4YHrKWwRZGu+qcMLf1ZeGpa0a/3+RHkY8jQo7Cat4a0kP5Nv2MrpsYwzhj/Kkt+T2/oSB4fVlAidDfy8TOvkenvoUNuuZy/pKXnubhkZCWflohgAnHkyLALg/JS/kPJyUoB6r7UnzU9eUy7KX6O1PdwtQBkC8oBKPIzDfHZ+ErYme2EIDkEsvf5GQXOrNetMQ5LMuF3q2Jfz+WjpCYH5P8SX8DOHp5eUaL/ajQeE1F7Iux+n1D/IeykcyDtEQ72PqcWdoHD1/G/wW54WLOoSGpP8lj3XMp0G7Lo6Av9XqyDbYmBSgoC/kb3WRxvfnmABsovfPY/0KJH3huosSGfTivixXwPoW83il1HO2j+MZ/viV9/YKr/E6dbNPMBWIG30DuY4GnlFQLvc7mhGAnazXxk4haPiJPSwnzEP1K4Q/l/CTKQtKcUjVUGI6zml1JcnXDenryOTfSi+j9udxTTLCfhvCL+BasoCFiDsZlkd77qgBb4BuxZ2sKRtW1pBtBV1jGHMPtbYcQ8Mv3Qm/PeG3U1/oEfhloE+mvb36kk9lz9+LYAv8ne3t0N/VlRGAI1MCNwX+YPmkFz1/N5XzO6G3mwZ/PzdHFDE0zR8YjdPyfJywCLAqvyfERzv6Kw+mdVCJpRfwKHMjwPICthoSS4OgjZQj0PSYaj8R16meelU2mpEFj63g154xK/hp8Y8J/OIVBX5KziXeT15A0YAhcBI6c71EAzI4ROCXT3UVDJWQNpRhPsvSA0t5yXuPMew/zvRChcWE8haNj6QHCv4ufgytZQSgpBY6ZEps5OLpWE7SDYmCJHReF9mKBkrCUXpEMUgiMQCsi2YAaLgIv3xkRJZvj45VX9UxhbKET+vUYl0oGejycALhj2uN3elm8DMCOUX4T3cLJNxtCZ4mgfneuCRsSfDEZkre288lXJd68djiVVmX8z0If5YfiuUe0ohtbS+e34tRDgHtSwPQmwaFcIlHFSOxv5OfMlyHeF3yWPDuMOb8UfKoz0tFERel/vTcasrrkuuWcQ836bFv0pCtjfDGb8z/iwjnNZYp5f3fEc18P5YAs9xd3t9i/galrGtJD56XEV8ef+fzjEQOdApUH3lZHO6PYV4tMS7UB4OCfJHt54WE1l4Ia+YHf3dvNHNsAUe75rBv1AJf1m+K2l94wKZ+c9Re+QtqFN9HDYGe7Gnwy7xAb4BehQyQlcyAF6kyhJ7zmqQ/z9BVbhP4r4nnJ9CUnNTw8gb85kZAvLsl4VbgU7bcWVQr9zpqU3UMXbwOm9L7qL2dYf9XTZDIkL8z4Tc8v4T+An8/3fOPVB1+4vkFfnp+luliZ6c+8CkdgwMJuYT+YgS6ODigm6NzBfj7uzVG4VjJS9vhVG8dfkIr37i7SpAFfsltpZOtiKG1dBIp6UZAjTnXwRaZYKeMQRqqk47GQtZp5SSyIPxdA3CsK0GSx3I8pwztVR14hFa8o4THMgb8HBuevIAinlLCWgU/z2/ALzlxnnRiDdW8t3RaySu8kmtL/Y7Sox1nhCEhvzTcmzRSedxnJeE/zMYv34s/R2+ZK56NDVU8rMAv3ldycHk2Lo845YOhP0R44lgXwkbIlKfVQ1fpxFJ5N88p9Tsvj9XohaXn/ALn5bGdAlhyeB5bogXppCulYflzfJwKseUPa0j+Lv0b0tF3MofwUxcFbvGeNIJFhPnBmET8Fq/DLx6Vdb9E8PLknLwWDX5/7VEZjcg25fl9cJj3O5fw5xJ+OdZlev+jvP69HXxZNkJ9318G9dwbwfrQC29j6C+e/zKhLeaxr7EOt3j8uzR8oudMbx7TWP0Y4oON0QGMIsJwICuUKUAgpvn7YbivDyaFeWNIQGtktmyOhOYtEOreAj6NPdDCzgPO9i1Q364V6jTwhHVDb1g39kc1p2C87xaB91om4H2fDHwQ2BU1InrAIqEvLJMHwCZjKGrnjIbtqBmw2bBDOVSV7wtrwh45FPgrgi/AVpxWkynLylRG7Kl5fVq+ny59m4T76jGfwE9VCb/h8cvhv8oyBJ9e3eYSYafq5t3ER5dv4WPm958U3MannH6efxOfc/2nxbfx2W97Uf+rpoSawKqwv6kyAMPp2bMcBH5nvcNPgCf89XTPT9AF/r6Ev4saDyCv/BJ+wi7w5wj8Djr8zoTf1REFYxLYmAm/DIGVEJwWXeX2lMCfLx1b0kNNTyKPZ2RaRAMgxkANO9XBVsBLT70AT2C0Yaca/MoAiAEh5GIAVFTRJYCelyEoG1E+t8kYc1knj7Tkq7JiAORcAqZ8tCOfDVTgl6mkBgb8ArLAnz+E8Is36yY5LeEnXAK/pBbHuwoYGrA3eH55hLYyrKnaX4bunqEXOs9zSP4sYbQSAZRHjJL3y1OODcxJ1xL+owI/j3WJYAhw4nHzWN7Iu8WLSp3FGNwYHoNzhPECDVgugRPoJHyWbWJAinnsR+NiVIit4OcxcqUOAn+2v/qwxSXuK/BfIrTFhPnBaMIZ1wqb41sr0HPpTS91pzifz3t4vnsgjmcGsCzzZBrDHSn++CXaXxsQ1T8YV/oE4To9/50BgSjq6ofzHXzw51AaW57rSEprPGNatCOsFTaFt8T+rGD1fcVf2vthVbwfphPmkcE+6O/ni4yWrRHRxJNe2QtOjj5oaO+Fj+zbwLJBa9RsFAhL5xB86BqO99wi8X7zOLzfJg3/8s3A+xHZeI8gv5c+HB9mjoV1nxmwHD4f1uMXo9aMlbCd9z2sl/+MWuu2o9aGXbD6ZR+sfj+M2ntOwvrwediczod1HsP8otsM98md3uEu6XS5x9c8tLkE2srzCn4dcvN5Q6ZtAn+l/f8eflmWylDi8W0ItoL+XCk+Pl2Eukcvoc7es7DZepQWbC9qrf0DtZZtQp0FG2C14EfYDpqBzz92Rlg9R/U358cS/pFu2vj+zpLTM+zXvuTjSu/ujBR6/p6EfyBB72wnaQFhtyP8LoTfjfBzWfbLaezCyIHwc7kn4e/n0hgFowV++TYaPQW9soS5apANoT7cgfDTyqsOOMIoDVd6tY3RV0bHnAY7Q15DXK9JlsvLKANAyYczDncm/J0ZgrKMjGiTob1H6LEkXBY4Je+WAR7negbhrMAkoTaBFgMgKYFAcojlJdS/JPk04c+lZz3O3FbBT7hKeC5JLY4T2Pw+PC5BvU7jJl75u9CmONjRT0F8qgvPIV5UdTbRU4toSCTHlZ5/MVbrCf/34Z6sN0HksS4S/EvidWVqMgKEnxHGue6srxiaodE41y1Y5eG5PYN1AyBRgNSV94/38tGYaHpyb+xI8+c6en5ukxThRFd/nKK3VvBTeb0CUUKY/xwdj60JXowWvJTHLyT8V7v542aPQNxlbnyrB0P+Lv54ODgM9wcE4WAy4Y/yw+6ObXGIkZU89/8l2Q9rk30wO8wTgxluDwryRifPlohgOwtt2grNHJrCwa4J6jm0Ql271rC096ZXDsCHLiF4z70d3vdMQbU2KfjQtwNqtusFq6RBSrWzxuKj/rNQd/hifDZhBT6f8j0+nrkededvwUfLdqD2qt2w+mE/LH45jBpbTsB6OxnYfR41D+TC8nAeap6QP64pr+DKE7NrqJFHkZsaeTdQPV/E+UvXyBXT4/N0rgK+Dr8RmhuAVtS1Ktb9ewng5UaifL4661SNx9Phv0rYReUGQHvsp1kiea3Qat0u2CxYB6sZ38Fy0jewGrsEliMXwmrEAk1i+SiZtxi7CLYj56Ju206oVb8lnD51Rpy9AOyBiW6u6NFIPLr2aS55zj/Q3Rnt6zci/M40BO7IkrBfXt2Vcjr8Awm7PCXIFvjp+XsJ/CzfV8EvPdKRONGDsDEHlWfbKsSnDjIHzGdoJ55enn+foYfROrakJzyMEAqIlA679nhMFwFV0peVASDkEh1IZ+EhgT+LISjLyKO30/RchyWMl5Ca0MmjLQldpdNLPk4hMGuPtLSUQMEvnp9GQsE/SOANZlgunWSEn3DJgCGB/xiNjHQ+XepJ+Hl9klsvI/z7M3wU/PIZKXlJSKAXLy0DbC7Q0AmIcv3XWN/17VphNT3iIakzwZYOrosE7yLrpoyAiMeSzjABPo/HuMFrlnfrxUNfIPxaBMByPO6FvrwfTE+eMAX6PYFwpgWhkAauhAbgBuEv7OqLopxA3GHKcK+3TL3xcFAAXo2PwU6G8RsYlh/KlL/GE4itab5YE+eHuVG+GB/aBgPomTt5+SGypQ+8Xb3g7uwF+8at8Sm9s/wxjWoO/vjAKQz/5RaF/2oWi3+2TMZ73ml4L6AD/hmWjfcT+6N62hBYdRsPm8EzYDVqPmpPWI6609ei7tc/EeYN+PibX/Hxim2os3onav+0B3U37sfHW4/h4z9Ow3bvOVjvPY9aBy6i1uFLsDh6GTVPFsGSYMsTMmumvJYEyCLvOqcUl2sQrA/p0T8Ub0uepAe/uui8Ni9v7pU/JaPnF+jJn1o2wc/yIgNUBf1/knn5cr0Dvjouywv81D+seVLJO6S3X0mgv1RS3uOYz0qevIw6wxjS9GWeMmwObEYugPWoRbAes4RaChvR2HLZ0jDYTFiKWpNXovaAr2Ed3hlWDj6o/4U72jZ0QYqdM6MAV4z3cMUYGgAJ+5Pr26OH7vmzGtmhv4t8rbccfgn/pa8gu7Gzgt/w/H1dG+PyaOmRjsCJ7mxwCn6G/jKmekgY9tNLCHCyLCOtTnQlRGygktfKyxcyWEQ9E5eOMX36jmgc1Og5Ai6RgkQDxcMjlNc+TJByeaxL3C6j+w51Isxs/BJGSx4tHVZnGMaeYd1UqC15Nusjj9YkRz/USepHT0lDIfDnMq8+ylTiUt9I5Z2L6XmPMZc9lhVI78ly9O43WA+BekloC+xL80EeoT3aMQAneW25LCNe+kIvgqoiAMnlQ5kqROLndp5YFdIKBzOlE46huUCv4NdCbiXJvVn/s/J0gfW/y+gpr0coinjcK/T61xiZ3OrfFncZvt/gtd3ndWNUOHZG+2BL+2Ac6R6O7RnB2Ng+AKuYCsyNYN4cInlzG3Tx8UT75s0Rzby5ZUN3ONZ3QcMGHvi4QTNYNWyJ6vZ++NBRcuYovE+YP2ydig/8O+GDiO6wSOwHy/YDYU3PXJue2XbEQtQe/y0+mbIWnyjP/AtqL/0NdVbuZBR6gDAfge3GI7Cmd7bZdQ5W+y7Ccj8hPsyQ+/BlWB8thKX8VWn5i1XyuJrQWhAIJcKsoFbSoK5OuBXQAqk4RcKs3sSTqFkBTMl6cxnrVVmZCuRkStJpVd68U44if5p4HjlnBf0N5Ky3qIYuY1lJjJAqp01Nx+U1Vee1/cOGlbRmWG/JwhZ5vJA8VsyQwC8q5A1hmG+9Ygdspq6CzfCFsB1CTz+CBmC0GIBlsBm9DLY0AkqE35ZGoBbX157wHWpPoRFgVGCT1A81PSJQ+4tm8Kznii7ObpjYxAWjVdjfGD0dmfMzl8804DeF/W4K/k72dhr8RthPY9HPxRGXR8UShgjmyiGQv+SqPVIj1IR9nzx7ZuOXseUyyuoIvbXkqlr+LaE5wdbzc9NItAriemUgNCOhDZ/VogqBXzyXfFBDRrWd7B6EQwzD5Xmw9uiK8NPryocpTjOPv0iYVZ5NuOTZuoB6sCM9N72kSEaCySARGfgjZeUZeAm9vPTOH6Vnl/xcAL0uaQLnF9GLy+ew8rvTCHXwY3QQqDrnLoiXJtC5nL/IcwjEd2isfo1qg7VBrXGChuQqz3ed6citngEMtQNwj7rDkPsOPftt5tR5XbRHX1cYpu/p0Bab5GOoSf6YH+2HKZG+GBkaiGwfHyS19EK75l5o4dgGjemZ6zt6M8xuA6tGPjT4AajpEIwPGjNv9kjAewT6//hn4v8L64X/iu2P99KG4/0eU1B9wAzUGDIHVuOXwWoa29fMtbCe+wPqfPMzbFf+hpprd8Lq592otfkg6m4/idq7z8B23znY7r9A0TMfYNs8kg+rk4WwOVMMa6am4tSkY9qG0FizoWtQS6OnF8zXPJ+AoB6vmcEq+bfKwWWeslSAs5wBM6dGeXkmryQwm603JMvSX6ZNK+6rOvZEBFNztISe/Ilqso7mMsCuvGwSHXTV4vEMsZy2P1MOST2ocvh5I5T1k8qoCmiVEkukQv/CG6hRfFddTE3m+pZrdsJ6xveMAAj/sIWMBhbDdnTFKEAMQS2qNg1E7fHfKCNQR6KCrOGo2ToWNkwJmtV3Raq9CzK+aoz+Di4YRug7NbRHf2eB31HBLwZB0gSBv2tjJ04FfncFf3/CXzBSPuQYgSM58oZblHq2LZ5UBqeoZ89s/PLChTyiOtiJjVryWpVTE26G4Oo5txIBpyRMNkkZCE2GcZC0QdKIQ5kB9NwEjvtKx9qJnGAcFvgJuJFDF/AcZ3KCcIre+2IvLWy/xPBd8mp5zHWgI42T3kOv4KfHPkKIL/J65Bm49Kaf6Er4eZ482Z+e/zqNRyH3XRTmhX2p3ijp4Y+ThP9M12CUcJ9rDM9vUXcYnt+hEbrbry2eE/4tEd5Y5eeJnWkB2Mk0YqN0gsX5YmG0F8a39URPb0909vREUjNPtHVthpZ2bnBt4IYG9Zri4y+bw+or5s6N/GDBcPvDJvGo6dkeln4d8GFoT1glMsROGwHL7Cmo1W8ubIcuwUdjVjBvXouPp25A7dmbYLtwC2y/2QHrVXtgue4gLDccQY3NJ2C54wysd1+Axb5c1DiUB8tD+fTQBahxkl75jPYn4CwvCsA32E5vqE5nK/HOEm4zd5a01UqmbJvWBFckQ9alL8uGMvq1RDVZRsJrmZqg5HrDgwv4lpxWkPSB6dI6wLWp+WM07ZGbPi+eVs3zXLq3rcl5JZlXwIvMl1nOgPl/oyrhp5eXaYWyNHo0ftUphv3Siy+eX0IeMQCsiC5lhVgxbQAQd2TlxXpaFtyERfFt/iBcPnCBP+RuWM/5ETbjvmFUsAg2jAhsRgn8y1CLBqEW0wOTxnH9lBWwnfgdbHpOgkVQB1jb+8DuUxdENKAnp/fPqe+AIY6MDOycCL/2t/wGEn4ZHNSVnl/g72PAL739I6MV/IfpIQV8eX1WPfYiCLtT/FSILB5bcvH9DI8v9hbQmTdzu3hhCcPlebc8ZlLishgGCZe13J1gSliupgKp1pEn+frBjv76ABt9tFkHhvHioUWET55Fn84JwAnm8Rckx5a8Wryxgj8E+6W8RAP08jJcVPLuE0wlCnpHopBG6v6IGBTwui51DsZ9pg13uc9f0mPeJxjftvXGvvatkdfVC3sSvbBexu6nBGBFvB9mMNwe2dYXvZg7p7Zohcim9M70zI3tPFHPzhu2DX1Rw94b1R0DUc2xLf7lHIEPm8Xjn/TM/4zogX/F9kaN5AGolj4CFjmTYNNvJqwY8VlOXIlaM36CzZyfUXvJb6j77U7YEmabH/cyZz6EultO4tNtZ1H3D3rm3eeZO19AbUJtfVDy5jxYnbgMG4bbNmdLCSa9MtuTlZ43K6AJeQ2qJsNsCwJteZ7blQj4OU7Psb3qknkZVWptSAffRqaE1lzGYDQDeO3Rdfm6d4HXpMoTZGUkdLhNIhcCunnvfHlorUnr8KNM8FUh2cds2RS2V5bALMdTAGvLxrSCLmtwV1jHfdS+XG+CXwbpWMmN5gYNfloiXVIRmVqwcgK91ilIQyFWkz+cWF2L/BuoWXCLN4c/zKFLsPzlAKwXboTNRAI+YjFqDVuAWjQGtUYzMhizmJEBUwLR2G9QaxLTAUYDtQZ/Dau4brB0DcBXnzrD9zMH9LB3RbdGThjG1GAwQRf4OzUS+J1U2C/wy6NBgV+G117oTU9MD6lGtdE7n5fOKXrJXYRfBnrI4zfpQNvXgfD3EkMQhXPdCK14aBqHfJbJlzxd5il57JVHbyxDUtULGiIdfumdl85D+XTTgQ7+OM9y0qsu8B/IkBxcIGY5glzAHPlMt0CcZB4vI8MKewThKo3CbRqX65yepwG5yX1v8Xy36KGLuwfiRGYw6xbJMD4U+7MjsCHBHwsI84xwX4wK8lEeOqGVJ1o50js7usGtkRsaMYf+pEELWDfypmcORg3XUPW8+YPmiajpm4kPgrNRM74PvfNwWHWagNp9ZqPO0EX4eOx3+Ix586czfsZnc7eg9sJtsFnGqG7lXtgwd7bacBgW9M42286j1u6L9M4EeH8+bMQ7Hy+ExSmG2fJ3GgmHFduJtCXp/LLQpbUVwkPvrM1zSpBlJKiNmppJoOZUtgvsGszl21V5vYwm2c4Q3wS9Ps/zKeB1aSDz3JR4fMMLK8+sS63Ty5jEdYa0fcQA6PsYkOtSQFaQ9PBXpcrlymUAagK8kkzwGlMd4ndkgt9M+v7GsqQ+/7DhD2TAX5MWoqIB4DqRgK/EH4YXrm4kp4ZFVJ0gvMlSrmbBDRoEWvDThbDcfhy2K36H7bTvYTuSwA9dAFvpLxglRkD6CGgAZMoowHbqamUgrFMHQ/ULfOqOZp86EnY3jCDoI5kOdJG/+8fUQP6Ud19GBAp+d3r+UZE415OemLmsEZqf7R5ABRF+H4bShJDeWrzrPsJ6gXDmM1I40UXLjbXHUDQcNATynFmMgBrHrQwAyxL8y1QBIVWil79C+E/yfMc6BKGUyzdpFIpy/JHLMP6u5M09A3Grlz/z5wB6bT+cYMRxiqH2oU7B2Jjsj5/aB2NJjC+GBXijb3AAOnr5ILpFG/i7tUZzh1ZwdvJCA4c2qM3c2YK5czXnUPzLJQr/ZLj9nk8G/ks6wiJz8GH6YLzfYRSqdZ0Ay0GzUHPkIljTsNaZshofzViHurN+QR2G27W/2Yq6K7ah7tpd+HjDAdT99Sjq/H4KdXeeRR166DrMnWsz5LY+chm1GG7bni0mgJzyd67F39Oa7UB1fknjYeOqZjQwWSe/O9uGACNeU3WAEUItf2aITMmLX+Kl5SUyLSQnvCJCrOZNQGvL5tsV9Mayvk2TBr25h1fQiyFSwOvQq7aqAWwOvOr9NlvWAK9CvDYV+ZpJQU9GTFApXa9SAn3Fdfp901XxGFVvKzccZoaEv4tpHwU1l9W0krhd+ji0slLmOj6k/mHDi7ASsPljWlzmTRIDoCTGgOv0qZIYBJYXI6DdEAFerKGWA5k6OuSG8SQWhTdhWXhL/SCWBy+owQ42S36FzeRVqMW0QEUEIxkdqBRhOWqNX4HaU9eizoQVsM4ejxpeiahdvwWaf+WKNHsXdG3oiD4ytWN64Czwu2GAhwsuj4hQz7gPZQbSwzOkJuinsv1xJpvwM6+VP4whwMoz7L0ZATjfXeAPp2cN5jzDc26/TBUR/mJ641ICf42e+QZ1i/vdI9j3pYebutMvCNcYchdLx1yaH7YkB+K3DiFY3z4QS6N9MYmh+LAgX/Ro44WMVq0Q27wVAtzooR2awt2hGRo5tETtBq1gZecDa5cgeugQVGvB/NkvHdUD0lEtPBvWaYNhkTUGNXImwHrIXFjSSNpMWwPr2TKGYjNsl22H7bd/0DvvhtX3+2H54yHU3HAUFhuP0UufhM2WM6jN0Nt6dy6sDtBTH85n/lyImgRawcjfx/AcNS4zxC6g9GX1u7E9KCNfWQRJ7cvfXqTaApcNvRtal+fKpnm2FdOTJdV2RNpxzY+lpB9fzm1yPIa4LEPNNRF2HktJn7dU0sqVt1fWm23YHGIjujWXefRr7gyNsFykhdIyNYNMl9zT6mZSkMp6M1Verlo8V1XryWoFVbFNDLQpJSDXFc7HOlWjCL/WG2rJBmBZwAsVA8AdLQrKVZPLmngTuLOm8hukbhJvpPxQRh+B8QOqm06LYyERQfEtWBbdUB7Fet855on7YDv/F9hOWMnIgPCPWEZjsBy1x65EXYaidSevQa1+M2Adkqn6BRp+5g7/+u5Ia9wEgwh/fyd3DHF3Q9GQUJzLCVbwFxJWef3yTJcA5NLTygCRAubYtwdEMLxmRNAhENcZ9j+Q3J55eAkhLu0ZhCJGChdlOCpTh900EL+l+GN1vD9mhXtjTHAb9Pf1RXoLX0Q39UWQC/Nne0+4NGyFBo28ULe+Nywb+sPCJQwfOtFDN4nDB21S8YFPGt7z74AP2nVHtbQh+KDTGNTsPY258xxYy6PQ6auYO/8A24U/E+hNjJI2w3rNdlis243qG/fCcstBWP1+FDV+PwmrndIpdg4We7T82ZIe2uJYAWxOFSkvrXq4BQT+Nhb8YQVo9SNz+qGIv9+H/B0UtIRYXiRRL5MwXasQ7qrfrRxOAzQFoCH5rXUZgFUGzXQcXcpJmPqSpFFzqhq3JvP81Hy9amdGe9PnTSkql5XM5ylLs3lN5vv/3fHLJeWrUvkx9LICWBWqKfe/Smn7/M/EenJqOnYFHs3WkV3zeZmW76dvM9VZjNINDX7pcLFgA1Gwc6MCXokVNqamA0mjMuYp/Sa+a0H5o8uPojcIoyEpr6LOdwM1i26qm2p1sgCWO9jA1/wBm7k/o/b41ag94lvUGcnwddJq1J3+A+qMWADrpL6wdAvBp194oEU9NyQ3dlev+j4ZGYI7PRhyMwe/Q69/g0Cf68hQm6DviPPFLnmPOy1I/WHOuWHemBjmixHBfuja2gvJLTwR1qQFfJ090LSRKxwbNsHn9T1Ru6EPaqpwuy3ed4/Ee82S8H7rjngvsCv+GUGYEwagZsYo1GC4bdV/OmqOmg/rKStQ6+sfYT1vI6wXb4HVsm2wWrlLeeea6w6i+s9HUHPzcTUyzGLHeVgw3P7w0CVUP3YZ1Y4VotrpEu3LSBe0XmR51iwplPLG0uB571SH2CX+eAoyWZb1ugckvCIDUsObap5Vz79lnlNDGvDlkCpQRQKrMgAsp0vzlvzNxYjwtzU8iQkGri+Xvp+Uqyyjzej7a9Ab89rUkBzXNG/W7lTj17ereUqLXsuXzbeZH9NclY+vIJV7buxvyDiG+dQkzdD+91R5X01GPQ1VVeb/jaQON1RE8g/x+hr89MyGATCBr6lGZXFHU0jDA2ohhibtZmk/uprXG0O5EdC9hGqQWkNTDZsRgRL3szx6CVZbj8F21R+wnbsRtSbTO05cDdvp65gSrESd7HGwbZME28+bwfEzJ0yL9cPECD90auOHBB9/hNBDt/HwhauzF+yoTxy8YWPvj2qOwajmHo4Pm8TiXy1T8aG/dIR1wT8ju+OfDLX/q+MovJ89AR8Ono0PRi9EjYnLYCljteesRe2F62H9zc+ouWojaq7ZQu+8naH2btTccgAWVPVtR2G16zSs9p5FzX1MceidbY7mq+Ge8rjK6hxFqGVUmBo8kn9DRVtyf6vz3otqSOcptxlSoCvPzPtzgVPmvvKZNOk008JqyW018OUVa03avVUGQL/PxryaUlWH2AbwVUDK30eJv6fAWS7Wj1PVoNS8ofL2oB1H5nXAzRqi6pgyifuZzZtvKwfHXOXHqQxLZZDMt2vHMz+2Id5zXe+eS5PR5quSwYVMq+sy56V8//Jzm6u8HpRpH307edTK6evNj60k+5RLlddVflyWo9Q1ch85Fj0/w/A8AZ8qFPg1/Tv4jQs2VcZcYjV1GQ2ggkcQb8UGYTIGbHhGg1VPD8RDcV9L1seaFkqe01ody4f1zlOw/nE/bJjv1l60BR8xQqjVfwYs/VLwvkOQ6tn+sHk0qvukolpYDmok9oOtvEHVhYai91RGEgtQayKjiZkC8kZYLd0My++2wvKHnaj20268v2E/3t90EB/+dhjVf2P+vPUUbLefge3uM7DafRZW+y/C5giN0tHLsJYebunAks4p3j/LvJuss+gW7+VNplHasnoSItDINQv0yvtqHlgDVl8n4nbpexEpA2EqL/eFIvCVH0MZHVvasczuKSX3udxL6+J6Q4Y3N4m/iek3kt9M/+3Kpf2eWqeSJrXub9pAubT9lbEwGjPLVJiXNmUutb2iqjxPZXHfd5aNdebzlPlxTaDKsjFfhaqsm76+qvJVyrSv+f3gPVKqojxlOods/5syhoyyCvxK8BvGTTrlxdn8w5aN19qAnzuJN6psAGpwW1UnMlXm30l+fDk5G4LRqETKALChSQ+y1ujZgCmtA4fSG70yDiwj9bESY8B1dY4Xo9Y+wvjHGdTZeBAfL9+ETxf/hC8W/4wvVmzFp2t24pO1f+BT6dn+eS8+/e0QPt52XP0hkVp7zsF273lY0zvbHsiF7cE8WDN3tmLubDx/tqaXtaHXlZTIhvfGlpKpGElLmco943ari1ymLGSay/WiC1yfq0uBrYFpui6TKoJugK+ee5tLL68ZR87LfREPL2mUfs80yT0tlzI6Irn/5tLXq9/BmFYWf69yb/nub2o0/PJ1EkYaKt+uqWIjV+Jv+Xcy2pZpWR1fl6kdytSQLP93VLGsOr46roBQvv7dY5cvaxGa7GvMazIvU1HmxzWT2TUZ98m03nxqNq/VtZKMMn8r+R014KW8AX4F+KVhy8Ad8bZax59MNRmFDRkXpuZ54wzVNFPldaYTm4vGQD0SpLQx1CLzhi+NXGvo0uCNxz5qyvWSrtjSu9aibMTTEiYJh6ufZ+jKvFkeN9kwzLbl/vI4sxbz5NqEtBZVR5fM216gCK0NYbU9z3KUTA3JQJRalHykRF5pFujFMMiLHVa6AZB1hgRqbV6mIh10XSavrmDl9Rsy7of5Okruifk+ykByaiXrDRFYLZXQj6Gr/H6X/w7qt5BtFbabqdLvrMR9DbiN37aCKpUtlxxTm5rOrc6hnUfKV3k+M1Xebiwb6yovG+uM+f+tKh+zom7qqmpb+b5/Jw1M831kuSqxPO9f+X5/L/N7qkm/z8Y953EsRKqsVuYftgRHZM2LseYKkXhYcwOgRQXllTCvkDqg2YHNl1W5KqRtZwNV4jkk/2VjVFINvrzRmyAieOL1ZTSiDOVUIFIClAz7VBfMYxmN2wg7ZeSYgC0A1zovgHP+HA0BJaDXokHRpuWqLetoSGxFPF8tSuA3PmCiIgIe11qXzJsvi2S0mmbEtKkGrlYfuT5zSDXxnlRaV/F+GNJAt+I26dmXqXbveA/lXur3tKrfoPJyecPQGofp9/13MvbV59Uxq9puVuYdcb3RpirL/FhqHctXLMN0yqQqylexznzZkAFJVdv+s25WIW2bUQdNWh3/ThWP+W59zH8v07z59kqqvF7gNzFmJqPsP2rT89ci/DasqAG/5NoiK86LzA2B2rmyKpShF+Y604n+jYzjicTgKJk1evFuAo+EwuWelKL3k3Xi0bXhoaJy8EzrZSrQUgKzMgAmXUVtpStqqm3XpWDXRc8txzOAV5CrummSlKl8Wea15coyyosUxObQmsDVZaxTMi/L/c3FH1aTdu8qHMMkNkCRNEQuVyn+Dua/YeV5Y9mYl32M45vvr51HX2esN+bNZBy7gvT1ss8726RN/Y1MhsA4Pssb0o5nVkaXOSTmsGjbKy8b68r3r0pGXSrX7+9lfh5d5vU3rkdfZ/o9Zd6k8uNVrItZGe5jYosyuJZ28Y/aBL92/i3YFtwyGQCZ2nCjRANWlWR+QjlAhamZqixbZTmpjDEtr6Rq1HojtxYRGE0EmlMbk7hMDyjrZd5WpEDVDIBM1efGzFSbQGsqnze2Gd5djmGo/Fwi3h9VJ9aRkqmhist6vStJuyatbOUfxor3x3zZ3Cho68pBN8m4b+oemqmwfL7yPf+PksFZVaw3jmV+3P/1OcxVRduofFxj2YrttHy+4j7/HZlD8neqar//id6tK6eFIs5X8bu8c+4qOPlvyezYJvFY1oaYItuyTdly3uryLYH/NvPm2wT+FmGn1AZNckDzilUV7kjuo83fQk1eoKaKZYxymri9QllNMhpQiWVMYh006RaQFTdk7h3VOhXeaOGylNXW696S0JYbDwKsPLhmGJRx0D26uTQPXg6zBizvC2U0Vq1urHuFqSZTg1bLUr9y1eQ6k3id6n6oqZnMy+hSx+Y2c6nfSN07uYcVZbq/PL7c94oy/014fJH5PmYyjlXhmKZ12rm1ZTmGdpwanJZL32Y6jy5juUqVn8OQcV3mUtukbIVr0tZr59Wm5TLKmEnVUWRWRupnSD++UQ9zSXnT8t+U+ffSz125TtQ790TVp6pjVC1znqQdCtOGU7dkXf/x2UXCX3CHEu+vh/9SQC9sslByIEp5BZHZ+n8no4GqRmoqb1jCytK3m+1jGCKTFIAajKb0RJ+WpyriIcXTauCKbChbgm9LYyDTWoYIupJsM0krby7t+JXuDWVJ6OVGlqti/TXRGFVQ+Y+iiT+UPl95mzIg+nqRsua8RxVV1b3UJPfakAbquzL/vZSKZMp9ijRVddxyldej4nGM85rPG8uaKtTB7LrMyxj7qXNJXcxkbFOGQO7PO/sa0s5rOh/LKpmte3efcpnXS5svP/e7MvYrX2ded+Oevlte03+qj3HfTcc1pB+/XOX1NqIAabc2bK82XGdbdAv/f+TO/NH4XOnkAAAAAElFTkSuQmCC" style="float: right"/>RavenDB will be participating in the <span style="text-decoration:underline;"><a style="color:inherit;" href="https://developerweek-2024-hackathon.devpost.com/?ref_feature=challenge&ref_medium=discover">DevWeek hackathon</a></span>&nbsp;in February. The hackathon is now live, and we are offering prizes worth 4,000 USD for the top two winners. </p><p style="text-align:left;">The hackathon is open to both attendees of the DevWeek conference and the general public. The challenge we put forth is building a sharing platform in a community. I&rsquo;m excited to see what kind of solutions will be submitted.</p><p style="text-align:left;">I will also be personally attending the DevWeek conference and would be very happy to meet you in person. Happy hacking!</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/200545-B/ravendb-hackaton-at-devweek?Key=a95e67df-a2ae-47d0-8bfa-9023354f783fhttps://www.ayende.com/blog/200545-B/ravendb-hackaton-at-devweek?Key=a95e67df-a2ae-47d0-8bfa-9023354f783fThu, 18 Jan 2024 12:00:00 GMTLearning over the holidays: Yet Another Bug Tracker sample app<p><a href="https://ayende.com/blog/Images/Open-Live-Writer/f9e68b110bd8_C834/1_2.jpg"><img width="227" height="360" title="1" align="right" style="border: 0px currentcolor; border-image: none; float: right; display: inline; background-image: none;" alt="1" src="https://ayende.com/blog/Images/Open-Live-Writer/f9e68b110bd8_C834/1_thumb.jpg" border="0"></a><p>If you are reading this blog, I assume that you are a like-minded person. My idea of relaxation is to sit and write code. Hopefully on something that I’m not familiar with. I have <a href="https://ayende.com/blog/posts/series/196449-A/badly-implementing-encryption">many such blog post series</a> covering topics I care about. It’s my idea of meditation.<p>For the end of 2023, I thought that we could do something similar but on a broader scale. A while ago <a href="https://alex-klaus.com/">Alex Klaus</a> wrote a <a href="https://ravendb.net/yabt-series">walkthrough</a> on how to build a complete application from scratch using modern best practices (and RavenDB). We refreshed the code and made it widely available, offering you something fun , educational, and productive to engage with.<p>The system is a bug tracker (allowing us to focus on the architecture rather than domain concerns), and you can play with <a href="https://yabt.ravendb.net/">a deployed version live</a>. The <a href="https://github.com/ravendb/samples-yabt">code is available</a> under the MIT license, and we’ll be very happy to receive any suggested improvements.<p>Topics that are covered:<ol><li><p><a href="https://ravendb.net/articles/building-application-with-net-core-and-ravendb-nosql-database">Building an enterprise application with the .NET and RavenDB</a></p><li><p><a href="https://ravendb.net/articles/nosql-data-model-through-ddd-prism">Non-Relational Data Modeling Through Domain Driven Design Prism</a></p><li><p><a href="https://ravendb.net/articles/hidden-side-of-document-ids-in-ravendb">Hidden side of document IDs in RavenDB</a></p><li><p><a href="https://ravendb.net/articles/dynamic-fields-for-indexing">Dynamic Fields for Indexing</a></p><li><p><a href="https://ravendb.net/articles/entity-relationships-in-nosql">Entity Relationships in non-relational database (one-to-many, many-to-many)</a></p><li><p><a href="https://ravendb.net/articles/nosql-multi-tenant-database">Multi-tenant database in NoSQL</a></p><li><p><a href="https://ravendb.net/articles/database-integration-testing-the-secret-recipe">Database Integration Testing – The Secret Recipe</a></p></li></ol><p>As usual, I would love any feedback you have to offer.</p>https://www.ayende.com/blog/200353-B/learning-over-the-holidays-yet-another-bug-tracker-sample-app?Key=b129183e-6820-4c9f-8d4e-135536d35adehttps://www.ayende.com/blog/200353-B/learning-over-the-holidays-yet-another-bug-tracker-sample-app?Key=b129183e-6820-4c9f-8d4e-135536d35adeFri, 22 Dec 2023 12:00:00 GMTRecording: RavenDB and High Performance with Oren Eini<p>I spoke for over an hour about how you can build high-performance systems and how we utilize these techniques inside of RavenDB.</p> <p><iframe title="RavenDb and High Performance with Oren Eini" src="https://www.youtube.com/embed/bryAp4VhM68" width="1280" height="720" frameborder="0" allowfullscreen="allowfullscreen"></iframe></p>https://www.ayende.com/blog/200001-B/recording-ravendb-and-high-performance-with-oren-eini?Key=987c9698-fe2a-42eb-9938-5f07bf41225dhttps://www.ayende.com/blog/200001-B/recording-ravendb-and-high-performance-with-oren-eini?Key=987c9698-fe2a-42eb-9938-5f07bf41225dMon, 28 Aug 2023 12:00:00 GMTA twisted tale of memory optimization<p>I was looking into reducing the allocation in a particular part of our code, and I ran into what was basically the following code (boiled down to the essentials):</p> <blockquote> <script src="https://gist.github.com/ayende/5212d11a369922d2b4408d08890e831c.js"></script> </blockquote> <p>As you can see, this does a <em>lot</em> of allocations. The actual method in question was a pretty good size, and all those operations happened in different locations and weren&rsquo;t as obvious.</p> <p>Take a moment to look at the code, how many allocations can you spot here?</p> <p>The first one, obviously, is the string allocation, but there is another one, inside the call to GetBytes(), let&rsquo;s fix that first by allocating the buffer once (I&rsquo;m leaving aside the allocation of the reusable buffer, you can assume it is big enough to cover all our needs):</p> <blockquote> <script src="https://gist.github.com/ayende/c4e0decb2442767e9bce88da7c5be89e.js"></script> </blockquote> <p>For that matter, we can also easily fix the second problem, by avoiding the string allocation:</p> <blockquote> <script src="https://gist.github.com/ayende/30fa55843832bfff0e630557fa75247e.js"></script> </blockquote> <p>That is a few minutes of work, and we are good to go. This method is called <em>a lot</em>, so we can expect a huge reduction in the amount of memory that we allocated.</p> <p>Except&hellip; that didn&rsquo;t happen. In fact, the amount of memory that we allocate remained pretty much the same. Digging into the details, we allocate roughly the same number of byte arrays (how!) and instead of allocating a lot of strings, we now allocate a lot of character arrays.</p> <p>I broke the code apart into multiple lines, which made things a lot clearer. (<a href="https://sharplab.io/#v2:EYLgxg9gTgpgtADwGwBYA+ABATARgLABQGADAAQY4B0AKjAgC4DchJ5VAkgPLMEsDM5LKQDKYGADsAhlACWEUgG9CpFSPqxJAW1IB9AM7qYWnqtLAAnvRgBtALq7YAVz2TgAGxgAhRwDMfMKBNVDAEMFFIAdVkrAAowAAtpOzNffygAGlIZcXpSD3EASkVlU1US0tIAN2kzSxg9UgBeUgBRcUgAE2yAc0oAVWoAMQAOSgBxGHpPOr0Y4FSA60pKfNtMnScXdy8FqAKgiv1DLUoomViNmGdXD28/ReWLKz1bffLSAF9CD6A==">In fact, I threw that into SharpLab, to be honest</a>). Take a look:</p> <blockquote> <script src="https://gist.github.com/ayende/942a494f64f10df43d3af3886b475189.js"></script> </blockquote> <p>This code: buffer[..len] is actually translated to:</p> <blockquote> <p>char[] charBuffer= RuntimeHelpers.GetSubArray(buffer, Range.EndAt(len));</p> </blockquote> <p>That will, of course, allocate. I had to change the code to be very explicit about the types that I wanted to use:</p> <blockquote> <script src="https://gist.github.com/ayende/12049752c22b3574fe5d432039d6f481.js"></script> </blockquote> <p>This will not allocate, but if you note the changes in the code, you can see that the use of <em>var</em> in this case really tripped me up. Because of the number of overloads and automatic coercion of types that <em>didn&rsquo;t</em> happen.</p> <p>For that matter, note that <em>any</em> slicing on arrays will generate a <em>new</em> array, including this code:</p> <blockquote> <script src="https://gist.github.com/ayende/339bacdd5907b08534ea76f399ff89d4.js"></script> </blockquote> <p>This makes perfect sense when you realize what is going on and can still be a big surprise, I looked at the code <em>a lot</em> before I figured out what was going on, and that was with a profiler output that pinpointed the fault.</p>https://www.ayende.com/blog/199969-A/a-twisted-tale-of-memory-optimization?Key=cb2fc684-6549-466c-9c4f-0bae8b5ef566https://www.ayende.com/blog/199969-A/a-twisted-tale-of-memory-optimization?Key=cb2fc684-6549-466c-9c4f-0bae8b5ef566Thu, 24 Aug 2023 12:00:00 GMTThe role of GitHub in paying for Open Source Software<p>I have been doing Open Source work for just under twenty years at this point. I have been paying my mortgage from Open Source software for about 15.&nbsp; I&rsquo;m stating that to explain that I have spent quite a lot of time struggling with the inherent tension between having an Open Source project and getting paid.</p> <p>I <a href="https://ayende.com/blog/posts/series/192417-A/open-source-money">wrote about it</a> a <a href="https://ayende.com/blog/posts/series/186113-A/making-money-from-open-source-software">few times in the past</a>. It is not a trivial problem, and the core of the issue is <em>not</em> something that you can easily solve with technical means. I ran into this fascinating thread on Twitter that over the weekend:</p> <blockquote class="twitter-tweet"> <p dir="ltr" lang="en">you just described licensing. As you missed 1 important aspect: if an org isn't obligated to pay, they won't. So you need a form of making them pay by giving them a token they paid which then makes them able to use your software. Any other form will fail.</p> &mdash; Frans Bouma (@FransBouma) <a href="https://twitter.com/FransBouma/status/1689946604030050304?ref_src=twsrc%5Etfw">August 11, 2023</a></blockquote> <p><script src="https://platform.twitter.com/widgets.js" async="" charset="utf-8"></script></p> <p>And another part of that is here:</p> <blockquote class="twitter-tweet"> <p dir="ltr" lang="en">The thing is, businesses spend significant amounts of money on software licenses, whether on-prem or as-a-service.<br /><br />They understand and accept this, as do their shareholders and investors. It is a cost of doing business.<br /><br />Donations? Not so much.</p> &mdash; Udi Dahan (@UdiDahan) <a href="https://twitter.com/UdiDahan/status/1690034306997993473?ref_src=twsrc%5Etfw">August 11, 2023</a></blockquote> <p><script src="https://platform.twitter.com/widgets.js" async="" charset="utf-8"></script></p> <p>I&rsquo;m quoting the most relevant pieces, but the idea is pretty simple.</p> <p>Donations don&rsquo;t work, period. They don&rsquo;t work not because companies are evil or developers don&rsquo;t want to pay for Open Source. They don&rsquo;t work because it takes a huge amount of effort to actually get paid.</p> <p>If you are an independent developer, your purchasing process goes something like this:</p> <ol> <li>I would like to use this thing</li> <li>I need to pay for that</li> <li>The price matches the value I&rsquo;m getting</li> <li>Where is my credit card&hellip;</li> <li>Paid!</li> </ol> <p>Did you note step 2? The part about <em>needing</em> to pay?</p> <p>If you don&rsquo;t have that step, what will happen? Same scenario, an independent developer:</p> <ol> <li>I would like to use this thing</li> <li>I use this thing</li> <li>It would be great to pay something to show my appreciation</li> <li>Where did I put the credit card? Oh, it&rsquo;s down the hall&hellip; I&rsquo;ll get to that later (never).</li> </ol> <p>That is in the best-case scenario where the thought of donating actually crossed your mind. In most likelihood, the process is more:</p> <ol> <ol><!--StartFragment--></ol> <li>I would like to use this thing</li> <li>I use this thing</li> <li>Ticket closed, what is the next one&hellip; ?</li> </ol> <p>Now, what happens if you are <em>not</em> an independent developer? Let&rsquo;s say that you are a contract worker for a company. You need to talk to your contact person, they will need to get purchasing approval. Depending on the amount, that may require escalating upward a few levels, etc.</p> <p>Let&rsquo;s say that the amount is under 100$, so basically within the budgetary discretion of the first manager you run into. They would still need to know what they are paying for, what they are getting out of that (they need to justify that). If this is a donation, welcome to the beauty of tax codes in multiple jurisdictions and what <em>counts</em> as such. If this is <em>not</em> a donation, what do they get? That means that you now have to do a meeting, potentially multiple ones. Present your case, open a new supplier at the company, etc.</p> <p>The cost of all of those is high, both in time and money. Or&hellip; you can just <em>nuget add-package</em> and move on.</p> <p>In the case of RavenDB, it is an Open Source software (a license to match, code is freely available), but we treat it as a commercial project for all intents and purposes. If you want to install RavenDB, you&rsquo;ll get a popup saying you need a license, directing you to a page where you see how much we would like to get and what do you get in return, etc. That means that from a commercial perspective, we are in a familiar ground for companies.&nbsp; They are <em>used</em> to paying for software, and there isn&rsquo;t an option to just move on to the next task.</p> <p>There is another really important consideration here. In the ideal Open Source donation model, money just shows up in your account. In the commercial world, there is a <em>huge</em> amount of work that is required to get things done. That is when you have a model where &ldquo;the software does not <em>work</em> without a purchase&rdquo;.&nbsp; To give some context, 22% is Sales &amp; Marketing and they spent around 21.8 <em>billion</em>&nbsp;in 2022 on Sales &amp; Marketing. That is literally billions being <em>spent </em>to make sales.</p> <p>If you want to make money, you are going to invest in sales, sales strategy, etc. I&rsquo;m ignoring marketing here because if you are expected to make money from Open Source, you likely already have a project well-known enough to at least get started.</p> <p>That means that you need to figure out what you are charging for, how do you get customers, etc. In the case of RavenDB, we use the per-core model, which is a good indication of how much use the user is getting from RavenDB. LLBLGen Pro, on the other hand, they are charging per seat. Particular&rsquo;s NServiceBus uses a per endpoint / number of messages a day model.</p> <p>There is no one model that fits all. And you need to be able to tailor your pricing model to how your users think about your software.</p> <p>So pricing strategy, creating a proper incentive to purchase (hard limit, usually) and some sales organization to actually drive all of that are absolutely required.</p> <p>Notice what is missing here? GitHub. It simply has no role at all up to this point. So why the title of this post?</p> <p>There is one <em>really big</em> problem with getting paid that GitHub can solve for Open Source (and in general, I guess).</p> <p>The whole process of actually getting paid is absolutely atrocious. In the best case, you need to create a supplier at the customer, fill up various forms (no, we don&rsquo;t use child labor or slaves, indeed), figure out all sorts of <em>weird </em>roles (German tax authority requires special dispensation, and let&rsquo;s not talk about getting paid from India, etc). Welcome to Anti Money Laundering roles and GDPR compliance with Known Your Customer and SOC 2 regulations. The last sentence is basically nonsense words, but I understand that if you chant it long enough, you get money in the end.</p> <p>What GitHub can do is be a payment pipe. Since presumably your organization is already set up with them in place, you can get them to do the invoicing, collecting the payment, etc. And in the end, you get the money.</p> <p>That sounds <em>exactly</em> like GitHub Sponsorships, right? Except that in this case, this is no a donation. This is a flat-out simple transaction, with GitHub as the medium. The idea is that you <em>have</em> a limit, which you enforce, on your usage, and GitHub is how you are paid. The ability to do it in this fashion <em>may </em>make things easier, but I would assume that there are about three books worth of regulations and EULAs to go through to make it actually successful.</p> <p>Yet, as far as I&rsquo;m concerned, that <em>is</em> really the only important role that we have for GitHub here.</p> <p>That is <em>not</em> a small thing, mind. But it isn&rsquo;t a magic bullet.</p>https://www.ayende.com/blog/199937-C/the-role-of-github-in-paying-for-open-source-software?Key=13c9495d-6552-4c62-a26b-4f70c13c70cfhttps://www.ayende.com/blog/199937-C/the-role-of-github-in-paying-for-open-source-software?Key=13c9495d-6552-4c62-a26b-4f70c13c70cfMon, 14 Aug 2023 12:00:00 GMTA performance profile mystery: The cost of Stopwatch<p>Measuring the length of time that a particular piece of code takes is a surprising challenging task. There are two aspects to this, the first is how do you ensure that the cost of getting the start and end times won&rsquo;t interfere with the work you are doing. The second is how to actually get the time (potentially <em>many </em>times a second) in as efficient way as possible.</p> <p>To give some context, <a href="https://aakinshin.net/posts/stopwatch/">Andrey Akinshin</a> does a great overview of how the Stopwatch class works in C#. On Linux, that is basically calling to the <em>clock_gettime</em> system call, except that this is <em>not</em> a system call. That is actually a piece of code that the Kernel sticks inside <em>your</em> process that will then integrate with other aspects of the Kernel to optimize this. The idea is that this system call is <em>so frequent</em> that you cannot pay the cost of the Kernel mode transition. There is a good coverage <a href="https://berthub.eu/articles/posts/on-linux-vdso-and-clockgettime/">of this here</a>.</p> <p>In short, that is a very well-known problem and quite a lot of brainpower has been dedicated to solving it. And then we reached this situation:</p> <p><a href="https://ayende.com/blog/Images/Open-Live-Writer/A-performance-profile-mystery_A64B/image_2.png"><img style="margin: 0px; border: 0px currentcolor; display: inline; background-image: none;" title="image" src="https://ayende.com/blog/Images/Open-Live-Writer/A-performance-profile-mystery_A64B/image_thumb.png" alt="image" width="1201" height="141" border="0" /></a></p> <p>What you are seeing here is us testing the indexing process of RavenDB under the profiler. This is indexing roughly 100M documents, and according to the profiler, we are spending 15% of our time gathering metrics?</p> <p>The StatsScope.Start() method simply calls Stopwatch.Start(), so we are basically looking at a profiler output that says that Stopwatch is accounting for 15% of our runtime?</p> <p>Sorry, I don&rsquo;t believe that. I mean, it is <em>possible</em>, but it seems far-fetched.</p> <p>In order to test this, I wrote a <a href="https://gist.github.com/ayende/563e0e4b0dae1bf986a660076f143aa6">very simple program</a>, which will generate 100K integers and test whether&nbsp;they are prime or not. I&rsquo;m doing that to test compute-bound work, basically, and testing calling Start() and Stop() either across the whole loop or in each iteration.</p> <p>I run that a few times and I&rsquo;m getting:</p> <ul> <li>Windows: 311 ms with Stopwatch per iteration and 312 ms without</li> <li>Linux: 450 ms with Stopwatch per iteration and 455 ms without</li> </ul> <p>On Linux, there is about 5ms overhead if we use a per iteration stopwatch, on Windows, it is either the same cost or slightly cheaper <em>with </em>per iteration stopwatch.</p> <p>Here is the profiler output on Windows:</p> <p><a href="https://ayende.com/blog/Images/Open-Live-Writer/A-performance-profile-mystery_A64B/image_4.png"><img style="margin: 0px; border: 0px currentcolor; display: inline; background-image: none;" title="image" src="https://ayende.com/blog/Images/Open-Live-Writer/A-performance-profile-mystery_A64B/image_thumb_1.png" alt="image" width="862" height="123" border="0" /></a></p> <p>And on Linux:</p> <p><a href="https://ayende.com/blog/Images/Open-Live-Writer/A-performance-profile-mystery_A64B/image_6.png"><img style="margin: 0px; border: 0px currentcolor; display: inline; background-image: none;" title="image" src="https://ayende.com/blog/Images/Open-Live-Writer/A-performance-profile-mystery_A64B/image_thumb_2.png" alt="image" width="891" height="101" border="0" /></a></p> <p>Now, that is what happens when we are doing a significant amount of work, what happens if the amount of work is negligible? I made the IsPrime() method very cheap, and I got:</p> <p><a href="https://ayende.com/blog/Images/Open-Live-Writer/A-performance-profile-mystery_A64B/image_8.png"><img style="margin: 0px; border: 0px currentcolor; display: inline; background-image: none;" title="image" src="https://ayende.com/blog/Images/Open-Live-Writer/A-performance-profile-mystery_A64B/image_thumb_3.png" alt="image" width="847" height="108" border="0" /></a></p> <p>So that is a good indication that this isn&rsquo;t <em>free</em>, but still&hellip;</p> <p>Comparing the costs, it is utterly ridiculous that the profiler says that so much time is spent in those methods.</p> <p>Another aspect here may be the issue of the profiler impact itself. There are differences between using Tracing and Sampling methods, for example.</p> <p>I don&rsquo;t have <em>an</em> answer, just a lot of very curious questions.</p>https://www.ayende.com/blog/199874-A/a-performance-profile-mystery-the-cost-of-stopwatch?Key=095fd4b2-4515-479e-a926-ffeed604e5f3https://www.ayende.com/blog/199874-A/a-performance-profile-mystery-the-cost-of-stopwatch?Key=095fd4b2-4515-479e-a926-ffeed604e5f3Wed, 09 Aug 2023 12:00:00 GMTTalk: Scalable Architecture From the Ground Up<iframe width="1280" height="720" title="Scalable Architecture From the Ground Up" src="https://www.youtube.com/embed/cMhhlCUffKk" frameborder="0" allowfullscreen="" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share"></iframe>https://www.ayende.com/blog/199521-C/talk-scalable-architecture-from-the-ground-up?Key=7cb86e30-08c2-49c5-b01c-7a590fcba4c8https://www.ayende.com/blog/199521-C/talk-scalable-architecture-from-the-ground-up?Key=7cb86e30-08c2-49c5-b01c-7a590fcba4c8Fri, 09 Jun 2023 12:00:00 GMT